diff --git a/docs/_static/references.bib b/docs/_static/references.bib index 6daed250..9bfef3f3 100644 --- a/docs/_static/references.bib +++ b/docs/_static/references.bib @@ -38,6 +38,20 @@ @book{church_murray_2018 } +@article{current1988capacitated, + title={{Capacitated Covering Models}}, + author={Current, John Richard and Storbeck, James Edward}, + journal={{Environment and Planning B: Planning and Design}}, + volume={15}, + number={2}, + pages={153--163}, + year={1988}, + publisher={SAGE Publications Sage UK: London, England}, + doi={10.1068/b150153} + +} + + @article{daskin_stern_edmund_1981, author = {Daskin, MS and Stern, EH}, title = {A Hierarchical Objective Set Covering Model for Emergency Medical Service Vehicle Deployment}, diff --git a/docs/tutorials.rst b/docs/tutorials.rst index 80f47351..17539f9b 100644 --- a/docs/tutorials.rst +++ b/docs/tutorials.rst @@ -17,14 +17,15 @@ Tutorials :maxdepth: 1 :caption: Locate: - notebooks/facloc-real-world.ipynb notebooks/lscp.ipynb notebooks/lscp_gis.ipynb + notebooks/lscp_capacity.ipynb + notebooks/lscpb.ipynb notebooks/mclp.ipynb notebooks/mclp_gis.ipynb notebooks/p-center.ipynb notebooks/p-median.ipynb - notebooks/lscpb.ipynb - notebooks/facloc-lscpb-real-world.ipynb notebooks/p-dispersion.ipynb + notebooks/facloc-real-world.ipynb + notebooks/facloc-lscpb-real-world.ipynb notebooks/facloc-disperse-real-world.ipynb diff --git a/notebooks/facloc-disperse-real-world.ipynb b/notebooks/facloc-disperse-real-world.ipynb index bab98226..44588af9 100644 --- a/notebooks/facloc-disperse-real-world.ipynb +++ b/notebooks/facloc-disperse-real-world.ipynb @@ -17,8 +17,8 @@ "execution_count": 1, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:43.386398Z", - "start_time": "2022-11-11T17:34:43.350292Z" + "end_time": "2022-12-29T02:17:57.891749Z", + "start_time": "2022-12-29T02:17:57.855021Z" } }, "outputs": [ @@ -26,15 +26,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:34:43.375134-05:00\n", + "Last updated: 2022-12-28T21:17:57.880154-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -54,8 +54,8 @@ "execution_count": 2, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.476692Z", - "start_time": "2022-11-11T17:34:43.388979Z" + "end_time": "2022-12-29T02:18:00.256467Z", + "start_time": "2022-12-29T02:17:57.895522Z" } }, "outputs": [ @@ -65,15 +65,15 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "geopandas : 0.12.1\n", - "matplotlib : 3.6.2\n", - "pandas : 1.5.1\n", - "json : 2.0.9\n", "pulp : 2.7.0\n", - "numpy : 1.23.4\n", - "matplotlib_scalebar: 0.8.1\n", - "shapely : 1.8.5.post1\n", + "pandas : 1.5.2\n", + "numpy : 1.23.5\n", + "json : 2.0.9\n", + "shapely : 2.0.0\n", + "matplotlib : 3.6.2\n", "spopt : 0.4.1+200.g336f235.dirty\n", + "geopandas : 0.12.2\n", + "matplotlib_scalebar: 0.8.1\n", "\n" ] } @@ -119,8 +119,8 @@ "execution_count": 3, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.484390Z", - "start_time": "2022-11-11T17:34:45.481600Z" + "end_time": "2022-12-29T02:18:00.264396Z", + "start_time": "2022-12-29T02:18:00.261092Z" } }, "outputs": [], @@ -140,8 +140,8 @@ "execution_count": 4, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.506680Z", - "start_time": "2022-11-11T17:34:45.486432Z" + "end_time": "2022-12-29T02:18:00.287916Z", + "start_time": "2022-12-29T02:18:00.267565Z" } }, "outputs": [ @@ -332,8 +332,8 @@ "execution_count": 5, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.647840Z", - "start_time": "2022-11-11T17:34:45.509240Z" + "end_time": "2022-12-29T02:18:00.415740Z", + "start_time": "2022-12-29T02:18:00.290793Z" } }, "outputs": [ @@ -402,8 +402,8 @@ "execution_count": 6, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.773769Z", - "start_time": "2022-11-11T17:34:45.650522Z" + "end_time": "2022-12-29T02:18:00.540779Z", + "start_time": "2022-12-29T02:18:00.419219Z" } }, "outputs": [ @@ -440,8 +440,8 @@ "execution_count": 7, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.780964Z", - "start_time": "2022-11-11T17:34:45.776904Z" + "end_time": "2022-12-29T02:18:00.548272Z", + "start_time": "2022-12-29T02:18:00.543392Z" } }, "outputs": [], @@ -456,8 +456,8 @@ "execution_count": 8, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.791989Z", - "start_time": "2022-11-11T17:34:45.783726Z" + "end_time": "2022-12-29T02:18:00.558159Z", + "start_time": "2022-12-29T02:18:00.550880Z" } }, "outputs": [], @@ -477,8 +477,8 @@ "execution_count": 9, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.823390Z", - "start_time": "2022-11-11T17:34:45.794775Z" + "end_time": "2022-12-29T02:18:00.590763Z", + "start_time": "2022-12-29T02:18:00.560765Z" } }, "outputs": [], @@ -500,8 +500,8 @@ "execution_count": 10, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.828633Z", - "start_time": "2022-11-11T17:34:45.825789Z" + "end_time": "2022-12-29T02:18:00.596304Z", + "start_time": "2022-12-29T02:18:00.593352Z" } }, "outputs": [], @@ -515,8 +515,8 @@ "execution_count": 11, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.839275Z", - "start_time": "2022-11-11T17:34:45.835991Z" + "end_time": "2022-12-29T02:18:00.606181Z", + "start_time": "2022-12-29T02:18:00.603072Z" } }, "outputs": [], @@ -537,15 +537,15 @@ "execution_count": 12, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.942365Z", - "start_time": "2022-11-11T17:34:45.842382Z" + "end_time": "2022-12-29T02:18:00.705983Z", + "start_time": "2022-12-29T02:18:00.608996Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 12, @@ -570,8 +570,8 @@ "execution_count": 13, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.949255Z", - "start_time": "2022-11-11T17:34:45.944877Z" + "end_time": "2022-12-29T02:18:00.714074Z", + "start_time": "2022-12-29T02:18:00.709840Z" } }, "outputs": [ @@ -605,8 +605,8 @@ "execution_count": 14, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.967332Z", - "start_time": "2022-11-11T17:34:45.951311Z" + "end_time": "2022-12-29T02:18:00.729604Z", + "start_time": "2022-12-29T02:18:00.716668Z" } }, "outputs": [ @@ -852,8 +852,8 @@ "execution_count": 15, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:45.985204Z", - "start_time": "2022-11-11T17:34:45.969842Z" + "end_time": "2022-12-29T02:18:00.747114Z", + "start_time": "2022-12-29T02:18:00.732772Z" } }, "outputs": [ @@ -1106,15 +1106,15 @@ "execution_count": 16, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:46.032347Z", - "start_time": "2022-11-11T17:34:45.987785Z" + "end_time": "2022-12-29T02:18:00.793811Z", + "start_time": "2022-12-29T02:18:00.749709Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 16, @@ -1140,8 +1140,8 @@ "execution_count": 17, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:46.039304Z", - "start_time": "2022-11-11T17:34:46.035840Z" + "end_time": "2022-12-29T02:18:00.802161Z", + "start_time": "2022-12-29T02:18:00.796908Z" } }, "outputs": [ @@ -1174,8 +1174,8 @@ "execution_count": 18, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:46.047015Z", - "start_time": "2022-11-11T17:34:46.041665Z" + "end_time": "2022-12-29T02:18:00.810737Z", + "start_time": "2022-12-29T02:18:00.805141Z" } }, "outputs": [ @@ -1233,8 +1233,8 @@ "execution_count": 19, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:46.069845Z", - "start_time": "2022-11-11T17:34:46.049494Z" + "end_time": "2022-12-29T02:18:00.826940Z", + "start_time": "2022-12-29T02:18:00.813622Z" } }, "outputs": [], @@ -1341,8 +1341,8 @@ "execution_count": 20, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:46.736971Z", - "start_time": "2022-11-11T17:34:46.073414Z" + "end_time": "2022-12-29T02:18:01.422822Z", + "start_time": "2022-12-29T02:18:00.829572Z" } }, "outputs": [ @@ -1378,8 +1378,8 @@ "execution_count": 21, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:47.234068Z", - "start_time": "2022-11-11T17:34:46.738537Z" + "end_time": "2022-12-29T02:18:01.999810Z", + "start_time": "2022-12-29T02:18:01.425199Z" } }, "outputs": [ @@ -1417,8 +1417,8 @@ "execution_count": 22, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:47.792927Z", - "start_time": "2022-11-11T17:34:47.236666Z" + "end_time": "2022-12-29T02:18:02.491997Z", + "start_time": "2022-12-29T02:18:02.001995Z" } }, "outputs": [ @@ -1463,8 +1463,8 @@ "execution_count": 23, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:47.835281Z", - "start_time": "2022-11-11T17:34:47.795198Z" + "end_time": "2022-12-29T02:18:02.534481Z", + "start_time": "2022-12-29T02:18:02.494718Z" } }, "outputs": [ @@ -1512,8 +1512,8 @@ "execution_count": 24, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:47.851204Z", - "start_time": "2022-11-11T17:34:47.838769Z" + "end_time": "2022-12-29T02:18:02.549809Z", + "start_time": "2022-12-29T02:18:02.538144Z" } }, "outputs": [], @@ -1528,8 +1528,8 @@ "execution_count": 25, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:34:48.324098Z", - "start_time": "2022-11-11T17:34:47.853921Z" + "end_time": "2022-12-29T02:18:03.020575Z", + "start_time": "2022-12-29T02:18:02.552612Z" } }, "outputs": [ @@ -1569,32 +1569,32 @@ " \n", " GLPK_CMD\n", " 10164.5\n", - " 0.020967\n", + " 0.019854\n", " \n", " \n", " CPLEX_CMD\n", " 10164.494501\n", - " 0.043412\n", + " 0.042924\n", " \n", " \n", " PULP_CBC_CMD\n", " 10164.495\n", - " 0.069338\n", + " 0.069026\n", " \n", " \n", " COIN_CMD\n", " 10164.495\n", - " 0.101716\n", + " 0.106732\n", " \n", " \n", " SCIP_CMD\n", " 10164.494501\n", - " 0.162369\n", + " 0.153769\n", " \n", " \n", " HiGHS_CMD\n", " 10164.494501\n", - " 0.054706\n", + " 0.056537\n", " \n", " \n", "\n", @@ -1602,12 +1602,12 @@ ], "text/plain": [ " MaxMinMin Solve Time (sec.)\n", - "GLPK_CMD 10164.5 0.020967\n", - "CPLEX_CMD 10164.494501 0.043412\n", - "PULP_CBC_CMD 10164.495 0.069338\n", - "COIN_CMD 10164.495 0.101716\n", - "SCIP_CMD 10164.494501 0.162369\n", - "HiGHS_CMD 10164.494501 0.054706" + "GLPK_CMD 10164.5 0.019854\n", + "CPLEX_CMD 10164.494501 0.042924\n", + "PULP_CBC_CMD 10164.495 0.069026\n", + "COIN_CMD 10164.495 0.106732\n", + "SCIP_CMD 10164.494501 0.153769\n", + "HiGHS_CMD 10164.494501 0.056537" ] }, "execution_count": 25, @@ -1661,7 +1661,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/facloc-lscpb-real-world.ipynb b/notebooks/facloc-lscpb-real-world.ipynb index 070d6313..21dad65b 100644 --- a/notebooks/facloc-lscpb-real-world.ipynb +++ b/notebooks/facloc-lscpb-real-world.ipynb @@ -17,8 +17,8 @@ "execution_count": 1, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:43.292035Z", - "start_time": "2022-11-11T17:26:43.243691Z" + "end_time": "2022-12-29T02:14:57.780471Z", + "start_time": "2022-12-29T02:14:57.746460Z" } }, "outputs": [ @@ -26,15 +26,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:26:43.280751-05:00\n", + "Last updated: 2022-12-28T21:14:57.768479-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -54,8 +54,8 @@ "execution_count": 2, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.595344Z", - "start_time": "2022-11-11T17:26:43.294633Z" + "end_time": "2022-12-29T02:15:00.123900Z", + "start_time": "2022-12-29T02:14:57.783665Z" } }, "outputs": [ @@ -65,14 +65,14 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "shapely : 1.8.5.post1\n", "json : 2.0.9\n", - "spopt : 0.4.1+200.g336f235.dirty\n", + "pulp : 2.7.0\n", "matplotlib_scalebar: 0.8.1\n", + "shapely : 2.0.0\n", + "spopt : 0.4.1+200.g336f235.dirty\n", "matplotlib : 3.6.2\n", - "pandas : 1.5.1\n", - "pulp : 2.7.0\n", - "geopandas : 0.12.1\n", + "pandas : 1.5.2\n", + "geopandas : 0.12.2\n", "\n" ] } @@ -117,8 +117,8 @@ "execution_count": 3, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.603401Z", - "start_time": "2022-11-11T17:26:45.600700Z" + "end_time": "2022-12-29T02:15:00.133449Z", + "start_time": "2022-12-29T02:15:00.130181Z" } }, "outputs": [], @@ -138,8 +138,8 @@ "execution_count": 4, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.630592Z", - "start_time": "2022-11-11T17:26:45.606169Z" + "end_time": "2022-12-29T02:15:00.165733Z", + "start_time": "2022-12-29T02:15:00.136888Z" } }, "outputs": [ @@ -294,8 +294,8 @@ "execution_count": 5, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.649874Z", - "start_time": "2022-11-11T17:26:45.632963Z" + "end_time": "2022-12-29T02:15:00.189991Z", + "start_time": "2022-12-29T02:15:00.169412Z" } }, "outputs": [ @@ -548,8 +548,8 @@ "execution_count": 6, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.661692Z", - "start_time": "2022-11-11T17:26:45.651597Z" + "end_time": "2022-12-29T02:15:00.205104Z", + "start_time": "2022-12-29T02:15:00.192332Z" } }, "outputs": [ @@ -740,8 +740,8 @@ "execution_count": 7, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.806053Z", - "start_time": "2022-11-11T17:26:45.663874Z" + "end_time": "2022-12-29T02:15:00.347395Z", + "start_time": "2022-12-29T02:15:00.208763Z" } }, "outputs": [ @@ -805,8 +805,8 @@ "execution_count": 8, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.926051Z", - "start_time": "2022-11-11T17:26:45.808821Z" + "end_time": "2022-12-29T02:15:00.493582Z", + "start_time": "2022-12-29T02:15:00.349991Z" } }, "outputs": [ @@ -845,8 +845,8 @@ "execution_count": 9, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.957205Z", - "start_time": "2022-11-11T17:26:45.928520Z" + "end_time": "2022-12-29T02:15:00.530756Z", + "start_time": "2022-12-29T02:15:00.496576Z" } }, "outputs": [ @@ -1207,8 +1207,8 @@ "execution_count": 10, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.964151Z", - "start_time": "2022-11-11T17:26:45.959730Z" + "end_time": "2022-12-29T02:15:00.539154Z", + "start_time": "2022-12-29T02:15:00.533640Z" } }, "outputs": [ @@ -1233,8 +1233,8 @@ "execution_count": 11, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.973108Z", - "start_time": "2022-11-11T17:26:45.967274Z" + "end_time": "2022-12-29T02:15:00.553439Z", + "start_time": "2022-12-29T02:15:00.548005Z" } }, "outputs": [ @@ -1267,8 +1267,8 @@ "execution_count": 12, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.983496Z", - "start_time": "2022-11-11T17:26:45.980480Z" + "end_time": "2022-12-29T02:15:00.559170Z", + "start_time": "2022-12-29T02:15:00.556056Z" } }, "outputs": [], @@ -1282,8 +1282,8 @@ "execution_count": 13, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:45.989328Z", - "start_time": "2022-11-11T17:26:45.986180Z" + "end_time": "2022-12-29T02:15:00.565498Z", + "start_time": "2022-12-29T02:15:00.561935Z" } }, "outputs": [], @@ -1298,8 +1298,8 @@ "execution_count": 14, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.004105Z", - "start_time": "2022-11-11T17:26:45.991857Z" + "end_time": "2022-12-29T02:15:00.580171Z", + "start_time": "2022-12-29T02:15:00.568222Z" } }, "outputs": [], @@ -1320,8 +1320,8 @@ "execution_count": 15, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.045189Z", - "start_time": "2022-11-11T17:26:46.006464Z" + "end_time": "2022-12-29T02:15:00.626929Z", + "start_time": "2022-12-29T02:15:00.583051Z" } }, "outputs": [], @@ -1343,8 +1343,8 @@ "execution_count": 16, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.051099Z", - "start_time": "2022-11-11T17:26:46.047809Z" + "end_time": "2022-12-29T02:15:00.632680Z", + "start_time": "2022-12-29T02:15:00.629410Z" } }, "outputs": [], @@ -1358,8 +1358,8 @@ "execution_count": 17, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.057307Z", - "start_time": "2022-11-11T17:26:46.053629Z" + "end_time": "2022-12-29T02:15:00.639235Z", + "start_time": "2022-12-29T02:15:00.635560Z" } }, "outputs": [], @@ -1379,8 +1379,8 @@ "execution_count": 18, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.138077Z", - "start_time": "2022-11-11T17:26:46.060287Z" + "end_time": "2022-12-29T02:15:00.722649Z", + "start_time": "2022-12-29T02:15:00.642312Z" } }, "outputs": [], @@ -1394,8 +1394,8 @@ "execution_count": 19, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.253776Z", - "start_time": "2022-11-11T17:26:46.141614Z" + "end_time": "2022-12-29T02:15:00.870400Z", + "start_time": "2022-12-29T02:15:00.725811Z" } }, "outputs": [], @@ -1409,8 +1409,8 @@ "execution_count": 20, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.262575Z", - "start_time": "2022-11-11T17:26:46.257422Z" + "end_time": "2022-12-29T02:15:00.880797Z", + "start_time": "2022-12-29T02:15:00.874559Z" } }, "outputs": [ @@ -1448,8 +1448,8 @@ "execution_count": 21, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.279164Z", - "start_time": "2022-11-11T17:26:46.264282Z" + "end_time": "2022-12-29T02:15:00.903514Z", + "start_time": "2022-12-29T02:15:00.884653Z" } }, "outputs": [ @@ -1702,8 +1702,8 @@ "execution_count": 22, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.294884Z", - "start_time": "2022-11-11T17:26:46.281290Z" + "end_time": "2022-12-29T02:15:00.927408Z", + "start_time": "2022-12-29T02:15:00.907975Z" } }, "outputs": [ @@ -1956,8 +1956,8 @@ "execution_count": 23, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.367240Z", - "start_time": "2022-11-11T17:26:46.296493Z" + "end_time": "2022-12-29T02:15:01.018833Z", + "start_time": "2022-12-29T02:15:00.929816Z" } }, "outputs": [], @@ -1976,8 +1976,8 @@ "execution_count": 24, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.495904Z", - "start_time": "2022-11-11T17:26:46.370826Z" + "end_time": "2022-12-29T02:15:01.168496Z", + "start_time": "2022-12-29T02:15:01.023167Z" } }, "outputs": [], @@ -1997,8 +1997,8 @@ "execution_count": 25, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.504538Z", - "start_time": "2022-11-11T17:26:46.499372Z" + "end_time": "2022-12-29T02:15:01.178528Z", + "start_time": "2022-12-29T02:15:01.171489Z" } }, "outputs": [ @@ -2036,8 +2036,8 @@ "execution_count": 26, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.512963Z", - "start_time": "2022-11-11T17:26:46.506855Z" + "end_time": "2022-12-29T02:15:01.191668Z", + "start_time": "2022-12-29T02:15:01.183873Z" } }, "outputs": [ @@ -2095,8 +2095,8 @@ "execution_count": 27, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:46.527154Z", - "start_time": "2022-11-11T17:26:46.515128Z" + "end_time": "2022-12-29T02:15:01.212837Z", + "start_time": "2022-12-29T02:15:01.194953Z" } }, "outputs": [], @@ -2203,8 +2203,8 @@ "execution_count": 28, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:47.396706Z", - "start_time": "2022-11-11T17:26:46.529303Z" + "end_time": "2022-12-29T02:15:02.172144Z", + "start_time": "2022-12-29T02:15:01.217872Z" } }, "outputs": [ @@ -2240,8 +2240,8 @@ "execution_count": 29, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:48.206411Z", - "start_time": "2022-11-11T17:26:47.398626Z" + "end_time": "2022-12-29T02:15:03.049965Z", + "start_time": "2022-12-29T02:15:02.173743Z" } }, "outputs": [ @@ -2270,8 +2270,8 @@ "execution_count": 30, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:49.184933Z", - "start_time": "2022-11-11T17:26:48.208606Z" + "end_time": "2022-12-29T02:15:03.864396Z", + "start_time": "2022-12-29T02:15:03.051935Z" } }, "outputs": [ @@ -2315,8 +2315,8 @@ "execution_count": 31, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:50.044835Z", - "start_time": "2022-11-11T17:26:49.187599Z" + "end_time": "2022-12-29T02:15:04.690220Z", + "start_time": "2022-12-29T02:15:03.866842Z" } }, "outputs": [ @@ -2354,8 +2354,8 @@ "execution_count": 32, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:50.881624Z", - "start_time": "2022-11-11T17:26:50.047400Z" + "end_time": "2022-12-29T02:15:05.533838Z", + "start_time": "2022-12-29T02:15:04.692697Z" } }, "outputs": [ @@ -2393,8 +2393,8 @@ "execution_count": 33, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:51.801269Z", - "start_time": "2022-11-11T17:26:50.883963Z" + "end_time": "2022-12-29T02:15:06.506776Z", + "start_time": "2022-12-29T02:15:05.535950Z" } }, "outputs": [ @@ -2440,8 +2440,8 @@ "execution_count": 34, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:51.851852Z", - "start_time": "2022-11-11T17:26:51.804530Z" + "end_time": "2022-12-29T02:15:06.544678Z", + "start_time": "2022-12-29T02:15:06.508789Z" } }, "outputs": [ @@ -2489,8 +2489,8 @@ "execution_count": 35, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:26:52.626623Z", - "start_time": "2022-11-11T17:26:51.855721Z" + "end_time": "2022-12-29T02:15:07.299891Z", + "start_time": "2022-12-29T02:15:06.554140Z" } }, "outputs": [ @@ -2532,37 +2532,37 @@ " GLPK_CMD\n", " 3\n", " 69.756\n", - " 0.021862\n", + " 0.022511\n", " \n", " \n", " CPLEX_CMD\n", " 3.0\n", " 69.756\n", - " 0.035812\n", + " 0.036584\n", " \n", " \n", " PULP_CBC_CMD\n", " 3.0\n", " 69.756\n", - " 0.025795\n", + " 0.025771\n", " \n", " \n", " COIN_CMD\n", " 3.0\n", " 69.756\n", - " 0.041947\n", + " 0.044041\n", " \n", " \n", " SCIP_CMD\n", " 3.0\n", " 69.756\n", - " 0.049374\n", + " 0.041864\n", " \n", " \n", " HiGHS_CMD\n", " 3.0\n", " 69.756\n", - " 0.032254\n", + " 0.027804\n", " \n", " \n", "\n", @@ -2570,12 +2570,12 @@ ], "text/plain": [ " Solution Facilities Backup % Solve Time (sec.)\n", - "GLPK_CMD 3 69.756 0.021862\n", - "CPLEX_CMD 3.0 69.756 0.035812\n", - "PULP_CBC_CMD 3.0 69.756 0.025795\n", - "COIN_CMD 3.0 69.756 0.041947\n", - "SCIP_CMD 3.0 69.756 0.049374\n", - "HiGHS_CMD 3.0 69.756 0.032254" + "GLPK_CMD 3 69.756 0.022511\n", + "CPLEX_CMD 3.0 69.756 0.036584\n", + "PULP_CBC_CMD 3.0 69.756 0.025771\n", + "COIN_CMD 3.0 69.756 0.044041\n", + "SCIP_CMD 3.0 69.756 0.041864\n", + "HiGHS_CMD 3.0 69.756 0.027804" ] }, "execution_count": 35, @@ -2633,7 +2633,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/facloc-real-world.ipynb b/notebooks/facloc-real-world.ipynb index fa896a3e..b24ee2ca 100644 --- a/notebooks/facloc-real-world.ipynb +++ b/notebooks/facloc-real-world.ipynb @@ -18,8 +18,8 @@ "execution_count": 1, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:01.898039Z", - "start_time": "2022-11-11T17:42:01.862739Z" + "end_time": "2022-12-29T02:14:09.963763Z", + "start_time": "2022-12-29T02:14:09.932088Z" } }, "outputs": [ @@ -27,15 +27,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:42:01.887349-05:00\n", + "Last updated: 2022-12-28T21:14:09.953038-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -55,8 +55,8 @@ "execution_count": 2, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:03.956522Z", - "start_time": "2022-11-11T17:42:01.900629Z" + "end_time": "2022-12-29T02:14:12.103489Z", + "start_time": "2022-12-29T02:14:09.966739Z" } }, "outputs": [ @@ -66,15 +66,15 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "numpy : 1.23.4\n", - "pandas : 1.5.1\n", - "shapely : 1.8.5.post1\n", - "pulp : 2.7.0\n", + "matplotlib_scalebar: 0.8.1\n", + "matplotlib : 3.6.2\n", + "numpy : 1.23.5\n", "spopt : 0.4.1+200.g336f235.dirty\n", "json : 2.0.9\n", - "matplotlib : 3.6.2\n", - "matplotlib_scalebar: 0.8.1\n", - "geopandas : 0.12.1\n", + "pulp : 2.7.0\n", + "pandas : 1.5.2\n", + "geopandas : 0.12.2\n", + "shapely : 2.0.0\n", "\n" ] } @@ -118,8 +118,8 @@ "execution_count": 3, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:03.964732Z", - "start_time": "2022-11-11T17:42:03.961756Z" + "end_time": "2022-12-29T02:14:12.110702Z", + "start_time": "2022-12-29T02:14:12.108191Z" } }, "outputs": [], @@ -139,8 +139,8 @@ "execution_count": 4, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:03.989586Z", - "start_time": "2022-11-11T17:42:03.967149Z" + "end_time": "2022-12-29T02:14:12.142936Z", + "start_time": "2022-12-29T02:14:12.115342Z" } }, "outputs": [ @@ -295,8 +295,8 @@ "execution_count": 5, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.008269Z", - "start_time": "2022-11-11T17:42:03.992188Z" + "end_time": "2022-12-29T02:14:12.161113Z", + "start_time": "2022-12-29T02:14:12.145081Z" } }, "outputs": [ @@ -549,8 +549,8 @@ "execution_count": 6, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.020290Z", - "start_time": "2022-11-11T17:42:04.010472Z" + "end_time": "2022-12-29T02:14:12.173357Z", + "start_time": "2022-12-29T02:14:12.163599Z" } }, "outputs": [ @@ -741,8 +741,8 @@ "execution_count": 7, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.161436Z", - "start_time": "2022-11-11T17:42:04.022466Z" + "end_time": "2022-12-29T02:14:14.378543Z", + "start_time": "2022-12-29T02:14:12.174802Z" } }, "outputs": [ @@ -806,8 +806,8 @@ "execution_count": 8, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.280454Z", - "start_time": "2022-11-11T17:42:04.164162Z" + "end_time": "2022-12-29T02:14:14.504347Z", + "start_time": "2022-12-29T02:14:14.380976Z" } }, "outputs": [ @@ -846,8 +846,8 @@ "execution_count": 9, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.311508Z", - "start_time": "2022-11-11T17:42:04.283087Z" + "end_time": "2022-12-29T02:14:14.545369Z", + "start_time": "2022-12-29T02:14:14.507533Z" } }, "outputs": [ @@ -1208,8 +1208,8 @@ "execution_count": 10, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.318412Z", - "start_time": "2022-11-11T17:42:04.313859Z" + "end_time": "2022-12-29T02:14:14.557251Z", + "start_time": "2022-12-29T02:14:14.552729Z" } }, "outputs": [ @@ -1234,8 +1234,8 @@ "execution_count": 11, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.325915Z", - "start_time": "2022-11-11T17:42:04.321044Z" + "end_time": "2022-12-29T02:14:14.566862Z", + "start_time": "2022-12-29T02:14:14.560441Z" } }, "outputs": [ @@ -1268,8 +1268,8 @@ "execution_count": 12, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.335865Z", - "start_time": "2022-11-11T17:42:04.333081Z" + "end_time": "2022-12-29T02:14:14.573472Z", + "start_time": "2022-12-29T02:14:14.570384Z" } }, "outputs": [], @@ -1283,8 +1283,8 @@ "execution_count": 13, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.342219Z", - "start_time": "2022-11-11T17:42:04.338651Z" + "end_time": "2022-12-29T02:14:14.579790Z", + "start_time": "2022-12-29T02:14:14.576096Z" } }, "outputs": [], @@ -1299,8 +1299,8 @@ "execution_count": 14, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.356233Z", - "start_time": "2022-11-11T17:42:04.344832Z" + "end_time": "2022-12-29T02:14:14.593350Z", + "start_time": "2022-12-29T02:14:14.582266Z" } }, "outputs": [], @@ -1321,8 +1321,8 @@ "execution_count": 15, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.398505Z", - "start_time": "2022-11-11T17:42:04.358932Z" + "end_time": "2022-12-29T02:14:14.658625Z", + "start_time": "2022-12-29T02:14:14.595773Z" } }, "outputs": [], @@ -1346,8 +1346,8 @@ "execution_count": 16, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.404405Z", - "start_time": "2022-11-11T17:42:04.400950Z" + "end_time": "2022-12-29T02:14:14.664396Z", + "start_time": "2022-12-29T02:14:14.661084Z" } }, "outputs": [], @@ -1373,8 +1373,8 @@ "execution_count": 17, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.412877Z", - "start_time": "2022-11-11T17:42:04.406857Z" + "end_time": "2022-12-29T02:14:14.673079Z", + "start_time": "2022-12-29T02:14:14.667245Z" } }, "outputs": [ @@ -1432,8 +1432,8 @@ "execution_count": 18, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.431760Z", - "start_time": "2022-11-11T17:42:04.415544Z" + "end_time": "2022-12-29T02:14:14.690544Z", + "start_time": "2022-12-29T02:14:14.676676Z" } }, "outputs": [], @@ -1540,8 +1540,8 @@ "execution_count": 19, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.509004Z", - "start_time": "2022-11-11T17:42:04.434506Z" + "end_time": "2022-12-29T02:14:14.957763Z", + "start_time": "2022-12-29T02:14:14.693044Z" } }, "outputs": [ @@ -1576,8 +1576,8 @@ "execution_count": 20, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:04.517270Z", - "start_time": "2022-11-11T17:42:04.511733Z" + "end_time": "2022-12-29T02:14:14.966525Z", + "start_time": "2022-12-29T02:14:14.960893Z" } }, "outputs": [], @@ -1592,8 +1592,8 @@ "execution_count": 21, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:06.000427Z", - "start_time": "2022-11-11T17:42:04.519389Z" + "end_time": "2022-12-29T02:14:16.253528Z", + "start_time": "2022-12-29T02:14:14.968837Z" } }, "outputs": [ @@ -1631,8 +1631,8 @@ "execution_count": 22, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:06.076741Z", - "start_time": "2022-11-11T17:42:06.002946Z" + "end_time": "2022-12-29T02:14:16.334986Z", + "start_time": "2022-12-29T02:14:16.255818Z" } }, "outputs": [ @@ -1668,8 +1668,8 @@ "execution_count": 23, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:06.085904Z", - "start_time": "2022-11-11T17:42:06.080585Z" + "end_time": "2022-12-29T02:14:16.341798Z", + "start_time": "2022-12-29T02:14:16.337645Z" } }, "outputs": [ @@ -1693,8 +1693,8 @@ "execution_count": 24, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:07.042801Z", - "start_time": "2022-11-11T17:42:06.087568Z" + "end_time": "2022-12-29T02:14:17.290683Z", + "start_time": "2022-12-29T02:14:16.344131Z" } }, "outputs": [ @@ -1731,8 +1731,8 @@ "execution_count": 25, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:07.514947Z", - "start_time": "2022-11-11T17:42:07.045274Z" + "end_time": "2022-12-29T02:14:17.695245Z", + "start_time": "2022-12-29T02:14:17.293016Z" } }, "outputs": [ @@ -1766,8 +1766,8 @@ "execution_count": 26, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:07.524573Z", - "start_time": "2022-11-11T17:42:07.518040Z" + "end_time": "2022-12-29T02:14:17.704401Z", + "start_time": "2022-12-29T02:14:17.698996Z" } }, "outputs": [ @@ -1791,8 +1791,8 @@ "execution_count": 27, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:08.424504Z", - "start_time": "2022-11-11T17:42:07.527189Z" + "end_time": "2022-12-29T02:14:18.646805Z", + "start_time": "2022-12-29T02:14:17.706110Z" } }, "outputs": [ @@ -1831,8 +1831,8 @@ "execution_count": 28, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:35.860367Z", - "start_time": "2022-11-11T17:42:08.426834Z" + "end_time": "2022-12-29T02:14:43.379503Z", + "start_time": "2022-12-29T02:14:18.649360Z" } }, "outputs": [ @@ -1859,8 +1859,8 @@ "execution_count": 29, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:36.741627Z", - "start_time": "2022-11-11T17:42:35.863327Z" + "end_time": "2022-12-29T02:14:44.285617Z", + "start_time": "2022-12-29T02:14:43.383994Z" } }, "outputs": [ @@ -1898,8 +1898,8 @@ "execution_count": 30, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:41.062808Z", - "start_time": "2022-11-11T17:42:36.743115Z" + "end_time": "2022-12-29T02:14:49.007209Z", + "start_time": "2022-12-29T02:14:44.287665Z" } }, "outputs": [ @@ -1962,8 +1962,8 @@ "execution_count": 31, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:41.107484Z", - "start_time": "2022-11-11T17:42:41.065010Z" + "end_time": "2022-12-29T02:14:49.295569Z", + "start_time": "2022-12-29T02:14:49.009475Z" } }, "outputs": [ @@ -2015,8 +2015,8 @@ "execution_count": 32, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:41.164634Z", - "start_time": "2022-11-11T17:42:41.110455Z" + "end_time": "2022-12-29T02:14:49.358307Z", + "start_time": "2022-12-29T02:14:49.301229Z" } }, "outputs": [], @@ -2031,8 +2031,8 @@ "execution_count": 33, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:41.394146Z", - "start_time": "2022-11-11T17:42:41.167362Z" + "end_time": "2022-12-29T02:14:50.537293Z", + "start_time": "2022-12-29T02:14:49.361393Z" } }, "outputs": [ @@ -2072,32 +2072,32 @@ " \n", " GLPK_CMD\n", " 89.756098\n", - " 0.023845\n", + " 0.023404\n", " \n", " \n", " CPLEX_CMD\n", " 89.756098\n", - " 0.03597\n", + " 0.473019\n", " \n", " \n", " PULP_CBC_CMD\n", " 89.756098\n", - " 0.027156\n", + " 0.116056\n", " \n", " \n", " COIN_CMD\n", " 89.756098\n", - " 0.045637\n", + " 0.042326\n", " \n", " \n", " SCIP_CMD\n", " 89.756098\n", - " 0.039986\n", + " 0.336666\n", " \n", " \n", " HiGHS_CMD\n", " 89.756098\n", - " 0.028837\n", + " 0.15895\n", " \n", " \n", "\n", @@ -2105,12 +2105,12 @@ ], "text/plain": [ " Coverage % Solve Time (sec.)\n", - "GLPK_CMD 89.756098 0.023845\n", - "CPLEX_CMD 89.756098 0.03597\n", - "PULP_CBC_CMD 89.756098 0.027156\n", - "COIN_CMD 89.756098 0.045637\n", - "SCIP_CMD 89.756098 0.039986\n", - "HiGHS_CMD 89.756098 0.028837" + "GLPK_CMD 89.756098 0.023404\n", + "CPLEX_CMD 89.756098 0.473019\n", + "PULP_CBC_CMD 89.756098 0.116056\n", + "COIN_CMD 89.756098 0.042326\n", + "SCIP_CMD 89.756098 0.336666\n", + "HiGHS_CMD 89.756098 0.15895" ] }, "execution_count": 33, @@ -2146,8 +2146,8 @@ "execution_count": 34, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:41.478416Z", - "start_time": "2022-11-11T17:42:41.397681Z" + "end_time": "2022-12-29T02:14:50.667936Z", + "start_time": "2022-12-29T02:14:50.552551Z" } }, "outputs": [], @@ -2160,8 +2160,8 @@ "execution_count": 35, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:26.812159Z", - "start_time": "2022-11-11T17:42:41.481100Z" + "end_time": "2022-12-29T02:15:29.796572Z", + "start_time": "2022-12-29T02:14:50.670767Z" } }, "outputs": [ @@ -2194,32 +2194,32 @@ " \n", " GLPK_CMD\n", " 7403.06\n", - " 29.460566\n", + " 25.061818\n", " \n", " \n", " CPLEX_CMD\n", " 7403.063811\n", - " 0.896107\n", + " 0.731251\n", " \n", " \n", " PULP_CBC_CMD\n", " 7403.0638\n", - " 1.88402\n", + " 1.691772\n", " \n", " \n", " COIN_CMD\n", " 7403.0638\n", - " 2.06732\n", + " 2.043259\n", " \n", " \n", " SCIP_CMD\n", " 7403.063811\n", - " 7.70261\n", + " 6.977581\n", " \n", " \n", " HiGHS_CMD\n", " 7403.063811\n", - " 3.298141\n", + " 2.600874\n", " \n", " \n", "\n", @@ -2227,12 +2227,12 @@ ], "text/plain": [ " MinMax Solve Time (sec.)\n", - "GLPK_CMD 7403.06 29.460566\n", - "CPLEX_CMD 7403.063811 0.896107\n", - "PULP_CBC_CMD 7403.0638 1.88402\n", - "COIN_CMD 7403.0638 2.06732\n", - "SCIP_CMD 7403.063811 7.70261\n", - "HiGHS_CMD 7403.063811 3.298141" + "GLPK_CMD 7403.06 25.061818\n", + "CPLEX_CMD 7403.063811 0.731251\n", + "PULP_CBC_CMD 7403.0638 1.691772\n", + "COIN_CMD 7403.0638 2.043259\n", + "SCIP_CMD 7403.063811 6.977581\n", + "HiGHS_CMD 7403.063811 2.600874" ] }, "execution_count": 35, @@ -2284,7 +2284,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/lscp.ipynb b/notebooks/lscp.ipynb index 79d017c1..8ed14734 100644 --- a/notebooks/lscp.ipynb +++ b/notebooks/lscp.ipynb @@ -16,19 +16,23 @@ "\n", "**LSCP can be written as:**\n", "\n", - "$\\begin{array} \\displaystyle \\textbf{Minimize} & \\sum_{j=1}^{n}{Y_j} && (1) \\\\\n", - "\\displaystyle \\textbf{Subject to:} & \\sum_{j\\in N_i}{Y_j} \\geq 1 & \\forall i & (2) \\\\\n", - " & Y_j \\in {0,1} & \\forall j & (3) \\\\ \\end{array}$\n", + "$\\begin{array}\n", + "\\displaystyle \\textbf{Minimize} & \\displaystyle \\sum_{j \\in J}{Y_j} && (1) \\\\\n", + "\\displaystyle \\textbf{Subject to:} & \\displaystyle \\sum_{j \\in N_i}{Y_j} \\geq 1 & \\forall i \\in I & (2) \\\\\n", + " & Y_j \\in {0,1} & \\forall j \\in J & (3)\n", + "\\\\ \\end{array}$\n", " \n", - "$\\begin{array} \\displaystyle \\textbf{Where:}\\\\ & & \\displaystyle i & \\small = & \\textrm{index referencing nodes of the network as demand} \\\\\n", - "& & j & \\small = & \\textrm{index referencing nodes of the network as potential facility sites} \\\\\n", + "$\\begin{array}\n", + "\\displaystyle \\textbf{Where:}\\\\ & & \\displaystyle i & \\small = & \\textrm{index of demand points/areas/objects in set } I \\\\\n", + "& & j & \\small = & \\textrm{index of potential facility sites in set } J \\\\\n", "& & S & \\small = & \\textrm{maximal acceptable service distance or time standard} \\\\\n", "& & d_{ij} & \\small = & \\textrm{shortest distance or travel time between nodes } i \\textrm{ and } j \\\\\n", "& & N_i & \\small = & \\{j | d_{ij} < S\\} \\\\\n", "& & Y_j & \\small = & \\begin{cases} \n", " 1, \\text{if a facility is located at node } j\\\\\n", " 0, \\text{otherwise} \\\\\n", - " \\end{cases} \\end{array}$\n", + " \\end{cases}\n", + "\\end{array}$\n", " \n", "_The formulation above is adapted from Church and Murray (2018)._\n", "\n", @@ -44,8 +48,8 @@ "execution_count": 1, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:24.297144Z", - "start_time": "2022-11-11T17:27:24.250281Z" + "end_time": "2023-01-10T18:18:31.118751Z", + "start_time": "2023-01-10T18:18:31.075061Z" } }, "outputs": [ @@ -53,15 +57,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:27:24.283173-05:00\n", + "Last updated: 2023-01-10T13:18:31.106447-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -81,8 +85,8 @@ "execution_count": 2, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:26.569328Z", - "start_time": "2022-11-11T17:27:24.302696Z" + "end_time": "2023-01-10T18:18:40.413955Z", + "start_time": "2023-01-10T18:18:31.122539Z" } }, "outputs": [ @@ -93,13 +97,13 @@ "Watermark: 2.3.1\n", "\n", "spopt : 0.4.1+200.g336f235.dirty\n", - "json : 2.0.9\n", - "numpy : 1.23.4\n", - "spaghetti : 1.6.10\n", "matplotlib: 3.6.2\n", - "geopandas : 0.12.1\n", "pulp : 2.7.0\n", - "shapely : 1.8.5.post1\n", + "json : 2.0.9\n", + "numpy : 1.23.5\n", + "geopandas : 0.12.2\n", + "shapely : 2.0.0\n", + "spaghetti : 1.6.10\n", "\n" ] } @@ -118,6 +122,7 @@ "import warnings\n", "with warnings.catch_warnings():\n", " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/spaghetti#649\n", " import spaghetti\n", "\n", "%watermark -w\n", @@ -136,8 +141,8 @@ "execution_count": 3, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:26.577084Z", - "start_time": "2022-11-11T17:27:26.573153Z" + "end_time": "2023-01-10T18:18:40.422918Z", + "start_time": "2023-01-10T18:18:40.418096Z" } }, "outputs": [], @@ -173,13 +178,16 @@ "execution_count": 4, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:26.622676Z", - "start_time": "2022-11-11T17:27:26.581861Z" + "end_time": "2023-01-10T18:18:40.468693Z", + "start_time": "2023-01-10T18:18:40.427827Z" } }, "outputs": [], "source": [ - "lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", "ntw = spaghetti.Network(in_data=lattice)" ] }, @@ -195,8 +203,8 @@ "execution_count": 5, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:26.744756Z", - "start_time": "2022-11-11T17:27:26.624589Z" + "end_time": "2023-01-10T18:18:40.608062Z", + "start_time": "2023-01-10T18:18:40.471231Z" } }, "outputs": [], @@ -209,8 +217,8 @@ "execution_count": 6, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:26.787033Z", - "start_time": "2022-11-11T17:27:26.747443Z" + "end_time": "2023-01-10T18:18:40.647692Z", + "start_time": "2023-01-10T18:18:40.610108Z" } }, "outputs": [], @@ -234,8 +242,8 @@ "execution_count": 7, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:26.999091Z", - "start_time": "2022-11-11T17:27:26.789812Z" + "end_time": "2023-01-10T18:18:40.852852Z", + "start_time": "2023-01-10T18:18:40.649789Z" } }, "outputs": [ @@ -273,8 +281,8 @@ "execution_count": 8, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:27.025403Z", - "start_time": "2022-11-11T17:27:27.002263Z" + "end_time": "2023-01-10T18:18:40.873524Z", + "start_time": "2023-01-10T18:18:40.855548Z" } }, "outputs": [], @@ -299,8 +307,8 @@ "execution_count": 9, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:27.597141Z", - "start_time": "2022-11-11T17:27:27.028896Z" + "end_time": "2023-01-10T18:18:41.399720Z", + "start_time": "2023-01-10T18:18:40.876153Z" } }, "outputs": [ @@ -336,7 +344,7 @@ "source": [ "## Assign simulated points network locations\n", "\n", - "The simulated client and facility points do not ahere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", + "The simulated client and facility points do not adhere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", "\n", "In our first example we will consider distance along the 10x10 lattice network created above. Therefore, we must first snap the observation points to the network prior to calculating a cost matrix." ] @@ -346,17 +354,23 @@ "execution_count": 10, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:27.722558Z", - "start_time": "2022-11-11T17:27:27.604814Z" + "end_time": "2023-01-10T18:18:41.502150Z", + "start_time": "2023-01-10T18:18:41.407547Z" } }, "outputs": [], "source": [ - "ntw.snapobservations(client_points, \"clients\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(client_points, \"clients\", attribute=True)\n", "clients_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"clients\", snapped=True)\n", "clients_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)\n", "\n", - "ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", "facilities_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"facilities\", snapped=True)\n", "facilities_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)" ] @@ -373,8 +387,8 @@ "execution_count": 11, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.149815Z", - "start_time": "2022-11-11T17:27:27.725887Z" + "end_time": "2023-01-10T18:18:41.893793Z", + "start_time": "2023-01-10T18:18:41.504074Z" } }, "outputs": [ @@ -417,8 +431,8 @@ "execution_count": 12, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.225131Z", - "start_time": "2022-11-11T17:27:28.155082Z" + "end_time": "2023-01-10T18:18:41.959638Z", + "start_time": "2023-01-10T18:18:41.896436Z" } }, "outputs": [ @@ -453,8 +467,8 @@ "execution_count": 13, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.234303Z", - "start_time": "2022-11-11T17:27:28.228185Z" + "end_time": "2023-01-10T18:18:41.968395Z", + "start_time": "2023-01-10T18:18:41.961824Z" } }, "outputs": [ @@ -487,8 +501,8 @@ "execution_count": 14, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.243816Z", - "start_time": "2022-11-11T17:27:28.237362Z" + "end_time": "2023-01-10T18:18:41.976874Z", + "start_time": "2023-01-10T18:18:41.971146Z" } }, "outputs": [ @@ -528,8 +542,8 @@ "execution_count": 15, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.275296Z", - "start_time": "2022-11-11T17:27:28.247086Z" + "end_time": "2023-01-10T18:18:41.998418Z", + "start_time": "2023-01-10T18:18:41.979967Z" } }, "outputs": [], @@ -551,15 +565,15 @@ "execution_count": 16, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.334618Z", - "start_time": "2022-11-11T17:27:28.277878Z" + "end_time": "2023-01-10T18:18:42.602983Z", + "start_time": "2023-01-10T18:18:42.000886Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 16, @@ -584,8 +598,8 @@ "execution_count": 17, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.360443Z", - "start_time": "2022-11-11T17:27:28.338975Z" + "end_time": "2023-01-10T18:18:42.622186Z", + "start_time": "2023-01-10T18:18:42.606165Z" } }, "outputs": [ @@ -711,8 +725,8 @@ "execution_count": 18, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.397477Z", - "start_time": "2022-11-11T17:27:28.364243Z" + "end_time": "2023-01-10T18:18:42.650608Z", + "start_time": "2023-01-10T18:18:42.625163Z" } }, "outputs": [], @@ -734,15 +748,15 @@ "execution_count": 19, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.454718Z", - "start_time": "2022-11-11T17:27:28.400666Z" + "end_time": "2023-01-10T18:18:42.697648Z", + "start_time": "2023-01-10T18:18:42.653657Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 19, @@ -767,8 +781,8 @@ "execution_count": 20, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.476894Z", - "start_time": "2022-11-11T17:27:28.459317Z" + "end_time": "2023-01-10T18:18:42.712228Z", + "start_time": "2023-01-10T18:18:42.700744Z" } }, "outputs": [ @@ -894,8 +908,8 @@ "execution_count": 21, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.511933Z", - "start_time": "2022-11-11T17:27:28.480337Z" + "end_time": "2023-01-10T18:18:42.734136Z", + "start_time": "2023-01-10T18:18:42.714668Z" } }, "outputs": [], @@ -917,15 +931,15 @@ "execution_count": 22, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.581832Z", - "start_time": "2022-11-11T17:27:28.517294Z" + "end_time": "2023-01-10T18:18:42.786764Z", + "start_time": "2023-01-10T18:18:42.736567Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 22, @@ -952,8 +966,8 @@ "execution_count": 23, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.595392Z", - "start_time": "2022-11-11T17:27:28.586580Z" + "end_time": "2023-01-10T18:18:42.796214Z", + "start_time": "2023-01-10T18:18:42.790086Z" } }, "outputs": [ @@ -1011,8 +1025,8 @@ "execution_count": 24, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.615758Z", - "start_time": "2022-11-11T17:27:28.599121Z" + "end_time": "2023-01-10T18:18:42.905596Z", + "start_time": "2023-01-10T18:18:42.799414Z" } }, "outputs": [], @@ -1116,8 +1130,8 @@ "execution_count": 25, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:29.429767Z", - "start_time": "2022-11-11T17:27:28.619979Z" + "end_time": "2023-01-10T18:18:43.547152Z", + "start_time": "2023-01-10T18:18:42.908694Z" }, "scrolled": false }, @@ -1159,8 +1173,8 @@ "execution_count": 26, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:29.868579Z", - "start_time": "2022-11-11T17:27:29.431966Z" + "end_time": "2023-01-10T18:18:43.966385Z", + "start_time": "2023-01-10T18:18:43.549828Z" } }, "outputs": [ @@ -1207,8 +1221,8 @@ "execution_count": 27, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:30.518018Z", - "start_time": "2022-11-11T17:27:29.871613Z" + "end_time": "2023-01-10T18:18:44.621061Z", + "start_time": "2023-01-10T18:18:43.969485Z" } }, "outputs": [ @@ -1251,8 +1265,8 @@ "execution_count": 28, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.160541Z", - "start_time": "2022-11-11T17:27:30.525475Z" + "end_time": "2023-01-10T18:18:46.001771Z", + "start_time": "2023-01-10T18:18:44.628118Z" } }, "outputs": [ @@ -1311,7 +1325,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/lscp_capacity.ipynb b/notebooks/lscp_capacity.ipynb index 0acbea69..b51206f9 100644 --- a/notebooks/lscp_capacity.ipynb +++ b/notebooks/lscp_capacity.ipynb @@ -8,87 +8,88 @@ } }, "source": [ - "# Capacitated Location Set Covering Problem (System Optimal) (CLSCP-SO)\n", + "# Capacitated Location Set Covering Problem–System Optimal (CLSCP-SO)\n", "\n", "*Authors:* [Erin Olson](https://github.com/erinrolson), [Germano Barcelos](https://github.com/gegen07), [James Gaboardi](https://github.com/jGaboardi), [Levi J. Wolf](https://github.com/ljwolf), [Qunshan Zhao](https://github.com/qszhao)\n", "\n", - "Capacitated Location Set Covering (System Optimal) builds off of the [LSCP](https://pysal.org/spopt/notebooks/lscp.html), but allows for the assignment of a facility's capacity and the amount of demand at a demand point to be used in the siting of facilities. CLSCP can be described as follows:\n", + "The Capacitated Location Set Covering – System Optimal (CLSCP-SO) model builds off of the [LSCP](https://pysal.org/spopt/notebooks/lscp.html), but allows for the assignment of a facility's capacity and the amount of demand at a demand point to be used in the siting of facilities. CLSCP-SO can be described as follows:\n", "\n", - "_Locate just enough facilities and associated capacity such that all demand is served within the capacity limits of each facility, given the coverage capabilities of each facility._ Church L., Murray, A. (2018)\n", + "\"_Locate just enough facilities and associated capacity such that all demand is served within the capacity limits of each facility, given the coverage capabilities of each facility._\" Church L. & Murray, A. (2018)\n", "\n", "**CLSCP-SO can be written as:**\n", "\n", - "\\begin{equation*}\n", - "\\textbf{Minimize }\\sum_{j \\in J} x_j\n", - "\\end{equation*}\n", + "$\\begin{array}\n", + "\\displaystyle \\textbf{Minimize} & \\displaystyle \\sum_{j \\in J}{Y_j} && (1) \\\\\n", + "\\displaystyle \\textbf{Subject to:} & \\displaystyle \\sum_{j \\in N_i}{z_{ij}} = 1 & \\forall i \\in I & (2) \\\\\n", + " & \\displaystyle \\sum_{i \\in I} a_i z_{ij} \\leq C_jx_j & \\forall j \\in J & (3) \\\\\n", + " & Y_j \\in {0,1} & \\forall j \\in J & (4) \\\\\n", + " & z_{ij} \\geq 0 & \\forall i \\in I \\quad \\forall j \\in N_i & (5) \\\\\n", + "\\end{array}$\n", "\n", - "_Subject to:_\n", - "\\begin{equation*}\n", - "\\sum_{j\\in N_i} z_{ij} = 1 \\quad \\forall i \\in I\n", - "\\end{equation*}\n", + "$\\begin{array}\n", + "\\displaystyle \\textbf{Where:}\\\\ & & \\displaystyle i & \\small = & \\textrm{index of demand points/areas/objects in set } I \\\\\n", + "& & j & \\small = & \\textrm{index of potential facility sites in set } J \\\\\n", + "& & S & \\small = & \\textrm{maximal acceptable service distance or time standard} \\\\\n", + "& & d_{ij} & \\small = & \\textrm{shortest distance or travel time between nodes } i \\textrm{ and } j \\\\\n", + "& & N_i & \\small = & \\{j | d_{ij} < S\\} \\\\\n", + "& & a_i & \\small = & \\textrm{amount of demand at } i \\\\\n", + "& & C_j & \\small = & \\textrm{capacity of potential facility } j \\\\\n", + "& & z_{ij} & \\small = & \\textrm{fraction of demand } i \\textrm{ that is assigned to facility } j \\\\\n", + "& & Y_j & \\small = & \\begin{cases} \n", + " 1, \\text{if a facility is located at node } j\\\\\n", + " 0, \\text{otherwise} \\\\\n", + " \\end{cases}\n", + "\\end{array}$\n", "\n", - "\\begin{equation*}\n", - "\\sum_{i\\in I} a_i z_{ij} \\leq C_jx_j \\quad \\forall j \\in J\n", - "\\end{equation*}\n", + "_The formulation above is adapted from Church and Murray (2018)._\n", "\n", - "\\begin{equation*}\n", - "x_j \\in \\{0,1\\} \\quad \\forall j \\in J\n", - "\\end{equation*}\n", + "--------------------\n", "\n", - "\\begin{equation*}\n", - "z_{ij} \\geq 0 \\quad \\forall i \\in I, j \\in N_i\n", - "\\end{equation*}\n", + "This tutorial solves the CLSCP-SO by generating synthetic demand (clients) and facility sites near a 10x10 lattice representing a gridded urban core, and is broken out as follows:\n", "\n", - "_Where:_\n", - "\n", - "\\begin{array}{lclll}\n", - "& & i & \\small = & \\textrm{index of demand points/areas/objects (entire set denoted} \\quad I \\textrm{ )}\\\\\n", - "& & j & \\small = & \\textrm{index of potential facility sites (entire set denoted} \\quad J \\textrm{ )} \\\\\n", - "& & S & \\small = & \\textrm{desired maximal service standard (travel distance or time)} \\\\\n", - "& & d_{ij} & \\small = & \\textrm{shortest distance or travel time between demand} \\quad i \\quad \\textrm{and potential facility} \\quad j \\\\\n", - "& & N_i & \\small = & \\{j | d_{ij} \\leq S\\} \\\\\n", - "& & \\Psi_j & \\small = & \\{i | d_{ij} \\leq S\\} \\\\\n", - "& & p & \\small = & \\textrm{number of facilities to be located} \\\\\n", - "& & a_i & \\small = & \\textrm{amount of demand at} \\quad i \\\\\n", - "& & C_j & \\small = & \\textrm{capacity of potential facility} \\quad j \\\\\n", - "& & Z_{ij} & \\small = & \\textrm{fraction of demand} \\quad i \\quad \\textrm{that is assigned to facility} \\quad j \\\\\n", - "& & x_j & \\small = & \\begin{cases} \n", - " 1, \\quad \\text{if a facility is located at} \\quad j\\\\\n", - " 0, \\quad \\text{otherwise} \\\\\n", - " \\end{cases} \\end{array}\n", - " \n", - "_The excerpt above was quoted from Church L., Murray, A. (2018)_\n", - "\n", - "This tutorial solves CLSCP-SO using `spopt.locate.coverage.LSCP` instance that depends on a array 2D representing the costs between facilities candidate sites and demand points. For that it uses a lattice 10x10 with simulated points to calculate the costs. A numpy array representing facility capacities as well as demand quantities is also required." + "1. Data and setup\n", + "2. Demonstrating the CLSCP-SO with 2 facilities and 5 five client sites\n", + " * Six scenarios are detailed in which facility capacity is swapped between sites\n", + "3. Comparing solutions to covering problems with a single pre-defined facility\n", + " * CLSCP-SO\n", + " * standard LSCP" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:24.486156Z", - "start_time": "2022-12-18T02:55:21.489766Z" + "end_time": "2023-01-10T18:19:53.041361Z", + "start_time": "2023-01-10T18:19:53.007862Z" } }, - "outputs": [], - "source": [ - "from spopt.locate.coverage import LSCP\n", - "from spopt.locate.util import simulated_geo_points\n", - "\n", - "import numpy\n", - "import geopandas\n", - "import pulp\n", - "import spaghetti\n", - "from shapely.geometry import Point\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Last updated: 2023-01-10T13:19:53.030211-05:00\n", + "\n", + "Python implementation: CPython\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", + "\n", + "Compiler : Clang 14.0.6 \n", + "OS : Darwin\n", + "Release : 22.2.0\n", + "Machine : x86_64\n", + "Processor : i386\n", + "CPU cores : 8\n", + "Architecture: 64bit\n", + "\n" + ] + } + ], "source": [ - "Since the model needs a distance cost matrix we should define some variables. In the comments, it's defined what these variables are for but solver. The solver, assigned below as `pulp.PULP_CBC_CMD`, is an interface to optimization solver developed by [COIN-OR](https://github.com/coin-or/Cbc). If you want to use another optimization interface as Gurobi or CPLEX see this [guide](https://coin-or.github.io/pulp/guides/how_to_configure_solvers.html) that explains how to achieve this." + "%config InlineBackend.figure_format = \"retina\"\n", + "%load_ext watermark\n", + "%watermark" ] }, { @@ -96,36 +97,61 @@ "execution_count": 2, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:27.988078Z", - "start_time": "2022-12-18T02:55:27.982122Z" + "end_time": "2023-01-10T18:19:55.712024Z", + "start_time": "2023-01-10T18:19:53.045515Z" } }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Watermark: 2.3.1\n", + "\n", + "spaghetti : 1.6.10\n", + "numpy : 1.23.5\n", + "geopandas : 0.12.2\n", + "json : 2.0.9\n", + "shapely : 2.0.0\n", + "spopt : 0.4.1+200.g336f235.dirty\n", + "pulp : 2.7.0\n", + "matplotlib: 3.6.2\n", + "pandas : 1.5.2\n", + "\n" + ] + } + ], "source": [ - "CLIENT_COUNT = 5 # quantity demand points\n", - "FACILITY_COUNT = 2 # quantity supply points\n", - "\n", - "SERVICE_RADIUS = 8 # maximum service radius in meters\n", + "import geopandas\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib.patches import Patch\n", + "import matplotlib.lines as mlines\n", + "import numpy\n", + "import pandas\n", + "import pulp\n", + "import shapely\n", + "import spopt\n", + "from spopt.locate import LSCP, LSCPB, MCLP, simulated_geo_points\n", "\n", - "# Random seeds for reproducibility\n", - "CLIENT_SEED = 5 \n", - "FACILITY_SEED = 6 \n", + "import warnings\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/spaghetti#649\n", + " import spaghetti\n", "\n", - "solver = pulp.PULP_CBC_CMD(msg=False, warmStart=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Lattice 10x10" + "%watermark -w\n", + "%watermark -iv" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Create lattice 10x10 with 9 vertical lines in interior." + "----------------------\n", + "\n", + "## 1. Data and setup\n", + "\n", + "Since the model needs a distance cost matrix we should define some variables. In the comments, it's defined what these variables are for but solver. The solver, assigned below as `pulp.PULP_CBC_CMD`, is an interface to optimization solver developed by [COIN-OR](https://github.com/coin-or/Cbc). If you want to use another optimization interface as Gurobi or CPLEX see this [guide](https://coin-or.github.io/pulp/guides/how_to_configure_solvers.html) that explains how to achieve this." ] }, { @@ -133,21 +159,36 @@ "execution_count": 3, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:31.140230Z", - "start_time": "2022-12-18T02:55:31.093987Z" + "end_time": "2023-01-10T18:19:55.720970Z", + "start_time": "2023-01-10T18:19:55.716334Z" } }, "outputs": [], "source": [ - "lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", - "ntw = spaghetti.Network(in_data=lattice)" + "# quantity demand points\n", + "CLIENT_COUNT = 5\n", + "\n", + "# quantity supply points\n", + "FACILITY_COUNT = 2\n", + "\n", + "# maximum service radius (in distance units)\n", + "SERVICE_RADIUS = 15\n", + "\n", + "# random seeds for reproducibility\n", + "CLIENT_SEED = 5\n", + "FACILITY_SEED = 6\n", + "\n", + "# set the solver\n", + "solver = pulp.COIN_CMD(msg=False, warmStart=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Transform spaghetti instance into geodataframe." + "### Lattice 10x10\n", + "\n", + "Create a 10x10 lattice with 9 interior lines, both vertical and horizontal." ] }, { @@ -155,26 +196,24 @@ "execution_count": 4, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:32.264839Z", - "start_time": "2022-12-18T02:55:32.116236Z" + "end_time": "2023-01-10T18:19:55.765767Z", + "start_time": "2023-01-10T18:19:55.723673Z" } }, "outputs": [], "source": [ - "street = spaghetti.element_as_gdf(ntw, arcs=True)\n", - "\n", - "street_buffered = geopandas.GeoDataFrame(\n", - " geopandas.GeoSeries(street[\"geometry\"].buffer(0.2).unary_union),\n", - " crs=street.crs,\n", - " columns=[\"geometry\"],\n", - ")" + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", + "ntw = spaghetti.Network(in_data=lattice)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Plotting the network created by spaghetti we can verify that it seems a district with quarters and streets." + "Transform the `spaghetti` instance into a geodataframe." ] }, { @@ -182,49 +221,13 @@ "execution_count": 5, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:33.542983Z", - "start_time": "2022-12-18T02:55:33.357902Z" + "end_time": "2023-01-10T18:19:55.903447Z", + "start_time": "2023-01-10T18:19:55.768948Z" } }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "image/png": { - "height": 413, - "width": 416 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "street.plot()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, + "outputs": [], "source": [ - "## Simulate points in a network\n", - "\n", - "The function `simulated_geo_points` simulates points inside a network. In this case, it uses a lattice network 10x10 created by using spaghetti package. \n", - "Below we use the function defined above and simulate the points inside lattice bounds." + "streets = spaghetti.element_as_gdf(ntw, arcs=True)" ] }, { @@ -232,15 +235,16 @@ "execution_count": 6, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:34.362750Z", - "start_time": "2022-12-18T02:55:34.340875Z" + "end_time": "2023-01-10T18:19:55.941977Z", + "start_time": "2023-01-10T18:19:55.906449Z" } }, "outputs": [], "source": [ - "client_points = simulated_geo_points(street_buffered, needed=CLIENT_COUNT, seed=CLIENT_SEED)\n", - "facility_points = simulated_geo_points(\n", - " street_buffered, needed=FACILITY_COUNT, seed=FACILITY_SEED\n", + "streets_buffered = geopandas.GeoDataFrame(\n", + " geopandas.GeoSeries(streets[\"geometry\"].buffer(0.2).unary_union),\n", + " crs=streets.crs,\n", + " columns=[\"geometry\"],\n", ")" ] }, @@ -248,7 +252,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Plotting the 5 client and 2 facility points we can see that the function generates dummy points to an area of 10x10 which is the area created by our lattice created on previous cells." + "Plotting the network created by `spaghetti` we can verify that it mimics a district with quarters and streets." ] }, { @@ -256,64 +260,38 @@ "execution_count": 7, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:35.807224Z", - "start_time": "2022-12-18T02:55:35.373671Z" + "end_time": "2023-01-10T18:19:56.137766Z", + "start_time": "2023-01-10T18:19:55.945844Z" } }, "outputs": [ { "data": { + "image/png": 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"text/plain": [ - "" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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" ] }, "metadata": { "image/png": { - "height": 505, - "width": 790 + "height": 413, + "width": 416 } }, "output_type": "display_data" } ], "source": [ - "fig, ax = plt.subplots(figsize=(6, 6))\n", - "street.plot(ax=ax, alpha=0.8, zorder=1, label='streets')\n", - "facility_points.plot(ax=ax, color='red', zorder=2, label='facility candidate sites ($n$=2)')\n", - "client_points.plot(ax=ax, color='black', label='clients points ($n$=5)')\n", - "plt.legend(loc='upper left', bbox_to_anchor=(1.05, 1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Transform simulated points to real points" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To use cost matrix or geodataframes we have to pay attention in some details. The client and facility points simulated don't belong to network, so if we calculate the distances now we are supposed to receive a wrong result. Before calculating distances we snap points to the networok and then calculate the distances." + "streets.plot();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Below we snap points that is not spatially belong to network and create new real points geodataframes" + "### Simulate points in a network\n", + "\n", + "The `simulated_geo_points` function simulates points near a network. In this case, it uses the 10x10 lattice network created using the `spaghetti` package. Below we use the function defined above and simulate the points near the lattice edges." ] }, { @@ -321,29 +299,25 @@ "execution_count": 8, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:37.062078Z", - "start_time": "2022-12-18T02:55:37.014584Z" + "end_time": "2023-01-10T18:19:56.160565Z", + "start_time": "2023-01-10T18:19:56.144139Z" } }, "outputs": [], "source": [ - "ntw.snapobservations(client_points, \"clients\", attribute=True)\n", - "clients_snapped = spaghetti.element_as_gdf(\n", - " ntw, pp_name=\"clients\", snapped=True\n", + "client_points = simulated_geo_points(\n", + " streets_buffered, needed=CLIENT_COUNT, seed=CLIENT_SEED\n", ")\n", - "\n", - "ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", - "facilities_snapped = spaghetti.element_as_gdf(\n", - " ntw, pp_name=\"facilities\", snapped=True\n", - ")\n" + "facility_points = simulated_geo_points(\n", + " streets_buffered, needed=FACILITY_COUNT, seed=FACILITY_SEED\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Now the plot seems more organized as the points belong to network. \n", - "The network created is plotted below with facility points and clients points:" + "Plotting the 5 client and 2 facility points we can see that the function generates dummy points to an area of 10x10, which is the area created by our lattice created on previous cells." ] }, { @@ -351,24 +325,14 @@ "execution_count": 9, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:38.543995Z", - "start_time": "2022-12-18T02:55:38.208958Z" + "end_time": "2023-01-10T18:19:56.642527Z", + "start_time": "2023-01-10T18:19:56.164585Z" } }, "outputs": [ { "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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" ] @@ -384,24 +348,23 @@ ], "source": [ "fig, ax = plt.subplots(figsize=(6, 6))\n", - "street.plot(ax=ax, alpha=0.8, zorder=1, label='streets')\n", - "facilities_snapped.plot(ax=ax, color='red', zorder=2, label='facility candidate sites ($n$=2)')\n", - "clients_snapped.plot(ax=ax, color='black', label='clients points ($n$=5)')\n", - "plt.legend(loc='upper left', bbox_to_anchor=(1.05, 1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Calculating the cost matrix " + "streets.plot(ax=ax, alpha=0.8, zorder=1, label=\"streets\")\n", + "facility_points.plot(\n", + " ax=ax, color=\"red\", zorder=2, label=f\"facility candidate sites ($n$={FACILITY_COUNT})\"\n", + ")\n", + "client_points.plot(ax=ax, color=\"black\", label=f\"clients sites ($n$={CLIENT_COUNT})\")\n", + "plt.legend(loc=\"upper left\", bbox_to_anchor=(1.05, 1));" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Calculate distance between clients and facilities." + "### Assign simulated points network locations\n", + "\n", + "The simulated client and facility points do not adhere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", + "\n", + "In our first example we will consider distance along the 10x10 lattice network created above. Therefore, we must first snap the observation points to the network prior to calculating a cost matrix." ] }, { @@ -409,23 +372,32 @@ "execution_count": 10, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:40.302826Z", - "start_time": "2022-12-18T02:55:40.248778Z" + "end_time": "2023-01-10T18:19:56.696496Z", + "start_time": "2023-01-10T18:19:56.645242Z" } }, "outputs": [], "source": [ - "cost_matrix = ntw.allneighbordistances(\n", - " sourcepattern=ntw.pointpatterns[\"clients\"],\n", - " destpattern=ntw.pointpatterns[\"facilities\"],\n", - ")" + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(client_points, \"clients\", attribute=True)\n", + "clients_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"clients\", snapped=True)\n", + "clients_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)\n", + "\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", + "facilities_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"facilities\", snapped=True)\n", + "facilities_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "The expected result here is a Dijkstra distance between clients and facilities points, so we our case an array 2D 5x2." + "Now the plot seems more organized as the points occupy network space. The network is plotted below with the network locations of the facility points and clients points." ] }, { @@ -433,35 +405,43 @@ "execution_count": 11, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:40.959187Z", - "start_time": "2022-12-18T02:55:40.949551Z" + "end_time": "2023-01-10T18:19:57.031388Z", + "start_time": "2023-01-10T18:19:56.699040Z" } }, "outputs": [ { "data": { + "image/png": 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"text/plain": [ - "array([[12.60302601, 3.93598651],\n", - " [13.10096347, 4.43392397],\n", - " [ 6.9095462 , 4.2425067 ],\n", - " [ 2.98196832, 7.84581224],\n", - " [ 7.5002892 , 6.32806975]])" + "
" ] }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" + "metadata": { + "image/png": { + "height": 505, + "width": 790 + } + }, + "output_type": "display_data" } ], "source": [ - "cost_matrix" + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "streets.plot(ax=ax, alpha=0.8, zorder=1, label=\"streets\")\n", + "facilities_snapped.plot(\n", + " ax=ax, color=\"red\", zorder=2, label=f\"facility candidate sites ($n$={FACILITY_COUNT})\"\n", + ")\n", + "clients_snapped.plot(ax=ax, color=\"black\", label=f\"clients sites ($n$={CLIENT_COUNT})\")\n", + "plt.legend(loc=\"upper left\", bbox_to_anchor=(1.05, 1));" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "By manipulating the facility capacity array we can demonstrate how capacity is accounted for and generate different results. We'll do this using three different \"scenarios\" where the two sites have different capacities. In the first case, the first supply facility has a smaller capacity to service demand points. In the second case, the *second* supply has a smaller capacity. Finally, we provide a case where both sites have the same capacity. " + "### Calculating the (network distance) cost matrix\n", + "Calculate the network distance between clients and facilities." ] }, { @@ -469,15 +449,15 @@ "execution_count": 12, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:41.915328Z", - "start_time": "2022-12-18T02:55:41.906724Z" + "end_time": "2023-01-10T18:19:57.104495Z", + "start_time": "2023-01-10T18:19:57.033703Z" } }, "outputs": [ { "data": { "text/plain": [ - "(array([ 5, 15]), array([15, 5]), array([8, 8]))" + "(5, 2)" ] }, "execution_count": 12, @@ -486,17 +466,18 @@ } ], "source": [ - "facility_capacity = numpy.array([5, 15])\n", - "facility_capacity_switched = numpy.array([15, 5])\n", - "facility_capacity_even = numpy.array([8, 8])\n", - "facility_capacity, facility_capacity_switched, facility_capacity_even" + "cost_matrix = ntw.allneighbordistances(\n", + " sourcepattern=ntw.pointpatterns[\"clients\"],\n", + " destpattern=ntw.pointpatterns[\"facilities\"],\n", + ")\n", + "cost_matrix.shape" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "The sum of demand quantity is 15, so the problem should be feasible in all cases. We know this because the \"capacity\" of the system is always greater than the demand in the system. " + "The expected result here is a network distance between clients and facilities points, in our case a 2D 5x2 array." ] }, { @@ -504,15 +485,19 @@ "execution_count": 13, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:42.872241Z", - "start_time": "2022-12-18T02:55:42.863571Z" + "end_time": "2023-01-10T18:19:57.112475Z", + "start_time": "2023-01-10T18:19:57.107265Z" } }, "outputs": [ { "data": { "text/plain": [ - "array([1, 2, 3, 4, 5])" + "array([[12.60302601, 3.93598651],\n", + " [13.10096347, 4.43392397],\n", + " [ 6.9095462 , 4.2425067 ],\n", + " [ 2.98196832, 7.84581224],\n", + " [ 7.5002892 , 6.32806975]])" ] }, "execution_count": 13, @@ -521,15 +506,20 @@ } ], "source": [ - "demand_quantity = numpy.arange(1, 6)\n", - "demand_quantity" + "cost_matrix" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "With ``LSCP.from_cost_matrix`` we model CLSC problem to cover all demand points with $p$ facility points within `max_coverage` meters as service radius using cost matrix calculated previously." + "----------------------\n", + "\n", + "## 2. Demonstrating CLSCP-SO behavior\n", + "\n", + "### Generating synthetic client demand and facility capacity\n", + "\n", + "First create synthetic demand total 15 units." ] }, { @@ -537,70 +527,8 @@ "execution_count": 14, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:43.940805Z", - "start_time": "2022-12-18T02:55:43.851957Z" - } - }, - "outputs": [], - "source": [ - "lscp_from_cost_matrix = LSCP.from_cost_matrix(\n", - " cost_matrix, SERVICE_RADIUS, facility_capacity_arr=facility_capacity, demand_quantity_arr=demand_quantity)\n", - "lscp_from_cost_matrix = lscp_from_cost_matrix.solve(solver)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "ExecuteTime": { - "end_time": "2022-12-18T02:55:44.361975Z", - "start_time": "2022-12-18T02:55:44.338378Z" - } - }, - "outputs": [], - "source": [ - "lscp_from_cost_matrix_switched = LSCP.from_cost_matrix(\n", - " cost_matrix, SERVICE_RADIUS, facility_capacity_arr=facility_capacity_switched, demand_quantity_arr=demand_quantity)\n", - "lscp_from_cost_matrix_switched = lscp_from_cost_matrix_switched.solve(solver)" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "ExecuteTime": { - "end_time": "2022-12-18T02:55:44.783158Z", - "start_time": "2022-12-18T02:55:44.750367Z" - } - }, - "outputs": [], - "source": [ - "lscp_from_cost_matrix_even = LSCP.from_cost_matrix(\n", - " cost_matrix, SERVICE_RADIUS, facility_capacity_arr=facility_capacity_even, demand_quantity_arr=demand_quantity)\n", - "lscp_from_cost_matrix_even = lscp_from_cost_matrix_even.solve(solver)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Using GeoDataFrame" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Assigning predefined location using a geodataframe column" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": { - "ExecuteTime": { - "end_time": "2022-12-18T02:55:46.410083Z", - "start_time": "2022-12-18T02:55:46.390896Z" + "end_time": "2023-01-10T18:19:57.124623Z", + "start_time": "2023-01-10T18:19:57.115202Z" } }, "outputs": [ @@ -625,54 +553,82 @@ " \n", " \n", " \n", - " id\n", " geometry\n", - " comp_label\n", - " predefined_loc\n", + " demand\n", " \n", " \n", " \n", " \n", " 0\n", - " 0\n", - " POINT (9.00000 3.25259)\n", - " 0\n", - " 0\n", + " POINT (2.10873 8.85562)\n", + " 1\n", " \n", " \n", " 1\n", - " 1\n", - " POINT (0.91963 6.00000)\n", - " 0\n", - " 1\n", + " POINT (1.94988 9.35355)\n", + " 2\n", + " \n", + " \n", + " 2\n", + " POINT (4.87948 6.16214)\n", + " 3\n", + " \n", + " \n", + " 3\n", + " POINT (7.76544 5.19155)\n", + " 4\n", + " \n", + " \n", + " 4\n", + " POINT (2.88673 1.75230)\n", + " 5\n", " \n", " \n", "\n", "" ], "text/plain": [ - " id geometry comp_label predefined_loc\n", - "0 0 POINT (9.00000 3.25259) 0 0\n", - "1 1 POINT (0.91963 6.00000) 0 1" + " geometry demand\n", + "0 POINT (2.10873 8.85562) 1\n", + "1 POINT (1.94988 9.35355) 2\n", + "2 POINT (4.87948 6.16214) 3\n", + "3 POINT (7.76544 5.19155) 4\n", + "4 POINT (2.88673 1.75230) 5" ] }, - "execution_count": 17, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "facilities_snapped['predefined_loc'] = numpy.array([0, 1])\n", - "facilities_snapped" + "client_points[\"demand\"] = numpy.arange(1, 6)\n", + "client_points" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "By manipulating client demand and facility capacity we can demonstrate how capacity is accounted for and generates different results. We'll do this using 6 different scenarios while adjusting the capacities at the two sites.\n", + "\n", + "1. $1 \\gg 2 \\quad [15, 5]$: Facility 1 has much more capacity than Facility 2. Only Facility 1 provides a feasible solution.\n", + "2. $1 \\ll 2 \\quad [5, 15]$: Facility 1 has much less capacity than Facility 2. Only Facility 2 provides a feasible solution.\n", + "3. $1 \\gtrapprox 2 \\quad [8, 7]$: Facility 1 and Facility 2 have nearly equal capacity, but Facility 1 is slightly larger. Neither facility can serve all demand alone.\n", + "4. $1 \\equiv 2 \\quad [15, 15]$: Facility 1 and Facility 2 have equivalent capacity. Either facility can serve all demand.\n", + "5. $1 \\gtrapprox 2 \\quad [16, 15]$: Facility 1 and Facility 2 have nearly equal capacity, but Facility 1 is slightly larger. Either facility can serve all demand.\n", + "6. $1 \\lessapprox 2 \\quad [15, 16]$: Facility 1 and Facility 2 have nearly equal capacity, but Facility 2 is slightly larger. Either facility can serve all demand.\n", + "\n", + "Since the sum of demand quantity is 15, the problem will be feasible in all cases. We know this because the capacity of the system must always be greater than the demand. " ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 15, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:47.126011Z", - "start_time": "2022-12-18T02:55:47.112713Z" + "end_time": "2023-01-10T18:19:57.138015Z", + "start_time": "2023-01-10T18:19:57.126446Z" } }, "outputs": [ @@ -697,57 +653,139 @@ " \n", " \n", " \n", - " id\n", " geometry\n", - " comp_label\n", - " predefined_loc\n", - " capacity\n", + " cap_1\n", + " cap_2\n", + " cap_3\n", + " cap_4\n", + " cap_5\n", + " cap_6\n", " \n", " \n", " \n", " \n", " 0\n", - " 0\n", - " POINT (9.00000 3.25259)\n", - " 0\n", - " 0\n", + " POINT (9.08575 3.25259)\n", + " 15\n", + " 5\n", + " 8\n", + " 15\n", + " 16\n", " 15\n", " \n", " \n", " 1\n", - " 1\n", - " POINT (0.91963 6.00000)\n", - " 0\n", - " 1\n", + " POINT (0.91963 5.98854)\n", " 5\n", + " 15\n", + " 7\n", + " 15\n", + " 15\n", + " 16\n", " \n", " \n", "\n", "" ], "text/plain": [ - " id geometry comp_label predefined_loc capacity\n", - "0 0 POINT (9.00000 3.25259) 0 0 15\n", - "1 1 POINT (0.91963 6.00000) 0 1 5" + " geometry cap_1 cap_2 cap_3 cap_4 cap_5 cap_6\n", + "0 POINT (9.08575 3.25259) 15 5 8 15 16 15\n", + "1 POINT (0.91963 5.98854) 5 15 7 15 15 16" ] }, - "execution_count": 18, + "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "facilities_snapped['capacity'] = numpy.array([15, 5])\n", - "facilities_snapped" + "facility_points[\"cap_1\"] = [15, 5]\n", + "facility_points[\"cap_2\"] = [5, 15]\n", + "facility_points[\"cap_3\"] = [8, 7]\n", + "facility_points[\"cap_4\"] = [15, 15]\n", + "facility_points[\"cap_5\"] = [16, 15]\n", + "facility_points[\"cap_6\"] = [15, 16]\n", + "facility_points" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "With ``LSCP.from_cost_matrix`` we model the CLSCP-SO to cover all demand points within `SERVICE_RADIUS` distance units using the network distance cost matrix calculated above.\n", + "\n", + "### Scenario 1\n", + "* facility 1 capacity >> facility 2 capacity\n", + "* only Facility 1 provides a feasible solution" ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 16, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:19:57.146725Z", + "start_time": "2023-01-10T18:19:57.140539Z" + } + }, + "outputs": [], + "source": [ + "clscpso_1 = LSCP.from_cost_matrix(\n", + " cost_matrix,\n", + " SERVICE_RADIUS,\n", + " demand_quantity_arr=client_points[\"demand\"],\n", + " facility_capacity_arr=facility_points[\"cap_1\"],\n", + " name=\"CLSCP-SO_$1\\gg2$\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The expected result is a solved instance of `LSCP`." + ] + }, + { + "cell_type": "code", + "execution_count": 17, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:47.708903Z", - "start_time": "2022-12-18T02:55:47.693746Z" + "end_time": "2023-01-10T18:19:57.193470Z", + "start_time": "2023-01-10T18:19:57.149054Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "clscpso_1 = clscpso_1.solve(solver)\n", + "clscpso_1" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Define the decision variable names used for mapping later." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:19:57.207249Z", + "start_time": "2023-01-10T18:19:57.196684Z" } }, "outputs": [ @@ -772,76 +810,97 @@ " \n", " \n", " \n", - " id\n", " geometry\n", - " comp_label\n", - " dem_quantity\n", + " cap_1\n", + " cap_2\n", + " cap_3\n", + " cap_4\n", + " cap_5\n", + " cap_6\n", + " dv\n", " \n", " \n", " \n", " \n", " 0\n", - " 0\n", - " POINT (2.00000 8.85562)\n", - " 0\n", - " 1\n", + " POINT (9.08575 3.25259)\n", + " 15\n", + " 5\n", + " 8\n", + " 15\n", + " 16\n", + " 15\n", + " y0\n", " \n", " \n", " 1\n", - " 1\n", - " POINT (2.00000 9.35355)\n", - " 0\n", - " 2\n", - " \n", - " \n", - " 2\n", - " 2\n", - " POINT (5.00000 6.16214)\n", - " 0\n", - " 3\n", - " \n", - " \n", - " 3\n", - " 3\n", - " POINT (7.76544 5.00000)\n", - " 0\n", - " 4\n", - " \n", - " \n", - " 4\n", - " 4\n", - " POINT (3.00000 1.75230)\n", - " 0\n", + " POINT (0.91963 5.98854)\n", " 5\n", + " 15\n", + " 7\n", + " 15\n", + " 15\n", + " 16\n", + " y1\n", " \n", " \n", "\n", "" ], "text/plain": [ - " id geometry comp_label dem_quantity\n", - "0 0 POINT (2.00000 8.85562) 0 1\n", - "1 1 POINT (2.00000 9.35355) 0 2\n", - "2 2 POINT (5.00000 6.16214) 0 3\n", - "3 3 POINT (7.76544 5.00000) 0 4\n", - "4 4 POINT (3.00000 1.75230) 0 5" + " geometry cap_1 cap_2 cap_3 cap_4 cap_5 cap_6 dv\n", + "0 POINT (9.08575 3.25259) 15 5 8 15 16 15 y0\n", + "1 POINT (0.91963 5.98854) 5 15 7 15 15 16 y1" ] }, - "execution_count": 19, + "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "clients_snapped['dem_quantity'] = numpy.arange(5) + 1\n", - "clients_snapped" + "facility_points[\"dv\"] = clscpso_1.fac_vars\n", + "facility_points[\"dv\"] = facility_points[\"dv\"].map(lambda x: x.name.replace(\"_\", \"\"))\n", + "facility_points" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Scenario 2\n", + "* facility 1 capacity << facility 2 capacity\n", + "* only Facility 2 provides a feasible solution" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:19:57.255221Z", + "start_time": "2023-01-10T18:19:57.209332Z" + } + }, + "outputs": [], + "source": [ + "clscpso_2 = LSCP.from_cost_matrix(\n", + " cost_matrix,\n", + " SERVICE_RADIUS,\n", + " demand_quantity_arr=client_points[\"demand\"],\n", + " facility_capacity_arr=facility_points[\"cap_2\"],\n", + " name=\"CLSCP-SO_$1\\ll2$\"\n", + ")\n", + "clscpso_2 = clscpso_2.solve(solver)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "With ``LSCP.from_geodataframe`` we model the LSC problem to cover all demand points with $p$ facility points within `max_coverage` meters as service radius using geodataframes without calculating the cost matrix previously." + "### Scenario 3\n", + "* facility 1 capacity $\\gtrapprox$ facility 2 capacity\n", + "* neither facility can serve all demand alone" ] }, { @@ -849,23 +908,29 @@ "execution_count": 20, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:48.679261Z", - "start_time": "2022-12-18T02:55:48.647893Z" + "end_time": "2023-01-10T18:19:57.302812Z", + "start_time": "2023-01-10T18:19:57.258781Z" } }, "outputs": [], "source": [ - "lscp_from_geodataframe = LSCP.from_geodataframe(\n", - " gdf_demand=clients_snapped, gdf_fac=facilities_snapped, demand_col=\"geometry\", facility_col=\"geometry\", service_radius=SERVICE_RADIUS, facility_capacity_col='capacity',demand_quantity_col='dem_quantity',distance_metric=\"euclidean\"\n", + "clscpso_3 = LSCP.from_cost_matrix(\n", + " cost_matrix,\n", + " SERVICE_RADIUS,\n", + " demand_quantity_arr=client_points[\"demand\"],\n", + " facility_capacity_arr=facility_points[\"cap_3\"],\n", + " name=\"CLSCP-SO_$1\\gtrapprox2$_low\"\n", ")\n", - "lscp_from_geodataframe = lscp_from_geodataframe.solve(solver)" + "clscpso_3 = clscpso_3.solve(solver)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Modelling LSCP with preselected facilities" + "### Scenario 4\n", + "* facility 1 capacity $\\equiv$ facility 2 capacity\n", + "* either facility can serve all demand" ] }, { @@ -873,333 +938,992 @@ "execution_count": 21, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:49.522450Z", - "start_time": "2022-12-18T02:55:49.488725Z" + "end_time": "2023-01-10T18:19:57.350809Z", + "start_time": "2023-01-10T18:19:57.305776Z" } }, "outputs": [], "source": [ - "lscp_preselected_from_geodataframe = LSCP.from_geodataframe(\n", - " clients_snapped, facilities_snapped, \"geometry\", \"geometry\", SERVICE_RADIUS, predefined_facility_col=\"predefined_loc\", facility_capacity_col='capacity', demand_quantity_col='dem_quantity', distance_metric=\"euclidean\"\n", + "clscpso_4 = LSCP.from_cost_matrix(\n", + " cost_matrix,\n", + " SERVICE_RADIUS,\n", + " demand_quantity_arr=client_points[\"demand\"],\n", + " facility_capacity_arr=facility_points[\"cap_4\"],\n", + " name=\"CLSCP-SO_$1\\equiv2$_high\"\n", ")\n", - "lscp_preselected_from_geodataframe = lscp_preselected_from_geodataframe.solve(solver)" + "clscpso_4 = clscpso_4.solve(solver)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Plotting the results" + "### Scenario 5\n", + "* facility 1 capacity $\\gtrapprox$ facility 2 capacity\n", + "* either facility can serve all demand" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:19:57.401709Z", + "start_time": "2023-01-10T18:19:57.354465Z" + } + }, + "outputs": [], + "source": [ + "clscpso_5 = LSCP.from_cost_matrix(\n", + " cost_matrix,\n", + " SERVICE_RADIUS,\n", + " demand_quantity_arr=client_points[\"demand\"],\n", + " facility_capacity_arr=facility_points[\"cap_5\"],\n", + " name=\"CLSCP-SO_$1\\gtrapprox2$_high\"\n", + ")\n", + "clscpso_5 = clscpso_5.solve(solver)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "The cell below describe the plotting of the results. For each method from LSCP class (from_cost_matrix, from_geodataframe) there is a plot displaying the facility site that was selected with a star colored and the points covered with the same color. Sometimes the demand points will be colored with not expected colors, it represents the coverage overlapping." + "### Scenario 6\n", + "* facility 1 capacity $\\lessapprox$ facility 2 capacity\n", + "* either facility can serve all demand" ] }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 23, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:50.930077Z", - "start_time": "2022-12-18T02:55:50.913549Z" + "end_time": "2023-01-10T18:19:57.454028Z", + "start_time": "2023-01-10T18:19:57.404811Z" } }, "outputs": [], "source": [ - "from matplotlib.patches import Patch\n", - "import matplotlib.lines as mlines\n", + "clscpso_6 = LSCP.from_cost_matrix(\n", + " cost_matrix,\n", + " SERVICE_RADIUS,\n", + " demand_quantity_arr=client_points[\"demand\"],\n", + " facility_capacity_arr=facility_points[\"cap_6\"],\n", + " name=\"CLSCP-SO_$1\\lessapprox2$_high\"\n", + ")\n", + "clscpso_6 = clscpso_6.solve(solver)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plotting the results\n", "\n", + "The two cells below describe the plotting of the results. The plots display the facility sites that were selected with a star colored and the points covered with the same color. Demand points covered by more than one facility are displayed in overlapping concentric circles." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:19:57.464958Z", + "start_time": "2023-01-10T18:19:57.457511Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'y0': 'darkcyan',\n", + " 'y1': 'mediumseagreen',\n", + " 'y2': 'saddlebrown',\n", + " 'y3': 'darkslategray',\n", + " 'y4': 'lightskyblue',\n", + " 'y5': 'thistle',\n", + " 'y6': 'lavender',\n", + " 'y7': 'darkgoldenrod',\n", + " 'y8': 'peachpuff',\n", + " 'y9': 'coral',\n", + " 'y10': 'mediumvioletred',\n", + " 'y11': 'blueviolet',\n", + " 'y12': 'fuchsia',\n", + " 'y13': 'cyan',\n", + " 'y14': 'limegreen',\n", + " 'y15': 'mediumorchid'}" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ "dv_colors_arr = [\n", " \"darkcyan\",\n", - " \"mediumvioletred\",\n", " \"mediumseagreen\",\n", - " \"cyan\",\n", + " \"saddlebrown\",\n", " \"darkslategray\",\n", " \"lightskyblue\",\n", - " \"limegreen\",\n", + " \"thistle\",\n", + " \"lavender\",\n", " \"darkgoldenrod\",\n", " \"peachpuff\",\n", " \"coral\",\n", + " \"mediumvioletred\",\n", " \"blueviolet\",\n", " \"fuchsia\",\n", - " \"thistle\",\n", - " \"lavender\",\n", - " \"saddlebrown\",\n", - "] \n", - "\n", - "dv_colors = { f\"y{i}\":dv_colors_arr[i] for i in range(len(dv_colors_arr))}\n", + " \"cyan\",\n", + " \"limegreen\",\n", + " \"mediumorchid\",\n", + "]\n", + "dv_colors = {f\"y{i}\": dv_colors_arr[i] for i in range(len(dv_colors_arr))}\n", + "dv_colors" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:19:57.570952Z", + "start_time": "2023-01-10T18:19:57.466945Z" + } + }, + "outputs": [], + "source": [ + "def plot_results(model, p, facs, clis=None, ax=None):\n", + " \"\"\"Visualize optimal solution sets and context.\"\"\"\n", + " if not ax:\n", + " multi_plot = False\n", + " fig, ax = plt.subplots(figsize=(6, 6))\n", + " markersize, markersize_factor = 4, 4\n", + " else:\n", + " ax.axis(\"off\")\n", + " multi_plot = True\n", + " markersize, markersize_factor = 2, 2\n", + " ax.set_title(model.name, fontsize=15)\n", "\n", - "def plot_results(model, facility_points, title):\n", - " arr_points = []\n", - " fac_sites = []\n", + " # extract facility-client relationships for plotting (except for p-dispersion)\n", + " plot_clis = isinstance(clis, geopandas.GeoDataFrame)\n", + " if plot_clis:\n", + " cli_points = {}\n", + " fac_sites = {}\n", + " for i, dv in enumerate(model.fac_vars):\n", + " if dv.varValue:\n", + " dv, predef = facs.loc[i, [\"dv\", \"predefined_loc\"]]\n", + " fac_sites[dv] = [i, predef]\n", + " if plot_clis:\n", + " geom = clis.iloc[model.fac2cli[i]][\"geometry\"]\n", + " cli_points[dv] = geom\n", " \n", - " for i in range(FACILITY_COUNT):\n", - " if model.fac2cli[i]:\n", - "\n", - " geom = client_points.iloc[model.fac2cli[i]]['geometry']\n", - " arr_points.append(geom)\n", - " fac_sites.append(i)\n", - "\n", - " fig, ax = plt.subplots(figsize=(6, 6))\n", - " legend_elements = []\n", - "\n", - " street.plot(ax=ax, alpha=1, color='black', zorder=1)\n", - " legend_elements.append(mlines.Line2D(\n", - " [],\n", - " [],\n", - " color='black',\n", - " label='streets',\n", - " ))\n", - "\n", - " facility_points.plot(ax=ax, color='brown', marker=\"*\", markersize=80, zorder=2)\n", - " legend_elements.append(mlines.Line2D(\n", - " [],\n", - " [],\n", - " color='brown',\n", - " marker=\"*\",\n", - " linewidth=0,\n", - " label=f'facility sites ($n$={FACILITY_COUNT})'\n", - " ))\n", - "\n", - " for i in range(len(arr_points)):\n", - " gdf = geopandas.GeoDataFrame(arr_points[i])\n", - "\n", - " l = f\"y{fac_sites[i]}\"\n", - "\n", - " label = f\"coverage_points by y{fac_sites[i]}\"\n", - " legend_elements.append(Patch(facecolor=dv_colors[l], edgecolor=\"k\", label=label))\n", - "\n", - " gdf.plot(ax=ax, zorder=3, alpha=0.4, edgecolor=\"k\", color=dv_colors[l], label=label)\n", - " facility_points.iloc[[fac_sites[i]]].plot(ax=ax,\n", - " marker=\"*\",\n", - " markersize=200 * 3.0,\n", - " alpha=0.8,\n", - " zorder=4,\n", - " edgecolor=\"k\",\n", - " facecolor=dv_colors[l])\n", - " \n", - " legend_elements.append(mlines.Line2D(\n", - " [],\n", - " [],\n", - " color=dv_colors[l],\n", - " marker=\"*\",\n", - " ms=20 / 2,\n", - " markeredgecolor=\"k\",\n", - " linewidth=0,\n", - " alpha=0.8,\n", - " label=f\"y{fac_sites[i]} facility selected\",\n", - " ))\n", + " # study area and legend entries initialization\n", + " streets.plot(ax=ax, alpha=1, color=\"black\", zorder=1)\n", + " legend_elements = [mlines.Line2D([], [], color=\"black\", label=\"streets\")]\n", + " \n", + " if plot_clis:\n", + " # any clients that not asscociated with a facility\n", + " if model.name.startswith(\"MCLP\"):\n", + " c = \"k\"\n", + " if model.n_cli_uncov:\n", + " idx = [i for i, v in enumerate(model.cli2fac) if len(v) == 0]\n", + " pnt_kws = dict(ax=ax, fc=c, ec=c, marker=\"s\", markersize=7, zorder=2)\n", + " clis.iloc[idx].plot(**pnt_kws)\n", + " _label = f\"Demand sites not covered ($n$={model.n_cli_uncov})\"\n", + " _mkws = dict(marker=\"s\", markerfacecolor=c, markeredgecolor=c, linewidth=0)\n", + " legend_elements.append(mlines.Line2D([], [], ms=3, label=_label, **_mkws))\n", "\n", - " plt.title(f\"{title}\", fontweight=\"bold\")\n", - " plt.legend(handles = legend_elements, loc='upper left', bbox_to_anchor=(1.05, 1))" + " # all candidate facilities\n", + " facs.plot(ax=ax, fc=\"brown\", marker=\"*\", markersize=80, zorder=8)\n", + " _label = f\"Facility sites ($n$={len(model.fac_vars)})\"\n", + " _mkws = dict(marker=\"*\", markerfacecolor=\"brown\", markeredgecolor=\"brown\")\n", + " legend_elements.append(mlines.Line2D([], [], ms=7, lw=0, label=_label, **_mkws))\n", + " \n", + " # facility-(client) symbology and legend entries\n", + " zorder = 4\n", + " for fname, (fac, predef) in fac_sites.items():\n", + " cset = dv_colors[fname]\n", + " if plot_clis:\n", + " # clients\n", + " geoms = cli_points[fname]\n", + " gdf = geopandas.GeoDataFrame(geoms)\n", + " gdf.plot(ax=ax, zorder=zorder, ec=\"k\", fc=cset, markersize=100 * markersize)\n", + " _label = f\"Demand sites covered by {fname}\"\n", + " _mkws = dict(markerfacecolor=cset, markeredgecolor=\"k\", ms=markersize + 7)\n", + " legend_elements.append(\n", + " mlines.Line2D([], [], marker=\"o\", lw=0, label=_label, **_mkws)\n", + " )\n", + " # facilities\n", + " ec = \"k\"\n", + " lw = 2\n", + " predef_label = \"predefined\"\n", + " if model.name.endswith(predef_label) and predef:\n", + " ec = \"r\"\n", + " lw = 3\n", + " fname += f\" ({predef_label})\"\n", + " facs.iloc[[fac]].plot(\n", + " ax=ax, marker=\"*\", markersize=1000, zorder=9, fc=cset, ec=ec, lw=lw\n", + " )\n", + " _mkws = dict(markerfacecolor=cset, markeredgecolor=ec, markeredgewidth=lw)\n", + " legend_elements.append(\n", + " mlines.Line2D([], [], marker=\"*\", ms=20, lw=0, label=fname, **_mkws)\n", + " )\n", + " # increment zorder up and markersize down for stacked client symbology\n", + " zorder += 1\n", + " if plot_clis:\n", + " markersize -= markersize_factor / p\n", + " \n", + " if not multi_plot:\n", + " # legend\n", + " kws = dict(loc=\"upper left\", bbox_to_anchor=(1.05, 0.7))\n", + " plt.legend(handles=legend_elements, **kws)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### LSCP built from cost matrix" + "### Scenario 1" ] }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 26, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:19:57.583710Z", + "start_time": "2023-01-10T18:19:57.580222Z" + } + }, + "outputs": [], + "source": [ + "facility_points[\"predefined_loc\"] = 0" + ] + }, + { + "cell_type": "code", + "execution_count": 27, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:52.991437Z", - "start_time": "2022-12-18T02:55:52.621528Z" + "end_time": "2023-01-10T18:19:57.999143Z", + "start_time": "2023-01-10T18:19:57.586461Z" } }, "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] }, "metadata": { "image/png": { - "height": 527, - "width": 746 + "height": 530, + "width": 788 } }, "output_type": "display_data" } ], "source": [ - "plot_results(lscp_from_cost_matrix, facility_points, \"CLSCP - Original\")" + "plot_results(\n", + " clscpso_1, clscpso_1.problem.objective.value(), facility_points, clis=client_points\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Below you may notice the plot only shows three demand points; this is because the two other demand points fall outside the 8 meter maximal service distance." + "Facility $y_0$ is selected because it is the only feasible solution with a capacity of 15.\n", + "\n", + "### Scenario 2" ] }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 28, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:55:55.725958Z", - "start_time": "2022-12-18T02:55:55.293282Z" + "end_time": "2023-01-10T18:19:58.391013Z", + "start_time": "2023-01-10T18:19:58.001811Z" } }, "outputs": [ { "data": { - "image/png": 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9ddLamonNzRk7YkTOO++8fP/738+IzSwJAwDA5inUAQAAeklVVVWOP/743HTTTZm2xx6Z2Nyc5pqavPZv/5aFP/1pOlev3mh8qavrHZXqNQ0NGbH77qlpaNjo/s7Vq7PwX/4lr91+e5prajKxuTnT9tgjN910U44//vhUVVW96/cIADCYKNQBAAB62aRJk3LjjTfmE5/4RHb683Irbc8+m3lXXpn2Zcs2GV/7NovurlJpk3K8fdmyzLvyyrTNnZtxTU3ZafjwnHDCCbnpppsyadKkd/V+AAAGK4U6AABAH2hoaMh5552Xiy++OLu0tGRic3M6li/P8qef3nhcdXWq32ahXu7qSvvKlRvdt/zpp9OxfHkmNjdnl5aWXHzxxTn33HNTX1//rt8LAMBgpVAHAADoQ0cccUQ+8IEPpKtcTrlcTv3YsRvtH/6Wi4kWVVq+fKPb9WPHplwup6tczgc+8IEcccQR7zgzAADrKNQBAAD6UKlUygMPPJDlpVKqGxoyfOLEjfYPq35nh2mlFSuSDS50OnzixFQ3NGT5n1+vVCq9q9wAACjUAQAA+tQjjzySVatWZcXatWmaOjVVtbXd+4bW1KRmC8u91DU1pXmPPVLX1LTZ/eXOzrSvWtV9u6q2Nk177pkVpVJWrVqV2bNn9+wbAQAYhBTqAAAAfWjmzJkpdXZmbWdnmqZP32jfZs9Or6rK8J12SuOuu6amri6Nu+6aYTvtlGymeH/rsi9Ne+2VtR0dKXV25p577unR9wEAMBjVbnsIAAAAPaGjoyP33XffuuVe6uszfPLkjfa/df30mvr6NI4bl5qGho3ubxg1KkOGDcvKBQvSuXZt9/3t65d9+XPZPnzSpFTX1WV5qZRZs2als7MzNe9wjXYAAJyhDgAA0Gcef/zxLF++PCtKpTROmZLqDZZ7qa2q2mi5l7oddsiI3XffpExfr6ahISN23z31I0d239fV0ZGujo7u29VDhqRxypSsKJWybNmyPPbYY73wrgAABg+FOgAAQB+5++67097VlTUdHWmaNm2jfR3lclZ2dqbU1ZXXS6U0jB2bqm1coLSqujrDd945jePHp6a+PnU77JDqIUM2GtM0fXrWdHSkvavLsi8AAO+SQh0AAKAPdHV1rVvuZe3aVNXWpnGPPTYZs7hUysK1a9PW2bnR/eWurrTOmpUXrrwyrbNmpdzVtdH+uhEj0jx5chp32WWT52zcY49U1dZmRamUe++9N11veSwAAMUp1AEAAPrAk08+mSVLlqxb7mWPPVJdX1/oce1vvpmXr78+i2fOTN2SJVk8c2Zevv76tC9bVujx1fX1adxjjywvlbJkyZL87ne/ezdvAwBgUFOoAwAA9IGZM2emo6srqzs60jR9eqHHLJ8zJy/88IdpX7AgE0aMyLimpuw2YkTaFyzIvCuvzPI5cwo9T9P06Vnd3p6Orq7MnDnz3bwNAIBBTaEOAADQy7r+XGQvL5VSVVOTxj333PoDOjry+h13ZOGtt2Z4Z2d2b27OxHHj8tWvfjW7jxuXic3NGdbZmYW33ppXb789Xe3tW326xilTUlVTkxWlUmbOnJlyudyD7w4AYPBQqAMAAPSyOXPmZNGiRVlRKmX4pEmpaWjY8uA330zuuivLH388Ow0fnnFNTfng0UfnlltuyYwZM3LzzTfnQ0cfnXFNTdlp+PAse/TRvHj11Vn7+utbfMqaoUMzbPfds7xUyuuvv545Bc9sBwBgYwp1AACAXnbPPfeko6srbVtb7qVcTv70p+Suu5IlS7JrY2PGNjfn61//er73ve+lqakpSTJixIh873vfy9e+9rWMbW7OxObmZMmSzLv66ix95JEtnn0+Yvr0tHV0pKOrK/fcc09vvVUAgO2aQh0AAKAXlcvl3HPPPVlZKiVVVWmaOnWTMZ1tbcmDDyaPPZasXJksWZJpe+yRn/zkJznuuONSVVW10fiqqqp87GMfy09+8pO8d+rUTGxuzg61tXntz8vEdK5evclrNE6dmlRVZWWplHvuuceyLwAA70BtpQPQe1pbWysdYcDa3NyZz3fOfPYs89mzzGfPMp89y3z2LPPZs8xncc8991xefvnlvLl2bYbutlvKdXXp6Ojo3t/20kt59V//NXnttWT58qRUSpJ885vfTGNjYxYvXrzF525sbMwPfvCDXHPNNfnlL3+ZhurqvD53bp7/P/8nO3784xm2225/GVxfn6G77ZY358/PSy+9lP/8z//MpEmTeu19V5LPIgDQW6rKTkvYpgULFmT8+PFJkvnz52fcuHEVTrSpxYsXZ8yYMZWOAQAAbE5VVTJ6dLLffsnkyevu6+pKfv/7dX9KpXVlelfXu3+t6upkxIikvj6ZPj3Za6919yXrlpR59NGktXXdEjODyKJFizJ69OhKx9jEQDjeBAD+wpIvAAAAva2+ft1/d9ll3X9XrUpmzlxXpq9cue5CpD1RpifrnufNN5MVK9Y9/8yZ614vScaNW1fur88DAMDbYskXAACA3lZfv+4M9aFDk5dfTmbPTtasWXdWent777xmW9u65+7sTH796+SAA5Lx45OWlmTt2nWvDwDA26JQBwAA6E1VVUldXbLTTuuK9OefX1dmr1jR+8uutLcnS5YkTU3Jb36TTJq0LsfixetyDbJlXwAA3i2F+nZszpw5aWlpqXSMAam1tTXTp0/f6D7z+c6Zz55lPnuW+exZ5rNnmc+eZT57lvks5owzzsjv5s7Nq21tqVm4MF2rV2fMe96T5rq6HH744TnzzDPT2NjYa/O5cuXKXH755Zk1a1aWlUpZ9OqrqR46NJ3DhmWnqVPzV9Om5aqrrnpXr9EfbW4+AQB6gkJ9O9bS0tIvL7ozUJnPnmU+e5b57Fnms2eZz55lPnuW+exZ5nNj8+fPz8svv5xVnZ2pqqpKXXt7dtlhh4wYPjznnHNOjj322FRVVW3x8T0xn6NHj87ll1+ef/u3f8vFF1+cxlWrsnDlynRVVWVVZ2deeumlrF271oUwAQAKclFSAACAXjBz5syUy+WsbG/PyIaGTGhuznunTctPfvKTfPSjH91qmd6Tqqqqctxxx+UnP/lJ3jdtWiY2N2dkQ0NWtbenXC5n5syZfZIDAGB7oFAHAADoBQ888EBWd3RkXGNjdhw+PP/fSSflhhtuyIQJEyqSZ8KECbnhhhvy/510UnYcPjy7NDZmdUdH7r///orkAQAYiBTqAAAAvWDYsGEZNmRIxo0Zk8suuyxnn3126urqKpqprq4uZ599di677LLsMnp0hg0ZkmHDhlU0EwDAQGINdQAAgF7w7W9/O7Nnz86+++6bkSNHVjrORg499ND8/Oc/z2OPPZYDDjig0nEAAAYMhToAAEAvaG5uzlFHHVXpGFs0cuTIfp0PAKA/suQLAAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUMCAK9ccffzwXXHBBPvzhD2f8+PGpr69PY2NjpkyZklNPPTUPPPBApSMCAAAAALCdq610gG057LDDcv/9929yf6lUyp/+9Kf86U9/yo9//ON86lOfyrXXXpu6uroKpAQAAAAAYHvX7wv1hQsXJkl23nnnnHDCCTn00EOz6667prOzMw899FAuueSSLFy4MDfddFM6Ojpy8803VzgxAAAAAADbo35fqE+dOjUXXHBBjj/++NTU1Gy078ADD8ynPvWpHHzwwfnjH/+YW265JZ/73Ody6KGHVigtAAAAAADbq36/hvodd9yRE088cZMyfb2WlpZccskl3bd//vOf91U0AAAAAAAGkX5fqBdx+OGHd28///zzlQsCAAAAAMB2a7so1EulUvd2dfV28ZYAAAAAAOhn+v0a6kXMmjWre3vq1KkVTNK/tLa2VjrCgLW5uTOf75z57Fnms2eZz55lPnuW+exZ5rNnmc+eZT57lrkDAHpLVblcLlc6xLvR1dWVgw46KI888kiSZPbs2dlvv/3e1nMsWLBgq/tfffXVHHDAAUmS+fPnZ9y4ce8sbC9avHhxxowZU+kYAAAA/dKiRYsyevToSsfYxIIFCzJ+/Pgk/fd4EwD4iwF/hvpll13WXabPmDHjbZfpSbr/8QIAAAAAAFsyoBccnzVrVs4999wkyZgxY/LDH/6wwokAAAAAANheDdgz1H//+99nxowZ6ejoSH19fX76059m7Nix7+i55s+fv9X9Gy75AgAAAADA4DQgC/V58+blgx/8YJYuXZqamprccsstOeyww97x822va9TNmTMnLS0tlY4xILW2tmb69Okb3Wc+3znz2bPMZ88ynz3LfPYs89mzzGfPMp89y3z2rM3NJwBATxhwhforr7ySo446Kq+88kqqqqryox/9KDNmzKh0rH6ppaWlX150Z6Aynz3LfPYs89mzzGfPMp89y3z2LPPZs8xnzzKfAAD9z4BaQ721tTVHH310XnjhhSTJFVdckZNPPrnCqQAAAAAAGAwGTKG+bNmyfOhDH8qcOXOSJBdeeGH+4R/+ocKpAAAAAAAYLAZEod7W1pZjjjkmjz/+eJLkq1/9ar785S9XOBUAAAAAAINJvy/US6VSZsyYkd/85jdJkjPPPDPf+c53KpwKAAAAAIDBpt9flPSkk07KXXfdlSQ58sgjc9ppp+WZZ57Z4vi6urpMmTKlr+IBAAAAADBI9PtC/bbbbuvenjlzZt7//vdvdfxuu+2WF198sZdTAQAAAAAw2PT7Qh1gMFm5cmUWL16ctra2DBs2LKNHj05jY2OlYwEAAACQAVCol8vlSkcA6HWPP/547rrrrsyZMyddXV3d91dXV+e9731vjjrqqOyzzz4VTAgAAABAvy/UAbZnf/jDH3L11Vdn0aJF6VjTmdKStSmv7Uy5M6mqSarqa/J42xN56qmnMmbMmJxxxhkZNWpUpWMDAAAADEoKdYAKmT17dq688sq0LVud0utrktWdqa+rz5iWXTKkdkjaO9qzqPXVrH1zZdYOrcnCto5ceOGFOemkkyodHQAAAGBQUqgDVMAf/vCHXHnllVm1ZFXaF65Oc+PITJv+/kzYdVJqav7yo7mzsyMvvvRcnn3u6Sx7eWnKu3Tl+uuvr2ByAAAAgMFLoQ5QAVdffXXalq1O+8LV2alllxz2gQ+mpnbIJuNqamozafepmbDrpMz67V15deHClHb0oxsAAACgEqorHQBgsHn88cezaNGilF5fk+bGkVss0zdUUzskh33gg2luHJnO1vY+SgoAAADAhhTqAH3s7rvvTseazmR1Z6ZNft82y/T1amqHZNrk96VqdVfqa+p7OSUAAAAAb6VQB+hDK1euzDPPPJPSkrWpr6vPhN0mv63HT9htcurq6tNS/55eSggAAADAlijUAfrQ4sWL09XVlfLazoxp2WmjC5AWUVNTmzHv2TFDaxp6KSEAAAAAW6JQB+hDbW1tSZJyZzKk4FIvb1VbOyTV1X58AwAAAPQ1jQxAHxo2bFiSpKomae94ZxcX7ehoT1dXV0/GAgAAAKAAhTpAHxo9enSqq6tTVV+TRa2vprOz4209vrOzI4veeC2rO9f0UkIAAAAAtkShDtCHGhsb8973vjd1o+qztrQ2L7703Nt6/IsvPZdSaW1a177RSwkBAAAA2BKFOkAfO+qoo1LbUJMMrcmzzz2dzoJLv7SXSnn2uadTHlqdtZ1rezklAAAAAG+lUAfoY/vss0/GjBmTurENWbZyaWb99q5tluqdHe154OH/yLKVS1PT8s4uZgoAAADAu6NQB6iAM844I8Oah2bILkPzauvC/PvMX+T5F+ZusqZ6Z2dHnn9hbv595i/yauvCDNllaIY2NVQoNQAAAMDgVlvpAACD0Z577pm///u/z5VXXpm2muose315Hn78/jzxzH9mTMtOGVI7JO0d7VnU+mrWltYmQ2tSt+vwDGsempNOOim33nprpd8CAAAAwKCjUAeokP333z/nnnturr766iwatigdazpTWrI285e+nHQlqU6qhtWkfnxjautrMnbs2Jx++ukZNWpUpaMDAAAADEoKdYAK2nPPPXPppZfm8ccfz913351nnnkmXV1d3ftramqy11575aijjso+++yTJFm8eHGl4gIAAAAMagp1gH5gn332yT777JOVK1fmjTfeyMqVK9PY2Jj3vOc9aWxsrHQ8AAAAAKJQB+hXGhsbFegAAAAA/VR1pQMAAAAAAMBAoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUUFvpAPSe1tbWSkcYsDY3d+bznTOfPct89izz2bPMZ88ynz3LfPYs89mzzGfPMncAQG+pKpfL5UqH6O8WLFiQ8ePHJ0nmz5+fcePGVTjRphYvXpwxY8ZUOgYAAEC/tGjRoowePbrSMTYxEI43AYC/sOQLAAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAi5Jux+bMmZOWlpZKxxiQWltbM3369I3uM5/vnPnsWeazZ5nPnmU+e5b57Fnms2eZz55lPnvW5uYTAKAnKNS3Yy0tLf3yojsDlfnsWeazZ5nPnmU+e5b57Fnms2eZz55lPnuW+QQA6H8s+QIAAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKGHCF+ssvv5x//Md/zLRp0zJ8+PCMGjUqBxxwQH7wgx+kra2t0vEAAAAAANhO1VY6wNtx55135m//9m+zbNmy7vva2toye/bszJ49O9dee21+9atfZffdd69gSgAAAAAAtkcD5gz13/3udznxxBOzbNmyNDY25rvf/W5++9vf5p577slnPvOZJMkf/vCHHHPMMVm5cmWF0wIAAAAAsL0ZMGeof+ELX0hbW1tqa2tz11135aCDDured+SRR2aPPfbIOeeck7lz5+bSSy/NN77xjQqmBQAAAABgezMgzlCfPXt27rvvviTJaaedtlGZvt7ZZ5+dadOmJUkuv/zytLe392VEAAAAAAC2cwOiUP/FL37Rvf3pT396s2Oqq6tz8sknJ0mWLl3aXcADAAAAAEBPGBCF+gMPPJAkGT58ePbdd98tjjvssMO6tx988MFezwUAAAAAwOAxINZQf/bZZ5MkkydPTm3tliNPnTp1k8cMZq2trZWOMGBtbu7M5ztnPnuW+exZ5rNnmc+eZT57lvnsWeazZ5nPnmXuAIDe0u8L9TVr1nT/Y2jcuHFbHTty5MgMHz48q1atyvz58wu/xoIFC7a6/9VXXy38XP3J9OnTKx1hu2I+e5b57Fnms2eZz55lPnuW+exZ5rNnmc+eZT4BAPqffl+or1ixonu7sbFxm+PXF+orV64s/Brjx49/R9kAAAAAABg8+n2hvmbNmu7turq6bY6vr69PkqxevbrXMvVHo0ePTrlcTpJUVVVVOA0AAED/sP44CQCgJ/T7Qr2hoaF7u1QqbXP82rVrkyRDhw4t/BrbWh7m1VdfzQEHHFD4+QAAAAAA2P70+0K9qampe7vIMi6rVq1KUmx5mPW2tTb7QLNo0aJKRwAAAAAA2O70+0K9oaEhLS0taW1t3ebFQ5cuXdpdqA/mddFHjx5d6QgAAAAAANud6koHKGLatGlJkueeey4dHR1bHDd37txNHgMAAAAAAD1hQBTqhxxySJJ1y7k89thjWxw3a9as7u2DDz6413MBAAAAADB4DIhC/WMf+1j39vXXX7/ZMV1dXbnxxhuTJDvssEOOOOKIvogGAAAAAMAgMSAK9QMOOCCHHnpokuS6667LQw89tMmYSy65JM8++2yS5Mwzz8yQIUP6NCMAAAAAANu3fn9R0vX+6Z/+KQcffHBWr16dD37wg/nKV76SI444IqtXr86tt96aa665JkkyZcqUnH322RVOCwAAAADA9mbAFOp77713/uVf/iWf/OQns3z58nzlK1/ZZMyUKVNy5513pqmpqQIJAQAAAADYng2IJV/WO/bYY/PUU0/lrLPOypQpUzJs2LDssMMO2W+//XLRRRfliSeeyOTJkysdEwAAAACA7VBVuVwuVzpEf7dgwYKMHz8+STJ//vyMGzeuwokAAADYHjjeBICBZUCdoQ4AAAAAAJWiUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAACqitdICBoKOjo3v71VdfrWASAAAAticbHmNueOwJAPRPCvUCFi9e3L19wAEHVDAJAAAA26vFixdnwoQJlY4BAGyFJV8AAAAAAKCAqnK5XK50iP5uzZo1efrpp5Mko0ePTm1t/zyx/9VXX+0+g/6RRx7JTjvtVOFE8Bc+n/RnPp/0Zz6f9Gc+n/RnA+Xz2dHR0f2t6Pe9731paGiocCIAYGv6ZzPczzQ0NGT//fevdIy3Zaeddsq4ceMqHQM2y+eT/sznk/7M55P+zOeT/qy/fz4t8wIAA4clXwAAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAACigqlwulysdAgAAAAAA+jtnqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEK9e3Eyy+/nH/8x3/MtGnTMnz48IwaNSoHHHBAfvCDH6Stra3S8RiEHn/88VxwwQX58Ic/nPHjx6e+vj6NjY2ZMmVKTj311DzwwAOVjgibOOecc1JVVdX957777qt0JAa51tbWfP/738/BBx+cHXfcMfX19dl5553z13/91/nSl76Uhx56qNIRGaRKpVKuu+66/Lf/9t+y0047df89v+eee+bv/u7v8vDDD1c6ItuZRYsW5Y477sg3vvGNfPjDH05LS0v339ennnrq236+X//61/n4xz+ecePGpb6+PuPGjcvHP/7x/PrXv+758ADAdqWqXC6XKx2Cd+fOO+/M3/7t32bZsmWb3b/nnnvmV7/6VXbfffc+TsZgddhhh+X+++/f5rhPfepTufbaa1NXV9cHqWDrfve732W//fZLR0dH93333ntvDj/88MqFYlD72c9+ls997nN54403tjjmuOOOyy9+8Yu+CwVJ5s+fn2OOOSZPP/30VsedddZZueSSS1JVVdVHydiebe1zdMopp+SGG24o9Dzlcjmf/exnc80112xxzOmnn56rrrrKZxcA2KzaSgfg3fnd736XE088MW1tbWlsbMx5552XI444IqtXr86tt96a//t//2/+8Ic/5Jhjjsns2bPT2NhY6cgMAgsXLkyS7LzzzjnhhBNy6KGHZtddd01nZ2ceeuihXHLJJVm4cGFuuummdHR05Oabb65wYga7rq6ufOYzn0lHR0fGjBmTRYsWVToSg9yNN96YT3/60+nq6sqYMWPyuc99LoccckhGjRqV1157Lc8//3xuv/32DBkypNJRGWQ6Ojo2KtPf//7354tf/GL23HPPrFixIg8++GAuueSSrFq1Kpdddll22mmnfOlLX6pwarY348ePz7Rp03LXXXe97cd+7Wtf6y7T995775xzzjmZNGlSnn/++Xz/+9/PE088kWuuuSajR4/Od77znZ6ODgBsB5yhPsAdccQRue+++1JbW5v7778/Bx100Eb7L7744pxzzjlJkvPPPz/f+MY3KhGTQeYjH/lITj755Bx//PGpqanZZH9ra2sOPvjg/PGPf0yS3H///Tn00EP7OiZ0u/zyy3PWWWdl6tSpmTFjRr73ve8lcYY6lfHss89m7733ztq1a3PooYfm9ttvT3Nz82bHlkol3/KhT/3rv/5rPvGJTyRJDjrooDzwwAOb/F3/2GOP5aCDDkp7e3tGjhyZRYsWpbbWeTy8O9/85jez//77Z//998/YsWPz4osvZuLEiUmKn6H+3HPPZdq0aeno6Mh+++2X+++/P0OHDu3e39bWlsMOOyyPPvpoamtrM3fu3EyaNKm33hIAMEBZQ30Amz17dvf6vqeddtomZXqSnH322Zk2bVqSdYVRe3t7X0ZkkLrjjjty4oknbrZMT5KWlpZccskl3bd//vOf91U02MT8+fPz9a9/PUnywx/+UDlJxX3+85/P2rVr09LSkttuu22LZXoSn1f63G9+85vu7fPOO2+zf9fvu++++chHPpIkWbp0aebOndtn+dh+nX/++fnIRz6SsWPHvuPnuOyyy7qXdrviiis2KtOTZNiwYbniiiuSrPs2xuWXX/6OXwsA2H4p1AewDddM/fSnP73ZMdXV1Tn55JOTrDugcYE9+osNz/p9/vnnKxeEQe/v//7vs3LlypxyyinORqfi5s6dm3vuuSdJ8r/+1/9KS0tLhRPBxkqlUvf21q7Ps+FZvWvXru3VTFBEuVzOL3/5yyTJ1KlTc+CBB2523IEHHpg999wzybrjLV/oBgDeSqE+gD3wwANJkuHDh2fffffd4rjDDjuse/vBBx/s9VxQxIYH5NXVfhRRGT/96U9zxx13ZNSoUbn44osrHQfys5/9rHv7hBNO6N5eunRp/vSnP231AqXQF6ZMmdK9/cILL2xx3PpflldVVWWPPfbo9VywLfPmzeu+zs+Gx0ebs37/ggUL8uKLL/Z2NABggNFiDWDPPvtskmTy5MlbXZdy6tSpmzwGKm3WrFnd2xt+RqGvvPnmmznzzDOTJBdddFFGjx5d4USQPPzww0mS5ubmTJs2Lf/v//2//Jf/8l8yatSoTJkyJS0tLdl9991z/vnnZ+XKlRVOy2B00kknZcSIEUnW/ezs7OzcZMwTTzyRO++8M0nyP/7H/+geD5W04XHQtv7t6fgJANgahfoAtWbNmrS2tiZJxo0bt9WxI0eOzPDhw5OsWysYKq2rqysXXnhh9+0TTzyxgmkYrM4555y89tpr+cAHPpDTTjut0nEgSTJnzpwkyYQJE/L5z38+n/zkJ/PUU09tNGbevHn51re+lYMOOiivvPJKJWIyiI0ePTo33HBDhg4dmt/85jfZf//9c+ONN+bhhx/O3XffnfPPPz+HHXZYSqVS/uqv/iqXXnpppSNDko2Pg7Z1/DR+/PjNPg4AIFGoD1grVqzo3m5sbNzm+PWFurPZ6A8uu+yyPPLII0mSGTNmZL/99qtwIgabBx98MNdee21qa2tz1VVXpaqqqtKRIEmyZMmSJOvWUv/nf/7n7LDDDrnqqquyaNGirFmzJrNnz86HP/zhJMkzzzyTE044IV1dXZWMzCA0Y8aMPProoznttNPy5JNP5pRTTslBBx2Uo48+Ot/61rcybNiwXHrppXnwwQez4447VjouJHl7x0/rj50Sx08AwKYU6gPUmjVrurfr6uq2Ob6+vj5Jsnr16l7LBEXMmjUr5557bpJkzJgx+eEPf1jhRAw2pVIpp59+esrlcs4666y8733vq3Qk6LZq1aok6y7iWFNTk3//93/PGWeckdGjR6e+vj777bdf7rjjju5S/be//W1uu+22SkZmEGpvb8/NN9+c22+/fbMXbHz99ddzyy235L777uv7cLAFb+f4af2xU+L4CQDYlEJ9gGpoaOje3vDijluydu3aJMnQoUN7LRNsy+9///vMmDEjHR0dqa+vz09/+tOMHTu20rEYZC644II8++yz2XXXXfPNb36z0nFgIxv+/X7CCSfkwAMP3GRMdXX1RhfRveWWW/okGyTrfulz1FFH5bvf/W7eeOONnHPOOXn22Wezdu3aLFu2LHfddVcOOeSQzJ49O8cee2z+6Z/+qdKRIcnbO35af+yUOH4CADalUB+gmpqaureLfA1x/RlvRZaHgd4wb968fPCDH8zSpUtTU1OTW265JYcddlilYzHIzJ07N9/73veSJFdcccVGX+mG/mDDv9/Xn4W+OXvttVd22WWXJMns2bN7PRes981vfjP3339/kuS6667LRRddlKlTp6auri4jRozI0UcfnXvvvTdHHHFEyuVyvvjFL25yHQCohLdz/LT+2Clx/AQAbKq20gF4ZxoaGtLS0pLW1tYsWLBgq2OXLl3a/Y/CDS+wA33llVdeyVFHHZVXXnklVVVV+dGPfpQZM2ZUOhaD0GWXXZZSqZTdd989bW1tufXWWzcZ88wzz3Rvz5w5M6+99lqS5Nhjj1XA0+vGjx/f/ZkrctG8hQsXZtGiRX0RDVIul3P99dcnSaZMmZJTTjlls+Nqa2vz7W9/O4cccki6urpy/fXX57LLLuvLqLCJDX+mbuv4acMLkTp+AgDeSqE+gE2bNi0PPPBAnnvuuXR0dKS2dvP/O+fOnbvRY6Avtba25uijj84LL7yQZN1ZwSeffHKFUzFYrf8K9wsvvJCTTjppm+O//e1vd2/PmzdPoU6v22uvvbrPOO/s7Nzq2PX7t/T3P/S0119/vfvCuXvvvfdWx+67777d2xv+WxQqZfr06d3b2/pMOn4CALbGki8D2CGHHJJk3VcSH3vssS2OmzVrVvf2wQcf3Ou5YL1ly5blQx/6UObMmZMkufDCC/MP//APFU4F0H/9zd/8Tff2888/v9Wx639RuX7pF+htG/7ypqOjY6tj29vbN/s4qJSJEydm5513TrLx8dHmrF/WaJdddsmECRN6OxoAMMAo1Aewj33sY93b679++1ZdXV258cYbkyQ77LBDjjjiiL6IBmlra8sxxxyTxx9/PEny1a9+NV/+8pcrnIrB7oYbbki5XN7qnw0vVHrvvfd23++Amr7w0Y9+NEOGDEmS3HbbbVscN2vWrLzxxhtJkkMPPbRPssGoUaMyYsSIJMlDDz201VJ9w8Jy4sSJvZ4NtqWqqirHHXd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"text/plain": [ "
" ] }, "metadata": { "image/png": { - "height": 527, - "width": 746 + "height": 530, + "width": 788 } }, "output_type": "display_data" } ], "source": [ - "plot_results(lscp_from_cost_matrix_switched, facility_points, \"CLSCP - Capacities Switched\")" + "plot_results(\n", + " clscpso_2, clscpso_2.problem.objective.value(), facility_points, clis=client_points\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "In the \"even supply capacity\" case, demand nodes are split between facility points to accomodate facility capacity. This means that the two very pink sites on the top left are served exclusively by facility 1, but the three demand sites in the center are served by a mix of facility y1 and y0. " + "When swapping the capacities from scenario 1, Facility $y_1$ is selected because it is the only feasible solution with a capacity of 15.\n", + "\n", + "### Scenario 3" ] }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 29, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:56:01.876877Z", - "start_time": "2022-12-18T02:56:01.377782Z" + "end_time": "2023-01-10T18:19:58.863044Z", + "start_time": "2023-01-10T18:19:58.393714Z" } }, "outputs": [ { "data": { - "image/png": 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b3WY+3znz2b3MZ/cyn93LfHYv89m9zGf3Mp/FnHfeefnN0qVZ1dSUipUr07F5c0a95z2pr6rKcccdl/PPPz+1tbU9Np8bN27M1Vdfnfnz52ddS0tWr1qV8sGD0z5kSMZMnZo/mTYt11577bt6jr5oZ/MJANAdFOp7sYaGhj550Z3+ynx2L/PZvcxn9zKf3ct8di/z2b3MZ/cyn9tbvnx5li1blk3t7SkrK0tVa2v2Hz48w4YOzUUXXZSTTjopZWVlu7x/d8znyJEjc/XVV+df/uVfcsUVV6R206as3LgxHWVl2dTenpdeeinNzc0uhAkAUJCLkgIAAPSAefPmpbOzMxtbW7NPTU3G19fnvdOm5Sc/+Uk++tGP7rZM705lZWU5+eST85Of/CTvmzYtE+rrs09NTTa1tqazszPz5s3rlRwAAHsDhToAAEAPWLBgQTa3tWVsbW32HTo0//OMM3LzzTdn/PjxJckzfvz43HzzzfmfZ5yRfYcOzf61tdnc1paHHnqoJHkAAPojhToAAEAPGDJkSIYMGpSxo0blqquuyoUXXpiqqqqSZqqqqsqFF16Yq666KvuPHJkhgwZlyJAhJc0EANCfWEMdAACgB3zjG9/IwoULc/jhh2efffYpdZztHHvssbnzzjvz5JNPZubMmaWOAwDQbyjUAQAAekB9fX3mzJlT6hi7tM8++/TpfAAAfZElXwAAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoIB+UagvWrQol156aT784Q9n3Lhxqa6uTm1tbaZMmZKzzz47CxYsKHVEAAAAAAD2cpWlDrAns2bNykMPPbTD7S0tLfnDH/6QP/zhD/nxj3+cT3ziE7nhhhtSVVVVgpQAAAAAAOzt+nyhvnLlyiTJfvvtl9NOOy3HHntsDjjggLS3t+fRRx/NlVdemZUrV+bWW29NW1tbbrvtthInBgAAAABgb9TnC/WpU6fm0ksvzamnnpqKiort9h155JH5xCc+kaOPPjr/8R//kdtvvz2f/vSnc+yxx5YoLQAAAAAAe6s+v4b63XffndNPP32HMn2bhoaGXHnllV1f33nnnb0VDQAAAACAAaTPF+pFHHfccV3bzz33XOmCAAAAAACw19orCvWWlpau7fLyveIlAQAAAADQx/T5NdSLmD9/ftf21KlTS5ikb2lsbCx1hH5rZ3NnPt8589m9zGf3Mp/dy3x2L/PZvcxn9zKf3ct8di9zBwD0lLLOzs7OUod4Nzo6OnLUUUfl8ccfT5IsXLgwM2bMeFuPsWLFit3uX7VqVWbOnJkkWb58ecaOHfvOwvagNWvWZNSoUaWOAQAA0CetXr06I0eOLHWMHaxYsSLjxo1L0nePNwGA/9Tvz1C/6qqrusr0uXPnvu0yPUnXLy8AAAAAALAr/XrB8fnz5+eLX/xikmTUqFH54Q9/WOJEAAAAAADsrfrtGeq/+93vMnfu3LS1taW6ujo//elPM3r06Hf0WMuXL9/t/jcv+QIAAAAAwMDULwv1F154IR/84Aezdu3aVFRU5Pbbb8+sWbPe8ePtrWvULV68OA0NDaWO0S81NjZm+vTp291mPt8589m9zGf3Mp/dy3x2L/PZvcxn9zKf3ct8dq+dzScAQHfod4X6yy+/nDlz5uTll19OWVlZfvSjH2Xu3LmljtUnNTQ09MmL7vRX5rN7mc/uZT67l/nsXuaze5nP7mU+u5f57F7mEwCg7+lXa6g3NjbmhBNOyPPPP58k+f73v58zzzyzxKkAAAAAABgI+k2hvm7dunzoQx/K4sWLkySXXXZZ/uZv/qbEqQAAAAAAGCj6RaHe1NSUE088MYsWLUqSfPnLX84XvvCFEqcCAAAAAGAg6fOFektLS+bOnZtHHnkkSXL++efnm9/8ZolTAQAAAAAw0PT5i5KeccYZuffee5Mkxx9/fM4555w888wzuxxfVVWVKVOm9FY8AAAAAAAGiD5fqP/sZz/r2p43b17e//7373b8gQcemBdffLGHUwEAAAAAMND0+UIdYCDZuHFj1qxZk6ampgwZMiQjR45MbW1tqWMBAAAAkH5QqHd2dpY6AkCPW7RoUe69994sXrw4HR0dXbeXl5fnve99b+bMmZPDDjushAkBAAAA6POFOsDe7Pe//32uu+66rF69Om1b2tPyenM6m9vT2Z6UVSRl1RVZ1PRUfvvb32bUqFE577zzMmLEiFLHBgAAABiQFOoAJbJw4cJcc801aVq3OS2vbkk2t6e6qjqjGvbPoMpBaW1rzerGVWl+Y2OaB1dkZVNbLrvsspxxxhmljg4AAAAwICnUAUrg97//fa655ppsen1TWlduTn3tPpk2/f0Zf8CkVFT857fm9va2vPjSs1ny7NNZt2xtOvfvyE033VTC5AAAAAADl0IdoASuu+66NK3bnNaVmzOmYf/M+sAHU1E5aIdxFRWVmTRxasYfMCnzf3VvVq1cmZZ9fesGAAAAKIXyUgcAGGgWLVqU1atXp+XVLamv3WeXZfqbVVQOyqwPfDD1tfukvbG1l5ICAAAA8GYKdYBedt9996VtS3uyuT3TJr9vj2X6NhWVgzJt8vtStrkj1RXVPZwSAAAAgLdSqAP0oo0bN+aZZ55Jy+vNqa6qzvgDJ7+t+48/cHKqqqrTUP2eHkoIAAAAwK4o1AF60Zo1a9LR0ZHO5vaMahiz3QVIi6ioqMyo9+ybwRU1PZQQAAAAgF1RqAP0oqampiRJZ3syqOBSL29VWTko5eW+fQMAAAD0No0MQC8aMmRIkqSsImlte2cXF21ra01HR0d3xgIAAACgAIU6QC8aOXJkysvLU1ZdkdWNq9Le3va27t/e3pbVr72Sze1beighAAAAALuiUAfoRbW1tXnve9+bqhHVaW5pzosvPfu27v/iS8+mpaU5jc2v9VBCAAAAAHZFoQ7Qy+bMmZPKmopkcEWWPPt02gsu/dLa0pIlzz6dzsHlaW5v7uGUAAAAALyVQh2glx122GEZNWpUqkbXZN3GtZn/q3v3WKq3t7VmwWP/lnUb16ai4Z1dzBQAAACAd0ehDlAC5513XobUD86g/QdnVePK/Ou8n+e555fusKZ6e3tbnnt+af513s+zqnFlBu0/OIPrakqUGgAAAGBgqyx1AICB6OCDD85f//Vf55prrklTRXnWvbo+jy16KE898+8Z1TAmgyoHpbWtNasbV6W5pTkZXJGqA4ZmSP3gnHHGGbnjjjtK/RIAAAAABhyFOkCJHHHEEfniF7+Y6667LquHrE7blva0vN6c5WuXJR1JypOyIRWpHlebyuqKjB49Oueee25GjBhR6ugAAAAAA5JCHaCEDj744Hzve9/LokWLct999+WZZ55JR0dH1/6KiooccsghmTNnTg477LAkyZo1a0oVFwAAAGBAU6gD9AGHHXZYDjvssGzcuDGvvfZaNm7cmNra2rznPe9JbW1tqeMBAAAAEIU6QJ9SW1urQAcAAADoo8pLHQAAAAAAAPoDhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKCAylIHoOc0NjaWOkK/tbO5M5/vnPnsXuaze5nP7mU+u5f57F7ms3uZz+5lPruXuQMAekpZZ2dnZ6lD9HUrVqzIuHHjkiTLly/P2LFjS5xoR2vWrMmoUaNKHQMAAKBPWr16dUaOHFnqGDvoD8ebAMB/suQLAAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAi5LuxRYvXpyGhoZSx+iXGhsbM3369O1uM5/vnPnsXuaze5nP7mU+u5f57F7ms3uZz+5lPrvXzuYTAKA7KNT3Yg0NDX3yojv9lfnsXuaze5nP7mU+u5f57F7ms3uZz+5lPruX+QQA6Hss+QIAAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAK6HeF+rJly/K3f/u3mTZtWoYOHZoRI0Zk5syZ+e53v5umpqZSxwMAAAAAYC9VWeoAb8c999yTv/iLv8i6deu6bmtqasrChQuzcOHC3HDDDfnFL36RiRMnljAlAAAAAAB7o35zhvpvfvObnH766Vm3bl1qa2vzrW99K7/61a9y//3351Of+lSS5Pe//31OPPHEbNy4scRpAQAAAADY2/SbM9Q/+9nPpqmpKZWVlbn33ntz1FFHde07/vjjc9BBB+Wiiy7K0qVL873vfS9f/epXS5gWAAAAAIC9Tb84Q33hwoV58MEHkyTnnHPOdmX6NhdeeGGmTZuWJLn66qvT2tramxEBAAAAANjL9YtC/ec//3nX9ic/+cmdjikvL8+ZZ56ZJFm7dm1XAQ8AAAAAAN2hXxTqCxYsSJIMHTo0hx9++C7HzZo1q2v74Ycf7vFcAAAAAAAMHP1iDfUlS5YkSSZPnpzKyl1Hnjp16g73GcgaGxtLHaHf2tncmc93znx2L/PZvcxn9zKf3ct8di/z2b3MZ/cyn93L3AEAPaXPF+pbtmzp+mVo7Nixux27zz77ZOjQodm0aVOWL19e+DlWrFix2/2rVq0q/Fh9yfTp00sdYa9iPruX+exe5rN7mc/uZT67l/nsXuaze5nP7mU+AQD6nj5fqG/YsKFru7a2do/jtxXqGzduLPwc48aNe0fZAAAAAAAYOPp8ob5ly5au7aqqqj2Or66uTpJs3ry5xzL1RSNHjkxnZ2eSpKysrMRpAAAA+oZtx0kAAN2hzxfqNTU1XdstLS17HN/c3JwkGTx4cOHn2NPyMKtWrcrMmTMLPx4AAAAAAHufPl+o19XVdW0XWcZl06ZNSYotD7PNntZm729Wr15d6ggAAAAAAHudPl+o19TUpKGhIY2NjXu8eOjatWu7CvWBvC76yJEjSx0BAAAAAGCvU17qAEVMmzYtSfLss8+mra1tl+OWLl26w30AAAAAAKA79ItC/ZhjjkmydTmXJ598cpfj5s+f37V99NFH93guAAAAAAAGjn5RqH/sYx/r2r7pppt2OqajoyO33HJLkmT48OGZPXt2b0QDAAAAAGCA6BeF+syZM3PssccmSW688cY8+uijO4y58sors2TJkiTJ+eefn0GDBvVqRgAAAAAA9m59/qKk2/z93/99jj766GzevDkf/OAH86UvfSmzZ8/O5s2bc8cdd+T6669PkkyZMiUXXnhhidMCAAAAALC36TeF+qGHHpp/+Id/yMc//vGsX78+X/rSl3YYM2XKlNxzzz2pq6srQUIAAAAAAPZm/WLJl21OOumk/Pa3v80FF1yQKVOmZMiQIRk+fHhmzJiRyy+/PE899VQmT55c6pgAAAAAAOyFyjo7OztLHaKvW7FiRcaNG5ckWb58ecaOHVviRAAAAOwNHG8CQP/Sr85QBwAAAACAUlGoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFKNQBAAAAAKAAhToAAAAAABSgUAcAAAAAgAIU6gAAAAAAUIBCHQAAAAAAClCoAwAAAABAAQp1AAAAAAAoQKEOAAAAAAAFVJY6QH/Q1tbWtb1q1aoSJgEAAGBv8uZjzDcfewIAfZNCvYA1a9Z0bc+cObOESQAAANhbrVmzJuPHjy91DABgNyz5AgAAAAAABZR1dnZ2ljpEX7dly5Y8/fTTSZKRI0emsrJvnti/atWqrjPoH3/88YwZM6bEieA/eX/Sl3l/0pd5f9KXeX/Sl/WX92dbW1vXp6Lf9773paampsSJAIDd6ZvNcB9TU1OTI444otQx3pYxY8Zk7NixpY4BO+X9SV/m/Ulf5v1JX+b9SV/W19+flnkBgP7Dki8AAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUUNbZ2dlZ6hAAAAAAANDXOUMdAAAAAAAKUKgDAAAAAEABCnUAAAAAAChAoQ4AAAAAAAUo1AEAAAAAoACFOgAAAAAAFKBQBwAAAACAAhTqAAAAAABQgEIdAAAAAAAKUKjvJZYtW5a//du/zbRp0zJ06NCMGDEiM2fOzHe/+900NTWVOh4D0KJFi3LppZfmwx/+cMaNG5fq6urU1tZmypQpOfvss7NgwYJSR4QdXHTRRSkrK+v69+CDD5Y6EgNcY2NjvvOd7+Too4/Ovvvum+rq6uy333750z/903z+85/Po48+WuqIDFAtLS258cYb89/+23/LmDFjun7OH3zwwfnLv/zLPPbYY6WOyF5m9erVufvuu/PVr341H/7wh9PQ0ND18/rss89+24/3y1/+MqecckrGjh2b6urqjB07Nqecckp++ctfdn94AGCvUtbZ2dlZ6hC8O/fcc0/+4i/+IuvWrdvp/oMPPji/+MUvMnHixF5OxkA1a9asPPTQQ3sc94lPfCI33HBDqqqqeiEV7N5vfvObzJgxI21tbV23PfDAAznuuONKF4oB7R//8R/z6U9/Oq+99toux5x88sn5+c9/3nuhIMny5ctz4okn5umnn97tuAsuuCBXXnllysrKeikZe7PdvY/OOuus3HzzzYUep7OzM3/1V3+V66+/fpdjzj333Fx77bXeuwDATlWWOgDvzm9+85ucfvrpaWpqSm1tbS6++OLMnj07mzdvzh133JH/+3//b37/+9/nxBNPzMKFC1NbW1vqyAwAK1euTJLst99+Oe2003LsscfmgAMOSHt7ex599NFceeWVWblyZW699da0tbXltttuK3FiBrqOjo586lOfSltbW0aNGpXVq1eXOhID3C233JJPfvKT6ejoyKhRo/LpT386xxxzTEaMGJFXXnklzz33XO66664MGjSo1FEZYNra2rYr09///vfnc5/7XA4++OBs2LAhDz/8cK688sps2rQpV111VcaMGZPPf/7zJU7N3mbcuHGZNm1a7r333rd937/7u7/rKtMPPfTQXHTRRZk0aVKee+65fOc738lTTz2V66+/PiNHjsw3v/nN7o4OAOwFnKHez82ePTsPPvhgKisr89BDD+Woo47abv8VV1yRiy66KElyySWX5Ktf/WopYjLAfOQjH8mZZ56ZU089NRUVFTvsb2xszNFHH53/+I//SJI89NBDOfbYY3s7JnS5+uqrc8EFF2Tq1KmZO3duvv3tbydxhjqlsWTJkhx66KFpbm7Osccem7vuuiv19fU7HdvS0uJTPvSqf/qnf8qf//mfJ0mOOuqoLFiwYIef9U8++WSOOuqotLa2Zp999snq1atTWek8Ht6dr33tazniiCNyxBFHZPTo0XnxxRczYcKEJMXPUH/22Wczbdq0tLW1ZcaMGXnooYcyePDgrv1NTU2ZNWtWnnjiiVRWVmbp0qWZNGlST70kAKCfsoZ6P7Zw4cKu9X3POeecHcr0JLnwwgszbdq0JFsLo9bW1t6MyAB199135/TTT99pmZ4kDQ0NufLKK7u+vvPOO3srGuxg+fLl+cpXvpIk+eEPf6icpOQ+85nPpLm5OQ0NDfnZz362yzI9ifcrve6RRx7p2r744ot3+rP+8MMPz0c+8pEkydq1a7N06dJey8fe65JLLslHPvKRjB49+h0/xlVXXdW1tNv3v//97cr0JBkyZEi+//3vJ9n6aYyrr776HT8XALD3Uqj3Y29eM/WTn/zkTseUl5fnzDPPTLL1gMYF9ugr3nzW73PPPVe6IAx4f/3Xf52NGzfmrLPOcjY6Jbd06dLcf//9SZL//b//dxoaGkqcCLbX0tLStb276/O8+aze5ubmHs0ERXR2duaf//mfkyRTp07NkUceudNxRx55ZA4++OAkW4+3fKAbAHgrhXo/tmDBgiTJ0KFDc/jhh+9y3KxZs7q2H3744R7PBUW8+YC8vNy3Ikrjpz/9ae6+++6MGDEiV1xxRanjQP7xH/+xa/u0007r2l67dm3+8Ic/7PYCpdAbpkyZ0rX9/PPP73Lctj+Wl5WV5aCDDurxXLAnL7zwQtd1ft58fLQz2/avWLEiL774Yk9HAwD6GS1WP7ZkyZIkyeTJk3e7LuXUqVN3uA+U2vz587u23/wehd7yxhtv5Pzzz0+SXH755Rk5cmSJE0Hy2GOPJUnq6+szbdq0/L//9//yX/7Lf8mIESMyZcqUNDQ0ZOLEibnkkkuycePGEqdlIDrjjDMybNiwJFu/d7a3t+8w5qmnnso999yTJPkf/+N/dI2HUnrzcdCefvd0/AQA7I5CvZ/asmVLGhsbkyRjx47d7dh99tknQ4cOTbJ1rWAotY6Ojlx22WVdX59++uklTMNAddFFF+WVV17JBz7wgZxzzjmljgNJksWLFydJxo8fn8985jP5+Mc/nt/+9rfbjXnhhRfy9a9/PUcddVRefvnlUsRkABs5cmRuvvnmDB48OI888kiOOOKI3HLLLXnsscdy33335ZJLLsmsWbPS0tKSP/mTP8n3vve9UkeGJNsfB+3p+GncuHE7vR8AQKJQ77c2bNjQtV1bW7vH8dsKdWez0RdcddVVefzxx5Mkc+fOzYwZM0qciIHm4Ycfzg033JDKyspce+21KSsrK3UkSJK8/vrrSbaupf6DH/wgw4cPz7XXXpvVq1dny5YtWbhwYT784Q8nSZ555pmcdtpp6ejoKGVkBqC5c+fmiSeeyDnnnJNf//rXOeuss3LUUUflhBNOyNe//vUMGTIk3/ve9/Lwww9n3333LXVcSPL2jp+2HTsljp8AgB0p1PupLVu2dG1XVVXtcXx1dXWSZPPmzT2WCYqYP39+vvjFLyZJRo0alR/+8IclTsRA09LSknPPPTednZ254IIL8r73va/UkaDLpk2bkmy9iGNFRUX+9V//Needd15GjhyZ6urqzJgxI3fffXdXqf6rX/0qP/vZz0oZmQGotbU1t912W+66666dXrDx1Vdfze23354HH3yw98PBLryd46dtx06J4ycAYEcK9X6qpqama/vNF3fclebm5iTJ4MGDeywT7Mnvfve7zJ07N21tbamurs5Pf/rTjB49utSxGGAuvfTSLFmyJAcccEC+9rWvlToObOfNP99PO+20HHnkkTuMKS8v3+4iurfffnuvZINk6x995syZk29961t57bXXctFFF2XJkiVpbm7OunXrcu+99+aYY47JwoULc9JJJ+Xv//7vSx0Zkry946dtx06J4ycAYEcK9X6qrq6ua7vIxxC3nfFWZHkY6AkvvPBCPvjBD2bt2rWpqKjI7bffnlmzZpU6FgPM0qVL8+1vfztJ8v3vf3+7j3RDX/Dmn+/bzkLfmUMOOST7779/kmThwoU9ngu2+drXvpaHHnooSXLjjTfm8ssvz9SpU1NVVZVhw4blhBNOyAMPPJDZs2ens7Mzn/vc53a4DgCUwts5ftp27JQ4fgIAdlRZ6gC8MzU1NWloaEhjY2NWrFix27Fr167t+qXwzRfYgd7y8ssvZ86cOXn55ZdTVlaWH/3oR5k7d26pYzEAXXXVVWlpacnEiRPT1NSUO+64Y4cxzzzzTNf2vHnz8sorryRJTjrpJAU8PW7cuHFd77kiF81buXJlVq9e3RvRIJ2dnbnpppuSJFOmTMlZZ52103GVlZX5xje+kWOOOSYdHR256aabctVVV/VmVNjBm7+n7un46c0XInX8BAC8lUK9H5s2bVoWLFiQZ599Nm1tbams3Pn/zqVLl253H+hNjY2NOeGEE/L8888n2XpW8JlnnlniVAxU2z7C/fzzz+eMM87Y4/hvfOMbXdsvvPCCQp0ed8ghh3Sdcd7e3r7bsdv27+rnP3S3V199tevCuYceeuhuxx5++OFd22/+XRRKZfr06V3be3pPOn4CAHbHki/92DHHHJNk60cSn3zyyV2Omz9/ftf20Ucf3eO5YJt169blQx/6UBYvXpwkueyyy/I3f/M3JU4F0Hf91//6X7u2n3vuud2O3faHym1Lv0BPe/Mfb9ra2nY7trW1daf3g1KZMGFC9ttvvyTbHx/tzLZljfbff/+MHz++p6MBAP2MQr0f+9jHPta1ve3jt2/V0dGRW265JUkyfPjwzJ49uzeiQZqamnLiiSdm0aJFSZIvf/nL+cIXvlDiVAx0N998czo7O3f7780XKn3ggQe6bndATW/46Ec/mkGDBiVJfvazn+1y3Pz58/Paa68lSY499theyQYjRozIsGHDkiSPPvrobkv1NxeWEyZM6PFssCdlZWU5+eSTk2w9A/2xxx7b6bjHHnus6wz1k08+OWVlZb2WEQDoHxTq/djMmTO7DqJvvPHGPProozuMufLKK7NkyZIkyfnnn991kA49qaWlJXPnzs0jjzySZOt775vf/GaJUwH0fe95z3vyv/7X/0qS/Nu//dtO1/nfsGFDPvvZz3Z9fd555/VWPAa48vLynHjiiUm2Xh/lW9/61k7HrV27drs/on/kIx/plXywJ5/97Ge7PjHxmc98Jps3b95u/+bNm/OZz3wmydZPVrz5ey0AwDZlnZ2dnaUOwTv31FNP5eijj87mzZtTW1ubL33pS5k9e3Y2b96cO+64I9dff32SrReOeuKJJ7a7uj30lFNPPbXrzMrjjz8+V1999W7P7qmqqsqUKVN6Kx7s1te//vVccsklSbaeoX7ccceVNhADzpo1azJjxowsW7YslZWV+au/+quccsopGTZsWJ5++ulcfvnlXWdPfvrTn84111xT4sQMJEuXLs3hhx+epqamJFsv2HzWWWdl4sSJ2bJlSx577LFcffXVWbZsWZLkz/7sz3LfffeVMjJ7iYcffjjPPvts19eNjY35/Oc/n2Trspbb/hi5zdlnn73Tx7n44otz2WWXJdl6LYAvfOELmTRpUp577rlcfvnleeqpp7rGXXrppT3wSgCA/k6hvhe466678vGPfzzr16/f6f4pU6bknnvuyeTJk3s5GQPV2/1o7IEHHpgXX3yxZ8LA26RQpy9YsmRJPvrRj25XHr3VX/7lX+baa6/16TN63X333ZczzjgjjY2Nux13/PHH584778w+++zTS8nYm5199tn58Y9/XHj8rg5zOzo68qlPfSo/+tGPdnnfc845J9dff33Ky32gGwDYkd8Q9gInnXRSfvvb3+aCCy7IlClTMmTIkAwfPjwzZszoOstCmQ4A/ce0adPy61//OldccUX+9E//NCNGjEhVVVXGjh2b//7f/3vmzZuXG2+8UZlOScyZMydLly7N5ZdfnuOOOy4jR47MoEGDMnjw4EyYMCGnn356fv7zn+e+++5TptPnlJeX58Ybb8w999yTk08+Ofvtt1+qqqqy33775eSTT84vfvGL3HDDDcp0AGCXnKEOAAAAAAAF+LM7AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAUoFAHAAAAAIACFOoAAAAAAFCAQh0AAAAAAApQqAMAAAAAQAEKdQAAAAAAKEChDgAAAAAABSjUAQAAAACgAIU6AAAAAAAU8P8BRYYxl0y8D4YAAAAASUVORK5CYII=\n", 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"text/plain": [ "
" ] }, "metadata": { "image/png": { - "height": 527, - "width": 746 + "height": 530, + "width": 788 } }, "output_type": "display_data" } ], "source": [ - "plot_results(lscp_from_cost_matrix_even, facility_points, \"CLSCP - Even Capacities\")" + "plot_results(\n", + " clscpso_3, clscpso_3.problem.objective.value(), facility_points, clis=client_points\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### LSCP built from geodataframe" + "In scenario 3 neither facilities have the capacity to be the sole server of all client locations. However, they do have a combined capacity of 15. Therefore, both Facility $y_0$ and Facility $y_1$ are selected in the solution. Moreover, all client locations are within the 15 distance unit `SERVICE_RADIUS` from both facilities so they both can potentially serve all locations.\n", + "\n", + "### Scenario 4" ] }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 30, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:56:03.774139Z", - "start_time": "2022-12-18T02:56:03.329610Z" + "end_time": "2023-01-10T18:19:59.275307Z", + "start_time": "2023-01-10T18:19:58.865723Z" } }, "outputs": [ { "data": { - "image/png": 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mTp2qpUuX6sorr/Tzszg/I0aM0AMPPKDt27drzZo1uvTSS8vd99///rd35f/w4cPP6joul0uDBw/WvHnzSjxut9tls9mUmpqqVatW6dtvv9VPP/1U6nin06mHH35Y7733XqltO3bs0I4dO/Thhx/q3Xff1ciRI8+qtiI5OTkaOnSovvjiixKP5+fn69dff9Wvv/6q9957T7Nnz9aNN95Y5jny8vJ03333afbs2eXWuXDhQj333HPlhuS+mjBhgl544YVSb9SkpqYqNTVV06dP1zPPPFPma1ySsrOzdd1112n16tUlHv/555/1888/a86cOfrwww/Pq0ZUjEAdAAAAAADUOHa7XV8vXKSsw8dU7J6aZfLkOxVuDlVrayNJUhtrI4WbQ5WfmatTNrtOKbPcYw0G6ZusrzVu3DgFBwf78ymctxEjRmjixIlyu92aMWOGnnzyyTL3czgcmjlzpiSpX79+FQbvlWHAgAHq2rWrJKlTp06SpPvvv19jx4717hMTE+P92ul0qkGDBrrlllt02WWXqXnz5rJYLDpw4IB++OEHTZ48WTabTUOGDNHGjRvLXMV99OhR9erVS4cOHZIkXX311Ro2bJjatm0rg8Gg1NRUpaSklAqSK9PmzZt16NAh74idF198Uf379y+xT3x8vCTpzjvv1OOPP668vDxNnTq1wkB96tSpkqR27dpVuF9Z3nvvPW8PLr/8co0YMUItWrSQ1WrV8ePHtWXLFn377bc6fvx4mcffd999mjFjhiTpuuuu05133qnWrVvLYDBo06ZNevvtt7V161aNGjVK9evX10033XRW9blcLt10001aunSpDAaD7rjjDg0cOFDNmjWTw+HQunXr9MYbb2j//v269dZb9cMPP6hLly4lzuF2u9W/f38tXrxYktSqVSuNHTtWXbt2VVhYmA4fPqwffvhBc+fOLXHc2fy8ijz77LOaMGGCJKlnz54aPny4OnTooKCgIO3YsUPvvPOOfvzxR73wwguKjY3VQw89VOo533nnnd4wvXv37nrkkUfUqlUrHT16VNOmTdO8efM0evTos+ojzg6BOgAAAAAAqHH27t2rfEeBjJYg2Y9ky+N0y2w0KdIcXmrf6KAojW53s8xGkyTJbDTpmbZD9UHqIp3Mzim1f5YzR063SwazUcH1I5Rnz9fevXur3I00W7durT59+mjFihWaOnVquYH6119/rYyMDEmFAeiFFh0drejo6BKPxcfHq2PHjmXuP2LECD333HOl5qwnJSWpf//+euihh3TppZcqLS1NL7/8sj799NNS5xgzZow3TH/11VdLfcKgW7duuv322/XGG294V3dXto4dO8pqtXq/T0hIKLcHUVFRGjRokGbMmKE5c+bo7bffVmhoaKn9Nm3a5F2Bfy4/26IQuUePHlq6dKnM5pJR4tVXX62HH364zED9888/94bpH374oUaMGFFie9euXXXXXXfphhtuUEpKih5++GFdd911pa5RkbfffltLly5VUFCQFi5cWGq80aWXXqqhQ4eqd+/e2rp1q8aNG1fqZsOTJk3yhum33HKLZs+erZCQkBL73HDDDZowYYKOHDnifexsfl6StH79er300kuSpKefftobrBfp0qWL7rjjDg0bNkwzZ87U3//+dw0dOrTE78aiRYu0aNEiSdL111+vhQsXlujX9ddfrxdeeEHPPfdcuXXg/DFDHQAAAAAA1DitW7fWe++9p7hG9RXSOFrGsCC5PR71je+idzo/rMmXjPP+ebnjSDUJq1fi+Kbh9fVyx5El9nun88O6Jj5Jbo9HxrBghTSJVnzjBnr//ferXJhepCjE3LlzZ6kREUWKVjDHxsae9QrhQGjatGmFNy1NTEzUX//6V0nSV199Jc9pH1HYvn27Fi5cKEnq379/heN6wsPDS6yOr0qKfrZZWVlasGBBmfsUjfIJCgrS0KFDz/oaRQFyz549Kwy669SpU+qxV155RVJhSH16mF7EYrHonXfekVT4JtiZRjQV53A49MYbb0iSHnzwwXLvFRATE6OJEydKklatWqVdu3Z5t7ndbu+2hIQEzZgxo1SYXsRoNKphw4Y+13e6V199VW63W126dNELL7xQ7jUmTZqkkJAQZWdna/78+SW2F43OCQkJ0Ycffljmz+Tpp5+uMNjH+SNQBwAAAAAANVKXLl00e/Zs9eh5qUISo2SsY9HctKV6ZccsnXLYzupcpxw2vbzj35qXtkzGOhaFJEbq0p6XadasWUpKSqqkZ3D+brvtNu8K16LgvLijR4/q22+/lSTdddddVW5sjS+ysrKUmpqqrVu3asuWLdqyZYvCwsJKbCvuP//5jzdkf+SRRy54vf7Su3dvtWnTRlLZP1u73a5Zs2ZJKlxhffr4EV80aNBAUuHK6MzM8kcfnS4tLU0bNmyQJN1+++0V7tuuXTvFxsZKkn788Uefr7Fu3TrvzUbPdI0+ffp4vy5+jU2bNiktLU2SNHLkyBIrzv3J4XB4f89uu+22EjfgPV10dLR39FHxWp1Op5YvXy6pcDRTeeG+0Wis8vdBqO4I1AEAAAAAQI1Vp04dvfPOO7r//vsVEmdVSEKUtuTs1d+2fKhtWXt9Ose2rL362+YPtDVnn0ISohQSZ9XYsWM1adKkMlfmViWhoaEaMmSIpMLxHTk5JUfYfPrpp96bI57tDSsDad++fXrooYfUtGlTRUVFqXnz5urYsaM6deqkTp06adSoUd59Tw+Cf/75Z0mFq7bPdqZ4VVM0xiUlJUX79u0rse2rr77SsWPHJJ37z7YomN21a5datmyp4cOHa/bs2Tp48GCFxxW/QengwYNlMBgq/FP0Myo+UuVMil/jsssuq/D8xYPy4tcoei1IJUN3f9u2bZtyc3MlSU8++eQZ+1H03IrXunv3bu85unXrVuH1unfvXknPBBKBOgAAAAAAqOGMRqPuu+++EiNgssz5enH7TP10YkeFx/50Yode3D5TWUF2hTSJVlyj+nrvvfc0fPhwGY3VI1YZOXKkJCk7O1uff/55iW1FK5u7devmXRVb1X377bdq37693nnnnVIhclny8vJKfF8U3tapU6fc8R7VxbBhwxQUFCSPx6Pp06eX2FY07qVBgwbljkM5k+HDh+upp56S2WzWqVOnNHXqVA0ZMkSNGjVSy5Yt9fjjj2vPnj2ljktPTz+n6xUFxr7wxzWKv9lStBq/Mvij1hMnTni/PtOnDerVq1fhdpwfbkoKAAAAAABqhaIRME8//bTWrVsn+6EsLc/8RV1j2pR7zPLMX2QINyu4YaR69OihCRMmVPlV6afr3LmzunTpog0bNmjq1Km6++67JUlr167Vtm3bJFWf1enHjh3TkCFDlJubK6vVqscff1x/+tOf1KJFC0VFRXlH1qSkpOiaa66RpFIz1ItUNHajuoiPj9fNN9+szz//XNOmTdMzzzwjg8GgQ4cO6fvvv5ck3X333Wd1o8/TvfTSSxo1apT+/e9/Kzk5WWvWrFFubq52796tN954Q//617/0r3/9S2PGjPEe43K5vF//+9//1kUXXeTTtc5mXn3xayxbtkx169b16bjywujKfD0Ur3XixIn6v//7P5+OCw//4ybKxV/HZ6q1vNc8/INAHQAAAAAA1Bp16tTRHXfcoXXr1sntcMtiqXhmuMUYLLfDLUm64447ql2YXmTEiBHasGGDli9frj179qh58+be1emhoaEaPHhwgCv0zbx583Ty5ElJ0oIFC3TttdeWuV/x1bynK5rXfezYMdnt9mo5N764ESNG6PPPP1dqaqqWL1+uK6+8UjNmzPCGuP54s6RJkyZ66qmn9NRTT8nhcGjdunWaN2+epkyZovz8fI0dO1Y9evTQJZdcIkklwm2DwVApN8ksfo3g4OBzukbRa0GSDh065J1J72/Fa3U4HOdUa/G/e44ePVrhvue6Ih6+qR6fTQIAAAAAAPCTJUuWyGN3yVPg1KV12kuS3B63vjm8RlP2LNI3h9fI7SkM0XvUaSdPgVMeu0tLliwJZNnnZciQIQoLC/OOBsnLy9OcOXMkSQMHDlRUVFSAK/TN1q1bJRWGi+WF6VLJ+dqnK7qJrMPhOKubYF4I57JKul+/fmrcuLGkP0b4TJs2TZLUq1cvtW7d2m/1SYWz53v16qW3337be9NTj8ej+fPne/cpCtYleVfK+5s/rlH8hsIrVqw46+N9/Xl16NDB+8bNudbaokUL7812169fX+G+Z9qO80OgDgAAAAAAag273a7ly5fLmV2gMJNFF0U11ymHTS/v+Lc+PfC9VuRt06cHvtcrO2bplMOmi6NaKNQUImd2gZYvXy673R7op3BOIiMjdfvtt0uSpk+frvnz5+vUqVOS/rixZXVQdAPVgoICud3uMvfJzc3VjBkzyj3HDTfc4A1C33rrLf8XeR4sFov364KCAp+OMRqN3lXo8+fP17fffqsdOwrvDVDZP9uisTpSyXnkLVu2VPv2hW9WzZkzR/v37/f7tS+//HLvqu33339fWVlZZ32Oiy++WI0aNZIkffTRR7LZbGd1vK8/r7CwMG+vli1bpnXr1p11rWazWVdccYWkwlD+8OHDZe7ndrtLzdOHfxGoAwAAAACAWmPt2rXKycmRy2ZXl5jW+t12UH/b/IG25uxTSEKUghtGKCQhSlty9upvWz7UTttBdY1pI5fNLpvNprVr1wb6KZyzESNGSJL27dun8ePHS5KaNWumK6+8MoBVnZ1WrVpJknJyckqsiC7icrk0YsQIHTp0qNxztG7dWrfccoskaeHChZo4cWK5++bk5FQ4Psbf6tat613JvHv3bp+PK7pJbm5urjdct1qtGjRo0HnVM3PmTO+bGGUpvtq6WbNmJbY9/fTTkqT8/HwNHDhQGRkZ5Z6noKBAkydPVn5+vs+1WSwWPf7445KkI0eO6I477lBOTk65+2dnZ+udd94p8ZjRaNRf//pXSdLBgwd19913l/ummdvtLvW6Opuf19///nf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"text/plain": [ "
" ] }, "metadata": { "image/png": { - "height": 527, - "width": 746 + "height": 530, + "width": 788 } }, "output_type": "display_data" } ], "source": [ - "plot_results(lscp_from_geodataframe, facility_points, 'CLSCP')" + "plot_results(\n", + " clscpso_4, clscpso_4.problem.objective.value(), facility_points, clis=client_points\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "You may notice that the models are different. This result is expected as the distance between facility and demand points is calculated with different metrics. The cost matrix is calculated with dijkstra distance while the distance using geodataframe is calculated with euclidean distance. \n", + "When setting facility capacities as equivalent, and high enough to serve the complete set of demand, only 1 facility is needed to satisfy the objective. The selection of Facility $y_1$ is arbitrary in this case and may differ according to the internal state when the solver begins the solution process.\n", "\n", - "But why it needs just one facility point to cover all of those demand points? It can be explained by the nature of the problem. The problem was configured in a synthetic manner, the street is created with 10x10 lattice and the max_coverage parameter is 8 meters, so this result is not weird at all. You can change the max_coverage parameter to 2 meters and you will obtain a different result but be aware with how many points will be covered." + "### Scenario 5" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:19:59.660217Z", + "start_time": "2023-01-10T18:19:59.278736Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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u3VWyZEmb1lihQgUNHDhQoaGhlv5cuXJlllMb3S67z5n2jfzffvstZ4XegS2eI1XasODQoUMZHhMfH69//vlHUvYDisxGT9jD1atX1aFDB8tInAkTJuill17K1bVS+8TT01N33XWXzWoE8gMBBQAABVhsbOythqurcYXkhzTPY/WcAAAAeRRz8aKuHDiQo3Ou7N+vmIsX86kix5S64LNkvcbA7aZPn57pvrvvvluVK1eWJH333Xe31k9zEGnXMoiLi8vWOd7e3pYFl2fPnq3Fixfr6tWrkqRBgwbZvsh/ubq6WtYhSExMzNGHeLL7nDVq1FBQUJAk6YcfftDJkydzV2wW8vIcqZo2bWpZW2Hbtm0ZHrNv3z7Lz3DjLEY/paSkaM+ePZKyDihSUlLy/JXZ6ImbN2+qU6dO2rFjhyTprbfe0ujRo+/UDZlK7ZN7771XLi5MoAPHRkABAEABFh8ff6tR2H7x/HceYyn7fywCAABkR2ajIXxq1VLLSZPkExiY4f6cTgtV0NWsWdPyevbs2Rke89VXX+n//u//Mr2Gk5OTXnvtNUlSRESE+vfvb/07bBrJyck6c+ZM7gvOhbQLdx85ciTb5w0ePFiSdOLECb3++uuSpICAAN1///25rmXjxo0KDw/PdH98fLzWr18vSfLy8srR1D05ec6xY8dKMn9IqHv37rqYRTAXFxenL7/80uoDRfn5HKnc3NzUvHlzSdLWrVszPCbtdLhZjaA4fPiwJTgzYgRFfHy8Hn/8cW3atEmSNGzYMI0fPz7X14uLi7MELq1bt7ZJjUB+KmTvZAA5lxgbq8v79ql03bpySfOJAgAoCNzc3G410nzCrVBIs0Bf6gKMAAAAtnD2tumdTC4uqvvcc6r77LNydnOTf7t22vfNN9r37bdKSfM71pk//9RdOVystiBr1KiR6tWrp7179+qrr75SVFSU+vTpowoVKujUqVOaN2+eFi9erJYtW1reXM3ISy+9pBUrVmjNmjVaunSp6tevryFDhqhp06YqXry4zp07py1btmjBggXq3bu33nvvPbs+o4eHh2JjY/X222/LxcVF1apVk5OT+TO9lSpVsnxSP62WLVuqTp06OnDggM6dOydJCg4OztNC4L///rvGjRun1q1bq1OnTmrQoIH8/PwUExOjQ4cOafr06ZZP2A8ePDhHn4zPyXP26tVLv/76q2bPnq2wsDAFBQXp+eefV9u2beXn56fo6GgdOXJEGzdu1JIlS3T58mWrdRLy8znS6tSpk9avX6+tW7fq+vXr6RbKTg0ovL29s5zmKHV6J8mYgKJXr16W6bTatWunQYMGZbkgt5ubmwIzCVEl81RqCQkJksx9BDg6AgoUeZtGjdLpdevk366d2nz+udHlAECOpB2qrX9/CS000jyPBwEyAACwIf927XR6/XolxcbKp1YttfjwQ5WqU8ey39nNTQ1efln+Dz6oLW++qahDh+RcrJj8H3jAwKrtz2Qyae7cuWrXrp2uXLmiBQsWaMGCBVbH1K9fX4sWLVLFihUzvY6Tk5P+7//+TwMGDNDixYt16NAhDR8+PJ+rz54SJUrolVde0X/+8x/t2LFDHTp0sNq/bt26TEdFDBo0SKNGjZJkfsasFj/OruTkZK1fv94ywiAj3bt318cff5yj6+b0OWfMmKFy5cpp0qRJioyM1IcffpjpIumenp5yTjP6OT+fI63evXtrzJgxio2N1dKlS9MtJp0aUDRs2DDL4GjXrl2SzH9z1K5dO9f15NaSJUssr9euXasGDRpkeXzVqlV1/PjxTPd///33kqRatWqpadOmNqkRyE9M8YQi7ea5czq9bp0kKWLtWt08f97gigAgZ0qVKnWrce2acYXkhzTP4+PjY1wdAACg0KnWubM6LlmiRqNGqcMPP1iFE2mVrlNHHX78UY1GjVLHn35Stc6d7Vyp8Ro2bKhdu3bphRdeUNWqVeXq6qrSpUurefPmmjhxorZu3Wo1fVBmihcvrkWLFmnt2rXq16+fAgICVKxYMZUoUUK1a9dW9+7d9f3331umg7KnCRMm6Ntvv1Xr1q1VunTpdG+2Z6Zfv36W1w8//LBlrY3cev311/XLL79oxIgRuvfee1WlShV5eHjIw8ND1apV01NPPaWff/5ZP/30U64+wJOT53R2dtYnn3yi/fv3a+TIkWrUqJFKlSolZ2dnlShRQnXr1lWfPn00e/ZsnT171mqUSX4/R6pKlSqpW7dukqT58+en2586zVF2F8iuV69etr/3jio1rJGkIUOGGFwNkD2mlJSUFKOLyInIyEjNnDlTy5Yt05EjR3TlyhWVKVNGlStXVps2bdS9e3e1aNHCpveMiIiw/J/MqVOn5O/vb9Pr28LFixdVtmxZq20XLlzI1Tx+RcnB+fMV9tFHlnaTN99UrT596E8boz9ti/60rYLen/Pnz1ffvn3NjUcekR580NiCbOl//5N+/VWS+Tl79+5tcEH2V9B/Ph0N/Wlb9Kdt0Z+2VZD6syD8vWlrhw8fVmJiolxcXKzWOAAKmt9//10PPfSQJOnHH3+0LJwN+9myZYtatGghZ2dnhYeHq1q1akaXZKh58+apX79+Kl26tI4fP55u2ivAFmz9/+MFagTFokWLVLt2bY0ePVqbN2/W+fPnFR8fr7Nnz2rr1q2aOHGiPvnkE6PLRAFyas2aLNsA4OiaNGlyqxERYVwh+SHN81g9JwAAAOAAZs6cKUkqU6aM5ZP8sK97771XHTt2VFJSUp6miyoMkpOT9dG/H8IdNWoU4QQKjAITUMyZM0dPP/20Ll26pLJly+rdd9/VmjVrFBYWpp9//ln//e9/9fDDD8vV1dXoUlFAxF66pIthYVbbLoaFKfbyZYMqAoCcCwwMlJeXl7lR2AKK06clmefL5dOVAAAAcCTHjx/XokWLJJkXx3Z3dze4oqLrk08+kbOzs0JCQnTy5EmjyzHMokWLdODAAVWuXNlh1ngBsqNALJJ94MABPffcc0pOTlbr1q21YsUKlSxZMt1xQ4cOVXx8vAEVoiCK+P13pSQnW21LSU5WxO+/q2QmC2ABgKNxcnJSo0aNtHHjRikqSoqOljw9jS4r727cMD+PzHPGOjkVmM9UAAAAoJA6ffq0bt68qWPHjumNN95QQkKCPDw8eDPYYPXr19esWbMUHh6ukydPqkqVKkaXZIikpCS9++67ateundWaIICjKxABxdChQxUXFydfX18tWbIkw3AilZubmx0rQ0F2MpPpnE6tWUNAAaBAadq0qTmgkKRDh6Q7LAJXIBw+bHnJ9E4AAABwBH369NH69euttn3wwQeqVKmSQRUhlWVdviKsKK7Zh8LB4T+O+M8//+j333+XJL388svy9fU1uCIUBnFRUTq/dWuG+8799ZcSrl+3c0UAkHtdu3a91QgNNa4QW0rzHMznCwAAAEdSvHhxNWzYULNmzdJrr71mdDkAUKA5/AiK1Pn8JOnJJ5+0vL5y5YoiIyNVunRplSlTxojS4KCunTihvz//XHFXr2Z6TPzVq0pJTMxwX0piosJGjtQbtw0JDBs1yjJCx71kSdUfOlTeVavarnAAyKW2bduqTp06OnDggHTsmHT2rFShgtFl5d6ZM+bnkBQUFKQ2bdoYXBAAAAAg/fHHH0aXAACFjsMHFFu2bJEklSxZUnXq1NH8+fP1n//8R3v27LEcExAQoAEDBmjkyJG3FgqFIiMjjS7BEPv++1+dWb06T9e4fuiQ6t/2s3R5+3ardkJKiuq+8Uae7lNUZPSzWFR/Pm2B/rStwtKf/fv315gxY8yN0FCpe3djC8qLNKMn+vXrVyC/H7ZSWH4+HQX9aVv0p23Rn7ZF3wEAABQMppSUlBSji8hKQECAjh8/rrvvvlutWrXSF198kemx9erV06+//qqKFSvm6B4RERFZ7j979qyaN28uSTp16pT8/f1zdH17uHjxosqWLWt0GQ6heYkSGurvLyeTKd/ukZySos8jIrSVqaAAOCJ3d2nsWMnDw+hKci42Vho3ToqPN7oSAEAhc+HCBfn5+RldRjoRERGqXLmyJMf9e9PWDh8+rMTERLm4uKhmzZpGlwMAAHLA1v8/7vBrUFy+fFmSeS2KL774Qj4+Ppo+fbouXLig2NhYbdu2TR07dpQk7d27V08++aSSk5NzdI/KlStn+ZUaTqBg2Hr9uj4+cUKXExLy5fqXExL08YkThBMAHFdcnPTbb0ZXkTu//ko4AQAAAABAEeHwAUV0dLQkKS4uTs7Ozlq1apWef/55+fn5yd3dXU2bNtXKlSstIcXmzZu1ZMkSI0uGA9h/86bGHD2qMBuHCGHXr2vM0aPaf/OmTa8LADb355+WdRwKjKNHpU2bjK4CAAAAAADYicMHFB5ppqd48sknde+996Y7xsnJSZ9++qmlvWDBghzd49SpU1l+bd26NfcPAMPcSErS5FOnNOvsWcXncFTN7eKTkzXr7FlNPnVKN5KSbFQhAOSjlBRp4cKCMxohPl5atMhcNwAAAAAAKBIcfpHsEiVKWEZRpI6SyEjdunVVqVIlnT59Wtu2bcvRPQrrHJ/79++Xr6+v0WU4hOvh4fr7gw8UffJkjs89HRenzyMi9OvOnfRnLkVGRiooKMhqGz+fuUd/2lZh68+kpCR16dJF27dvlyIjpdWrpa5djS7rzlavNtcrqVmzZlq+fLmcnZ0NLsp4he3n02j0p23Rn7ZFf9pWRv0JAAAAx+PwAUXlypV17tw5SXcOEipXrqzTp0/rwoUL9ijN4fn6+jrkInBG8PPzU5UlS/Rb796KOnQo2+ediI3Ve8eOKT4lhf60MfrTtuhP2yro/Tlv3jw1bNhQsbGx5qmeqleX6tY1uqzM7dtnrlPmkZPz5s1T+fLlDS7KcRX0n09HQ3/aFv1pW/QnAAAACjuHn+Kpbpo3VJLuMLVO6n4XF4fPXWAAk5OTbpw+naNzyrq6Km+TQwGA/dWqVUvjx483N1JSpHnzpPBwY4vKTHi4ub5/p3YaP368AgMDDS4KAAAAAADYg8MHFG3atLG8PnLkSJbHHj16VJJUqVKlfK0JBdPZzZuV+O90YdlVzNlZ9T0986kiAMg/I0aMUJ8+fcyNxEQpJMTxQorwcHNdiYmSpL59+2rEiBEGFwUAAAAAAOzF4QOKrl27ytXVVZK0ZMmSTI9bv369Ll26JElq3bq1XWpDwXJqzZpcndfM29vGlQBA/nNyclJISIi6dOli3hAfL82YYZ5OyRHs3Wuu599FvLt27aqZM2fKycnhfzUBAAAAAAA24vDvApQpU0aDBw+WJK1Zs0Y//PBDumOuX7+u4cOHW9rPP/+8vcpDAZGckKDT69bl6twmJUqIZVoBFESurq5auHDhrZAiMVGaPVtavtwSDNhdfLy0bJk0Z45l5ETXrl31448/Wj6QAAAAYIRr167pyJEjOnDggI4cOaLr168bXRIAAIWewwcUkvT++++rSpUqkqR+/fpp6NChWrduncLCwjRr1iw1b95cu3btkiS9+OKLatasmYHVwhGd37pV8deuZbjP/8EH1fmXX+Tfrl2G+72cnVWHaZ4AFFAeHh766aefbk33lJIibdwoTZkiHTtm32KOHpUmTzYviP3vmhN9+/bV4sWL5eHhYd9aAABAkXft2jV9/fXX6tWrlwIDA1WyZEnVqFFDQUFBqlGjhry9vRUYGKhevXrp66+/1rVM/qYEAAC5VyBWk/bz89Pq1avVtWtXhYeHa9q0aZo2bVq64wYOHKjPPvvMgArh6DKa3snJzU1NRo9WjaeekslkUuv//leHf/hBO/7zHyXf9sni5iVK2KtUALA5V1dXzZkzR40aNdLYsWMVGxsrRUZKX30ltWwpdegg5WdAEBsr/fqrtGmTJZjw8PDQ+PHjNWLECKZ1AgAAdnXw4EFNnTpVc+fOVfQd1ik8fPiwDh8+rB9++EGjRo1S3759NXz4cNWqVctO1QIAULgVmHcE6tSpo127dunTTz/VPffco9KlS8vNzU3+/v566qmntHbtWs2YMYPpIZBOclKSItautdpWsnp1PfLjj6r59NMymUySJJPJpMBevfTIjz/Ks1o1q+ObensrJSnJXiUDgM05OTlp5MiR2rVrl1q0aGHemJJiHs0wbpz000/S2bO2vemZM+brjhtnNWrivvvu065duzRy5EjCCQAAYDeJiYn66KOP1KBBA02fPt06nHBxkSpXlho2lJo2Nf9v5crm7f+6ceOGpk+frgYNGujjjz9W4r/TVQIAgNwrECMoUnl6emrUqFEaNWqU0aWgAIk5f16x/y6gLkk1nnpKjV97TS7FimV4vE9goO6ZPl1vNW+uB0uXliSVdHFR7MWLUvnydqkZAPJLrVq1tHHjRk2dOvXWaIr4eGnLFvNXQIDUooVUs6bk5ZXzG9y4IR0+LIWGpptCysPDQx9++KGGDRsmZ2dW9wEAAPZz7Ngx9ezZU9u3b7+10d1datxYatZMqlhRyuj3k6Qk6fRpads2accOKT5e8fHxevPNN7VkyRItXLhQAQEB9nsQAAAKmQIVUAC5UaxcOVXr0kVXDhxQg5dfVuWHH77jOc4eHpp57pz+jo5WDz8/HY+N1UNly9qhWgDIf87Ozho5cqS6deumSZMmWU9vcOzYrWDBx0eqVEny9zd/eXtLrq7mP96TkqSE/2fvvsOkrO7+AX+WsqyCWAKoKFYERbFrNGqMJrbYoia+sWCNaSa/6KsxzSQm0UQTa0zUxERELImKHXtvEAVRVOziK9gQBWlSFub3x4QF3EKbndmF+76uuZyZ5zzP+c7ZgjufOefMSiZNSsaOLd7eeSeZOLFefx07dky/fv1yyimnpGfPnmV7nQAASfLSSy/lK1/5St59993iE1VVya67Jl/+8sKXuWzbNllnneJt332TBx5IHnkkKRQybNiw7Lzzzrn//vuzySabNP8LYbny1ltv1YVf/fv3zzHHHLNc9A3ze/jhh7PbbrslSR566KF86UtfWuxrrLfeevm///u/HH300bnyyitLWyAlIaBgmdembdt84eyzl+jcpydPztOTJydJfmsZEmAZ07Nnz1x66aU555xzMnDgwFxyySUZNWrUvAYTJxZvL764VP2MHDkyG2ywwVJdAwBgSYwePXrBcKJLl+Sww4qBw+KqqSmGFH37Jtddl4wfn3fffTdf+cpX8vjjj7fYmRTzv8E3v7Zt26Zz585ZeeWV06NHj2yzzTbZeeeds//++6e6uroClQJQKh999FH+/Oc/55Zbbslbb72VQqGQ9ddfP1/72tfy//7f/8vnPve5SpdYxzuuALCc69y5c0488cS88MILefjhh3PyySfni1/8Yjot5hJPK6200rz9LT7zPABAudXW1ubQQw+dF06stVbygx8sWTgxv3XWKV5nrbWSJO+++24OPfTQVrcnxezZszNhwoS89dZbdUuAfv3rX8/aa6+dM888s9W9HsrnyiuvTFVVVaqqqvLWW29VuhzgM55++un07ds3v/3tbzNy5MhMmjQpkydPzsiRI/Pb3/42m2+++YJLHlaYGRQAQJKkqqoqu+66a3bdddckyZw5c/Laa69l+PDhefbZZzNx4sRMnz49M2bMSIcOHVJTU5NVVlklW265ZbbZZptstNFG+eijj9LNkngAQAvwxz/+cd4bMF26JCeckHTsWJqLd+xYvN5f/pKMH59hw4blT3/6U372s5+V5vrN5Hvf+16+//3v1z2eMmVKJkyYkJEjR+aBBx7I/fffnw8//DC//OUvc/vtt+eOO+5I165dK1gxlbDeeuulUChUugxgCbzzzjvZf//988EHH6Rdu3b53//93+y3335JkjvuuCPnn39+3n333ey3334ZPnx41vpv2F5JAgoAoEFt2rRJ796907t37xx++OGVLgcAYJG98sorOeOMM4oPqqqKyzqVKpyYq2PH4nX/8pekUMgZZ5yRgw8+OL179y5tPyXUrVu3bLbZZvWe32efffKTn/wkL774Yvr165cRI0bkqaeeysEHH5wHHnjAkk8ArcQvfvGLfPDBB0mSa6+9Nt/4xjfqju2yyy7Zdtttc+ihh+aDDz7IL3/5y1xxxRWVKrWOJZ4AAACAZcqFF16YWbNmFR/suuvSL+vUmHXWKV4/ycyZM3PRRRc1Tz9lsummm+aJJ57IVlttlSR5/PHHc8kll1S4KgAWxQcffJCrr746SbLXXnstEE7M9Y1vfCN77bVXkuSqq66qCzMqSUABAAAALDMmTZqUgQMHFh9UVydf/nLzdrj77sV+kgwcODCTJ09u3v6a2QorrJCBAwemqqoqSXLuuefOC3saMGHChJx55pnZcccd06VLl3To0CHdu3fPgQcemJtuuqnJvubuYzB3tstDDz2Ur33ta+nevXtWWGGFbLLJJvnd736XqVOnLnDenXfema9+9at17fr06ZM//OEPmTlzZqN9zZw5M7fffnt+8IMfZLvttsuqq66a9u3b53Of+1w+//nP54wzzsj48eObrHe99dZLVVVVjjnmmCTJyy+/nBNOOCHrrbdeOnTokNVXXz0HHXRQhg4d2uR1kuIeIH/961/z+c9/vm6z8q233jrnnntuZsyYsdDzF9Xw4cNz/PHHp1evXunYsWNqamrqNkU/8cQTc9ttt9Vbzumtt96q+9pceeWVdc8//PDDqaqqyrHHHlv33Prrr1/Xdu7t4YcfbrCW++67L0ceeWTWX3/9rLDCCuncuXO22GKLnHbaaXnvvfeafB3vvvtufvrTn2brrbfOyiuvnOrq6qyxxhrp27dvDjvssFx55ZWZNGnSEo9Tknz44Yf57W9/m5122indunVLhw4d0qNHj+y000757W9/m1deeaXRc996662cfPLJ2XTTTbPSSitlxRVXzEYbbZTvfOc7ef755xs85ze/+U3dmL322msLre+rX/1qqqqqsvrqqze6R8xTTz2VE044Ib169UqnTp3SsWPHbLzxxjnxxBOb7OOz+4rMmDEjF154YXbYYYd06dJlgZ/TUvQ316effpqzzjorW2yxRTp27JjPfe5z2WmnnXL55Zdnzpw5Cz1/STz99NM57LDD0qNHj7qfh2OOOSYvvfRSg+0PPvjgVFVVZdVVV8306dObvHZtbW3WWGONVFVVZc8991zkmm677ba68f/3v/+90PannHJKqqqq0rZt24wZM2aB68yePTtJFvg5/ay5v8Nmz56d2267bZHrbDYFFmrMmDGFJIUkhTFjxlS6nAaNGzeursa5t3HjxlW6rFbLeJaW8Swt41laxrO0jGdpGc/SMp6lZTxLy3iWVmsaz9bw92apvfrqq4VRo0YVXn311Wa5/mWXXTbva7/DDoX86U/Nf9thh7o+L7vssmZ5XUvqoYceqqvt17/+9SKft+eee9ad98QTTzTYZvDgwYVVVlml3s/b/Ld99923MHny5AbPn7+uP/zhD4WqqqoGr/GFL3yhMHny5MKcOXMKP/rRjxrta++99y7U1tY22NfRRx/dZJ1JCp/73OcKjz/+eKNjsu666xaSFI4++ujCoEGDCiuuuGKD12nbtm3hX//6V6PXmTRpUmGnnXZqtI5tttmm8Mwzz9Q97t+/f+NfqCacf/75hTZt2iz0dX/26zN69OgG+57/e6mp20MPPbTA9aZMmVI46KCDmjynU6dOhdtvv73B1/Hoo48WOnfuvNB+Gzt/UVx99dWFjh07Nnn9ddddt8FzBwwYUOjQoUOj57Vt27bw+9//vt55r7/+el2bM844o8n6Pvzww0K7du0KSQo//OEP6x2fNWtW4Xvf+16T9bdv377w97//vcHr9+/fv67d008/Xdhyyy3rnT//74+l7a9QKBTeeeedwsYbb9zkz/M999zT6PfVopr/5/af//xn3Th+9tahQ4cGf24HDx5c1+a6665rsq9bb711kdvOr7a2ttC9e/dCksJee+3VZNtZs2YVunXr1mDbfv361fX/3nvvNXqNd999t67dUUcdtch1zlXqf8fNoAAAAACWGQt8env77cvT6Xbb1d195JFHytNnM/vKV75Sd/+xxx6rd/y+++7LAQcckIkTJ2a99dbLOeeck4cffjjPPPNMbr/99hx55JFJksGDB+foo49usq+77rorP/vZz7LDDjvk2muvzbBhw3L33Xdnn332SZI8+eSTOfvss3PBBRfkoosuyj777JNBgwZl+PDhufXWW7PDDjskSe6+++5cfvnlDfZRW1ubDTbYIKecckr+/e9/Z8iQIXn66adz44035rvf/W6qq6vz0Ucf5aCDDsq4ceOarHfkyJE54ogjsvrqq+cvf/lLhg4dmiFDhuSMM85ITU1NZs+enW9/+9v58MMPGzz/iCOOyBNPPJEk2X777XPddddl2LBhGTx4cL7xjW9k+PDh+c53vtNkDQszcuTInHrqqZkzZ07WX3/9nHfeeXnggQcyYsSIPPbYY7niiivSr1+/dOrUaZGvud122+X555/PmWeeWffcPffck+eff36B23bz/TzMnj07+++/f26++eZUVVXlsMMOyw033JBhw4ZlyJAhueiii7LOOutkypQpOeSQQzJ8+PAF+pwxY0a++c1vZtKkSVlppZVy2mmn5a677srw4cMzdOjQ/Pvf/85JJ52UHj16LPFYXXXVVTnyyCMzderU1NTU5Ic//GHuvPPOPPPMM3n00Ufzl7/8JXvttVfatm1b79zBgwfnmGOOyYwZM9KpU6f8+te/zmOPPZYhQ4bkvPPOS5cuXTJ79uz8/Oc/z6WXXrrAuRtuuGE+//nPJ0muueaaJmv897//XTdr4ogjjqh3/Pjjj6+7/j777JOrr746Tz31VJ5++ulcfvnl2XTTTTNr1qx8+9vfzu23395kX8cff3yee+65HHXUURk8eHCGDx+em2++ua7WUvRXW1ub/fbbLy+//HKSZM8998zNN9+cYcOG5aabbspXvvKV3H333Tn99NObrHVxPPvss/nud7+bbt265eKLL85//vOfPPLII/nJT36SDh06ZMaMGTnyyCPz1FNPLXDe3nvvXff91b9//yb7mHt81VVXzUEHHbTItbVt27bu9+R9992XsWPHNtp28ODBdb+jjjvuuAWOzZ0FsvLKK2eNNdZo9BprrrlmOnfuvMA5FVWSmGMZ1xo+0dKaPiHUGhjP0jKepWU8S8t4lpbxLC3jWVrGs7SMZ2kZz9JqTePZGv7eLLXmnkGx0UYbFce0XbtCzj67PDMozj672F9S6NWrV7O8riW1pDMo7r///rrzjjvuuAWOTZkypbD66qsXkhT23HPPwtSpUxu8xt///ve6a9x///31js//M3rIIYfUm/1QW1tb2OG/s1NWWmmlQk1NTeGkk06qd52pU6fWfUp68803b7CW119/vTBnzpxGX+/IkSMLnTp1KiQpnH766Q22mdtHUpzlMHHixHptrr766ro2559/fr3jt912W93xr371q4VZs2bVa/Ob3/xmgbFZkhkUv/zlLwtJCh07diy8//77jbabOHFiYfbs2Qs819gMirnm/7T96NGjm6zj3HPPrfs0/Z133tlgm48//riw6aabFpIUdt555wWOPfDAA3V9NTVDYtasWYVPPvmkyVoa8s4779TNhOnWrVvh+eefb7TtZ39Hz5w5s7DWWmsVkuIMkBEjRtQ756233iqsueaahSSFFVdcsfDhhx8ucPzPf/7zAjMXGvOFL3yhkKSw4YYb1jt244031l3j8ssvb/D8Tz/9tLD77rsXkhTWW2+9et93839NkxT++c9/NlpLKfqb/3V/+9vfbvAaxx133AI1Le0MiqQ4C6ahmQUPPvhg3cyKbbfdtt7xX/3qV4UkhTZt2hTefvvtBvv54IMPCu3bty8kKfzgBz9Y7DrfeOONullkZ511VqPtDjjggEJSnPE1ffr0BY7N/b286aabLrS/uT9za6yxxmLXagYFAAAAQAMmTZo0b93zNddMGvjEc7No27bYX5JXX3211e9DkSSf+9zn6u5PmDBhgWP9+/fPBx98kJqamgwcODArrrhig9c44YQTsv1/Z7E09cnjFVdcMX//+9/rfUK9bdu2dTMJJk+enK5du+aPf/xjg+fP/fTxyJEj88knn9Rrs+GGG9btq9GQvn375lvf+laS5JZbbmm03VxXXHFFVl555XrPH3744enevXuShmeezP3UeYcOHXL55ZenXbt29dqcfvrp2WyzzRZaQ1Pef//9JEmvXr2y+uqrN9pu5ZVXTps2zfP24KxZs3LeeeclSX7wgx/UzYj5rFVXXTV/+tOfkhQ3Zn/99dfrjs19HUnyxS9+sdG+2rVrV/eJ8MVx8cUXZ9q0aUmSv/3tb02O+9prr73A45tvvjnvvPNOkuQXv/hFttxyy3rnrLvuunWvbdq0afV+Dv7nf/6n7nugsVkUb731Vp588skkDc+e+MMf/pAkOeigg+q+hz+rpqYmf/nLX+qu19g+IUmy++671/tkfqn7m/tzsPrqq+eCCy5o8BoXXXRRunbt2mgdS+K8885rcGbBbrvtlhNOOCFJMmzYsDz99NMLHD/uuOPSpk2bzJkzJ1dddVWD17766qvr9utpavwas8EGG2S33XZLkgX2fpnfuHHjcueddyYpfi906NBhgeNz/+1ZlJlRHTt2TJJMmTJlsWstNQEFAAAAsExYYEmd+d5gL4v5+mtsaZ/WZP43uD4buNx6661Jkl133TXdunVr8jpz31QeMmRIo2322GOPrLbaag0e23zzzevuH3zwwWnfvn2D7bbYYou6+6NHj26ypqQYurzxxht58cUX88ILL+SFF17IKquskiQZNWpUkxuD9+3bd4G65ldVVZWtttoqSfLmm28ucKy2trZuCbA999yzLsj4rDZt2ix0WayFWfO/gdmoUaPqLVlTLk899VTd5teHHnpok23nDx/m/16Z+zqShS+vsyQGDx6cpLjZ94EHHrhY595///1Jil/zpt6Q/sY3vlEXZs09Z65u3bpljz32SFJcxqmhjaGvvfbauvuHH374AsfeeeedumWxFjbGm2yySbp06ZKk6Z/HhkKQUvb37rvv1i0rdOihhzYacHbq1GmhfSyOVVddtcmv8fxfw89+ndZdd926Ze8aCw/mfn9uueWWdb8DFtfcwOe1117L448/Xu/4wIED65b6auh7bu4m3tXV1Qvta2648emnny5RraUkoAAAAACWCTNnzpz3oIFPpjer+T79P2PGjPL23QzmDyU++8n0YcOGJSnuP1BVVdXk7dxzz02y4CfhP6tXr16NHpsbGixOu8ZmsDz//PM57rjjsuaaa2a11VZLz549s9lmm6Vv377p27dvzjjjjCTJnDlz6s0amd/GG2/c6LEkdWHLZ+t444036j6tP/8+DQ3Zfin3TznssMPSvn37zJgxIzvttFP233//XHbZZXnxxRdTKBSW6tqLau73SZLsuOOOTX6fzB+Izf+9svPOO2eDDTZIkpx00knZfvvt84c//CFPPvnkgj/vS2DWrFl54YUXkiS77LJLkzNsGjL33PXWW6/JoK66urruDeu558xvbiDw3nvv5cEHH6x3fO7Mim233Ta9e/de4Nj8Y3zYYYct9Odx/PjxSZr+eWwsfCtVf88//3zd/eb+OZjfVltt1eCMpbm23HLLujf2G/o6zQ0PXn/99Xqzo4YNG1Z3zpLMnpjr4IMPrvv90VAgN/e5rbfeeoFQdq6ampokWaSfjbn/Tq2wwgpLXG+pCCgAAACAZcICnxr976dMy2b27Lq7n112ozWa+8ZikgVmN8yaNSsTJ05c7OvNfWO+IY19gjrJAssPLWq72fN9Leb65z//ma233jr9+/dv8s3ZuZr6VHFTdcxfy2frmD/0WNjMk6aWZVoUG2+8ca677rqsuuqqqa2tzR133JHvfe972WyzzdKtW7f069evwSWoSmlhm403Zv7vlfbt2+f222/PJptskiR5+umn8/Of/zw77bRTVlllleyzzz659tprG/yaL8zHH39cF9bMP1Njcc5PFu1rNXdZobnnzO9rX/ta3XI7n13m6dlnn82oUaOSNDyzoRRj/Fmrrrpqo8dK0V85fw7mt7C+2rVrV/e7rqGv04EHHli35NRnw4MrrrgiSfF3f1MzUBamQ4cO6devX5Lk+uuvz9SpU+uOPfXUU3nxxReTFDcpb8hKK62UZNGWbZp77UVZDqq5lfnjBAAAAADNY4H1yj/6qLydz9dfqddNr4QRI0bU3Z//U9vzvxF86KGH5pe//GVZ61oSL7/8cr773e+mtrY23bp1y49//OPsvvvuWW+99bLSSivVLRt1xRVX1L3x1xyzDOa/5sI+rV+K/g855JB85Stfyb///e/cc889eeyxx/Lhhx9m/Pjxufrqq3P11Vfn6KOPzhVXXNEs+1DM/73y8MMPL7CvSVM++0Zynz598vzzz+f222/P7bffnkceeSRvvPFGPv3009x99925++67c/755+fOO+9c6JvQjVnc2ROLe25TX8+OHTvmwAMPzLXXXpubbropl156ad0n4ecu79SmTZv8z//8T71z5x/ja665psnZD/NrKoT47F4wpe6v3D8Hi9rXwvqrrq7OUUcdlfPOOy833HBD/vznP6dTp06ZPn16/vWvfyUphk2NLVe3qL71rW/loosuypQpU3LjjTfWLfc2NxSpqampt9TXXGuvvXY++OCDjB07dqH9jBkzJknSo0ePpaq3FAQUAAAAwDKhc+fO2WijjYobZb/3XnFWQzk2yp49u9hfissQzf0Ua2t233331d3feeed6+7X1NRkxRVXzLRp0zJx4sSl3sy5HK688srU1tambdu2efjhh+s+jf9ZTS3rVArzv3H5wQcfNNl2ST+p/lkrr7xyvv3tb+fb3/52kuKeFLfddlsuvvjivPvuuxkwYEC22mqr/OhHPypJf/ObP5Corq5equ+Vtm3b5mtf+1q+9rWvJSkuh3TXXXflkksuyfDhwzN8+PB85zvfyc0337zI11xttdXqNj5+9913F7umuV/PRZmRM/fr3dib10ceeWSuvfbaTJo0KXfccUe+/vWvp1Ao5LrrrkuSfPnLX25wlsf8Y1xVVdXsP4+l6K8SPweL0ldtbW3d74DGvk7f+ta3ct5559WFB8ccc0xuueWWuvOWZnmnuTbbbLN8/vOfz3/+85/0798/Rx999AIhyEEHHbTAknbz69OnT4YPH55PPvkk77//foMbgifFn59JkyYlSaO/D8vJEk8AAADAMmObbbYp3qmtTZbgTccl8s47dUtK1fXfir3wwgt54IEHkhQ/XbvtttsucHzuevpPPPFEk0vFtBRzl0XZYostmnwzbv719ZvDhhtuWLc81NNPP91k24UdX1J9+vTJT3/60wwdOrRuWaHrr79+sa6xqLMN5t8o+N57712sPhZmzTXXzHHHHZchQ4Zk6623TpLccccdi7Xhb/v27eveYH/ssccW+9P6c8996623mnwjfdasWXUzkhp7Q3+PPfaom3k1d9bEo48+WvdJ+MaWDWrOMW6u/vr27Vt3v5w/B88++2zdBtMNee655+r2bmjs67Txxhtnp512SjJvRsPc5Z3WWWeduo20l9bc/S4effTRvPnmm7npppvqltZrKgSZP0x+5JFHGm03/7G5r6eSBBQAAADAMuNLX/rSvAdPPVWeTud7E23XXXctT5/N5NNPP81RRx1V92btqaeeWm9j2QMOOCBJcQ3zv/71r2WvcXHNfVOyqTDl/fffz6233tqsdbRr167u++Pee+/Ne/+ddfNZc+bMyYABA5q1lh49etRtOj7/fiOLYu7yQ0nTG8LvvPPOdZ9Ev+yyy+o+sV1K7du3rxvT2traxd4fZf/990+SjB49erG//nPfjC4UCnVvUjfkxhtvzCeffLLAOZ/Vrl27uiWc7rzzzkycOLFuP4qampocdNBBDZ7Xs2fP9OnTJ0nyr3/9K2+//fZivYbFVYr+unfvXhcU3nDDDY2GSlOnTl3s8KwpH3/8cW6//fZGj8//NWwqaDjhhBOSFMODhx56qC7MPeaYY0q2VNo3v/nNdOrUKYVCIVdeeWVdGLLeeuvly1/+cqPnHXDAAXU1NLTJ9lxXXnllkuLSYXN/n1eSgAIAAABYZhx22GF1nwzPM88k06c3b4efflrsJ8XNRhtbG7w1GDVqVHbeeee6T3vvuuuu+d73vlev3Xe/+9106dIlSfLLX/4yd911V5PXfeKJJ/Loo4+WvuBFtNFGGyVJXn311QwdOrTe8WnTpuXwww9frE/fL6m54zljxox85zvfaXBz5z/84Q95/vnnl6qfW265pck368eMGZOXX345SbL++usv1rXnX2rojTfeaLRdTU1NTj311CTFAOib3/zmApv+ftbkyZPzl7/8ZYHnHnvssbz++uuNnjNz5sy6T4N36tRpsfd/+cEPflD3++I73/lOXnjhhUbbfnZd/4MOOijdu3dPkvz+97/Pc889V++cMWPG1I3BiiuumGOPPbbR68+dJTFjxoxce+21ufHGG5MU33Tu3Llzo+edfvrpSZLp06fn4IMPzocfftho2xkzZuSSSy7J9KX4vViK/ub+HLz//vs55ZRTGjz35JNPLukST0nyv//7vw0u9fTII4/k73//e5LiLLjtttuu0Wt84xvfyMorr5wkOfzwwzNnzpxUVVU1+bVdXJ06dco3v/nNJMnf/va3PPjgg0mKIUhTM5jWWGONuu+je+65p+57aH433HBD7rnnniRJv379Gl0GqpzsQQEAAAAsMzp37px+/frlsssuS2bOTB54INl33+br8MEHi/2k+GZPS95/Yty4cQu8ATt16tRMmDAhI0eOzAMPPJD77ruvbubEDjvskBtvvLFuA+n5de7cOdddd1322WefzJgxI/vtt18OOeSQHHLIIdlwww2TFNc4Hz58eG6++eaMHDkyF198cb74xS+W54V+Rr9+/XLxxRdnzpw5+epXv5rTTjstX/jCF1JTU5Phw4fnggsuyGuvvZaddtopTzzxRLPWsv/++2f//fev2/B5p512ysknn5yNNtoo48aNy5VXXpl///vf2W677ZZqeZsLL7wwRxxxRPbdd9/svvvu2WSTTbLyyitnwoQJGTZsWC6++OK6QKahEKopW221VWpqajJ9+vT88pe/TLt27bLeeuvVfXJ7rbXWygorrJAkOe200/LAAw/kgQceyF133ZU+ffrku9/9bnbcccesssoqmTx5cl555ZU8/PDDueWWW1JTU5Mf/OAHdX098MAD+d3vfpdddtkl++67bzbffPN07do1n376aV599dVcdtlleea/AeG3vvWterN9FmaNNdbIpZdemqOOOirjxo3L9ttvnxNOOCH77LNP1lhjjUyZMiUvvPBCbrvttrzyyisLBDLt27fP3//+9+y///6ZPHlydt555/z4xz/Ol7/85bRr1y5PPvlkzj777Lo32c8999y6YK8hO+ywQ3r27JnXX389v/jFL+oCpsaWd5rrsMMOyz333JMBAwZk+PDh6dOnT77zne9k1113TdeuXTN16tS88cYbeeyxx3LTTTfl448/zlFHHbVY41Tq/r73ve+lf//+GTFiRC699NKMHj063/3ud9OjR4+MGTMml1xySe69996l/jmY3xZbbJFRo0Zlm222yc9+9rNsv/32mTFjRu68885ccMEFqa2tTbt27RY6K2zFFVfMYYcdlssuu6xu/5Hddtst6623XknqnOtb3/pW/vGPf9R9/1RVVeWYY45Z6HlnnXVW7r777nz44Yc57LDDMmzYsOy3335JisugnXfeeUmSrl275swzzyxpzUuswEKNGTOmkKSQpDBmzJhKl9OgcePG1dU49zZu3LhKl9VqGc/SMp6lZTxLy3iWlvEsLeNZWsaztIxnaRnP0mpN49ka/t4stVdffbUwatSowquvvtpsfbz88suF6urq4thWVRXywx8W8qc/lf72gx8Ur58UqqurCy+//HKzvaYl9dBDD9X7eWjq1rVr18JZZ51VmDVr1kKv/cADDxTWWGONRbrugAED6p0/99ivf/3rRvsYPXp0Xbv+/fsv0ut86KGH6h3/zW9+02R9p5xySqF///51j0ePHl3vGuuuu24hSeHoo49uclyOPvroQpLCuuuu2+DxSZMmFXbaaadGa9l6660LzzzzzCK97sbsuuuuC/2atG3btvD73/++3rmLMuannXZao9f97PhPmzatcNRRRy3S98n666+/wLm//vWvF+m8gw8+uPDpp58u9jjNdeWVVxZWWGGFJvto7Ot55ZVXFjp06LDY49yQX/3qVwucu9pqqxVmzJix0PNqa2sLp512WqFt27YLHauOHTsWpk2btsD5C/veL3V/hUKh8M477xR69+7d6Hl77rln4Z577mny53pRzP9ze/nllxfatWvXYH/V1dWF6667bpGuOWzYsAXOveaaa5aotoXp27dvXR977LHHIp83dOjQJn83r7HGGoWhQ4cucV2l/nfcEk8AAADAMqV379759a9/XXxQKCTXXZc0sbTMEpkyJfnXv4rXT3LGGWekd+/epe2jGbVp0yYrr7xy1llnneyyyy456aSTMmjQoIwdOzY///nPF+mT6LvvvnveeOON/OUvf8nee++dNddcM9XV1ampqUmPHj2y55575qyzzsrLL7+8VJ/YLoVf/epXGTx4cPbcc8+suuqqqa6uztprr52DDz449957b84999yy1bLSSivl4YcfzsUXX5ztttsunTp1ykorrZQtt9wyf/jDH/LEE09k1VVXXao+rr/++lxzzTU55phjsuWWW2aNNdZIu3bt0qlTp2y22Wb5/ve/nxEjRuRnP/vZEl3/7LPPzuWXX55ddtklq622Wtq2bdto2xVWWCEDBgzIsGHD8r3vfS+bbrppVl555bRr1y6rrLJKttxyyxx//PG58cYb89JLLy1w7mmnnZY777wzJ598cnbYYYess846qampSU1NTdZbb738z//8TwYPHpxBgwYtsDfG4jr66KPzxhtv5Be/+EW22WabrLLKKqmurs4666yTnXfeOWeddVYeeuihRs99+eWX86Mf/SibbLJJOnbsmBVWWCEbbrhhTjjhhMUa58/Olvj617+e6urqhZ7Xtm3bnHPOORk1alROOeWUbLXVVll11VXTtm3brLTSStl0001zxBFHZMCAAXnvvffqZrgsqVL0171794wYMSJnnnlmNttss6ywwgpZZZVVssMOO+SSSy7JXXfdtUivfXF861vfymOPPZZDDz003bt3T3V1ddZaa60cddRRGTFiRN2ySguzzTbb1O3Fscoqq+Tggw8uaZ1zHXnkkXX3m9oc+7M+//nP5/nnn8/pp5+ezTbbLJ06dUqnTp3St2/fnH766XnhhRfy+c9/vjlKXiJVhcJiblG/HBo7dmx69OiRpLh23Nprr13hiur78MMP061btwWeGzdu3GKvvUeR8Swt41laxrO0jGdpGc/SMp6lZTxLy3iWlvEsrdY0nq3h781Se+211+qW0pi7N0BzqK2tzY477phhw4YVn1hrreSEE5K5+1MsjalTk8svT955J0my7bbbZsiQIYu9vAwArc/kyZOzxhprZNq0afne976XSy65pFn66devX66++uqsuuqqee+999KhQ4dm6WdxlfrfcTMoAAAAgGVOu3btcv3119dtYpt33kn+8pfk7beX7sJvv128zn/Die7du+eGG24QTgAsJ/71r39l2rRpSZLjjz++Wfr45JNPMmjQoCTFmTUtJZxoDgIKAAAAYJm0/vrr5/77758XUowfXwwXBg9Opk9fvIt9+mnxvL/8pXidFMOJ+++/v+SbowLQMs2ePTsXXHBBkuJST9tss02z9PPXv/61biP773znO83SR0sh3gcAAACWWZtsskkef/zxHHroocXlngqF5OGHkyefTLbeOtluu+SRR5L331/wxO7dk29+szhT4umnk2eeSWbOrDu87bbb5oYbbhBOACzjPv7443z88cf56KOPcuGFF9btlbKke7g0pLa2Nm+99VZmzJiRRx99NGeeeWaSZL/99stmm21Wsn5aIgEFAAAso+bMmZNXX301w4cPz3PPPZcJEyZk+vTpmTlzZt0mpquuumq22GKLbLPNNunVq1fatDHJGlj2rL/++hkyZEj+9Kc/5YwzzsjMmTOLYcPQocVbQ8aNS55/Ppk9e4Gnq6urc8YZZ+THP/6xZZ0AlgN//vOf85vf/GaB5/bdd98ccsghJetj7Nix9fZz6Ny5c91sjWWZf0kBAGAZUSgU8sgjj+S2227LsGHDMmLEiEyZMmWRz+/UqVO22mqrbLvttjnwwAPzxS9+MVVVVc1YMUD5tGvXLj/72c9y8MEH56KLLsrAgQMX/jtyvnCiU6dO6devX370ox+ld+/ezVwtAC1Nu3btsu666+awww4r6eyJz+rWrVt23HHHnHXWWenZs2ez9dNSCCgAAKCV++STTzJw4MBccskldVPOl8SUKVPy2GOP5bHHHssFF1yQPn365Pvf/3769euXzp07l7BigMrp3bt3Lrnkkpx99tm57rrr8tvf/jbvvvtug207duyYAw44ILvuumsOP/zwrLTSSmWuFoBKO+OMM3LGGWc0ax/rrbdeCoVCs/bRUgkoAACglXr99ddz7rnn5uqrr87UqVPrN1hllWTttYu3tdZKOndO2rdP2rVLamuTWbOSSZOK66uPHVu8TZxYd/qoUaPygx/8ID/5yU9y5JFH5tRTT10uPsUFLB86d+6cww8/PP/v//2/RtvU1tbmb3/7m2ACAJqJgAIAAFqZ2bNn58ILL8zpp5+e6dOnL3hw/fWTHXdMevVKOnZc+MW6d0823nje4ylTktdeS4YMSUaPTpJMnTo1f/vb3zJgwICceeaZOemkk0r3YgAq6K677iruR9GIGTNm5O677843vvGNMlYFAMsPAQUAALQir7zySo499tgMGTJk3pMdOiRbb10MJtZcc+k66NQp2Wqr4u2995Inn0yeeSaZOTPTp0/Pqaeemptuuinnnnvu0vUD0ALcfPPNi9RGQAEAzUNAAQAArcCcOXNywQUXLDhroqoq2XnnZM89k5qa0ne65prJIYck++6b3Htv8vjjSaGQJ598Mrvvvnvp+wMooxkzZmTw4MELbTd48ODMnDkz1dXVZagKAJYvbSpdAAAA0LRZs2blqKOOyqmnnjovnOjSJfne95IDDmiecGJ+NTXFfr773WK/Sf2lpQBamQcffDCTJ09eaLtJkyblwQcfLENFALD8EVAAAEALNn369BxyyCG55pprik9UVSW77JKcfHJxv4ly2mCDYr+77FKsA6AVW5TlnZakLQCw6AQUAADQQs2aNSuHHnpobr/99uIT7dolRx9dnM1QqaVGqquL/R99dLGe+cyaNasyNQEsptmzZ+fWW2+tf6BTp+LtM2699dbMmTOnDJUBwPJFQAEAAC3QnDlzcuyxx84LJ6qrk+OPTzbdtLKFzbXppsV65gtK/t//+3/ewANahaFDh2bcuHH1D2y6aYO/Zz/44IMMHTq0DJUBwPJFQAEAAC3QBRdcMG9Zp3btkmOPTXr2rGxRn9WzZ7Gu/86kGDRoUC644IIKFwWwcI0u2bTZZsXb4pwDACwxAQUAALQwr7zySk4//fTig6qq5MgjW144MVfPnsX6/rsnxemnn55XXnmlwkUBNK5QKDQcNtTUFH+n9eyZdOhQ7/DNN9+cQqFQhgoBYPkhoAAAgBZk9uzZOfbYYzN9+vTiEzvv3HKWdWrMppsW60xxU+9jjz02s2fPrnBRAA17/vnn8+abb9Y/sPHGxRlh7dolm2xS7/Abb7yRF154oQwVAsDyQ0ABAAAtyIUXXpghQ4YUH3Tpkuy9d2ULWlR7712sN8mQIUNy0UUXVbgggIY1ubxTQ/cX5VwAYIkIKAAAoIV4/fXXF1za6dBDF9iEukWrrk6+8Y26pZ5+8Ytf5PXXX69wUQD1NRgytGuX9O4973Hv3knbtot2LgCwxNpVugAAAKDo3HPPXXBpp/XXr2xBi2uDDZKddkoefzzTp0/Peeedl0svvbTSVQHLgHfeeSdf//rXl/o6hUIhzz33XP0DG21U3INirpqa4nMvv7xAs2effTY77LBDqv4bxi6NQYMGpXv37kt9HQBozQQUAADQAnzyySe5+uqriw86dEj23LOyBS2pvfZKnnoqmTkzAwcOzDnnnJPOnTtXuiqglRs0aFCGDh3afB00tKTTZpvVCyiS5D//+U9Juhw0aFB++MMfluRa5fSvf/0r/fv3z8iRIzNhwoSsscYa2WWXXXLiiSdmhx12qHR5ALQylngCAIAWYODAgZk6dWrxwdZbL/hJ3takpqZYf5KpU6dm4MCBFS4IWBbccMMNzXfxqqqkT5/6z2+6ad2ydc2hWV9TM5g+fXr233//HHbYYbn33nvz/vvvZ8aMGfm///u/XH311dlpp53yu9/9rtJlAtDKCCgAAKDCCoVCLrnkknlP7Lhj5Yophfnqv+SSS1IoFCpYDNDavfPOO3n88cebr4MNNkg6dar/fKdOxWPN5PHHH8+7777bbNcvteOPPz533HFHkmS33XbLLbfckqeeeir//Oc/s+GGG2bOnDn51a9+lX/84x8VrhSA1kRAAQAAFfbII4/kpZdeKj5Yf/1kzTUrW9DS6t69bv+MUaNG5dFHH61wQUBrNmjQoOa7+GabJUcd1fjxo45qePmnEigUCs372krokUceybXXXpsk2X///XPfffflwAMPzHbbbZfjjjsuQ4cOzTrrrJMkOe200zJx4sQKVgtAa2IPCgAAqLDbbrtt3oPWPntirh13TEaPTpLceuut2XXXXStcENBarbvuuunUqVOmTJnSdMOVVy7eFtU22xR/VzW1jNOKKxZDiiFDkuHDF/3an3xSvDWhU6dOdW/qt3R//OMfkyRt27bNJZdckrZt2y5wvEuXLjnnnHNy2GGHZcKECfnnP/+ZU045pRKlAtDKCCgAAKDChg0bNu9Br16VK6SUNtqo7u7wxXlTD+AzDjzwwAwbNiyHHnpoRo4c2XjD6dOTffdNttqqtAVUVSVf+ELxtihGjEhuvLHJJptvvnluuOGG9Grm3/mzZs1Kjx498sEHH2TvvffOXXfd1WT7F154IX379k2SnHXWWfn5z3+eKVOm5IEHHkiS7LHHHll77bUbPPfggw9O586dM2nSpNx0000CCgAWiSWeAACggubMmZMRI0YUH6yyStKxY0XrKZlOnYqvJ8mIESMyZ86cytYDtGq9e/fO0KFD8+1vf7vxRjNmJNdeWwwHZs0qX3FzzZpV7Pvaa5OZMxtt9p3vfCdDhw5t9nAiSdq3b5+j/ruE1b333pt33nmnyfZXXHFFkuJMiaOPPjpJ8tRTT2XGjBlJ0uRsuOrq6uywww5158yqxNcAgFZHQAEAABX06quvzlu2pJFPpbZaa62VJJk8eXJee+21ChcDtHYrrLBC/va3v+Waa65Jp4Y2tZ7rP/9JLr44GTeufMWNG1fs8z//abRJp06dcu211+ayyy7LCiusULbSvvWtbyUpBuJXXXVVo+1mzZqVq6++Okmy5557Zq3//g6v2yMpycYbb9xkX3OP19bW+r0PwCIRUAAAQAUtsPzRshZQzPd6LPMElMrhhx+eYcOGZfPNN2+80XvvJX/+c3G5peY2YkRy0UXFPhuxxRZbZPjw4TnssMOav57P6NWrV774xS8mSfr3799ouzvuuCMffvhhkuT444+ve37MmDF19xtb3mmuHj16NHgeADRGQAEAABX03HPPzXvw30+rLjPmeyPr2WefrVwdwDKnRSz5tBhLOg0ZMqQsSzo1Zu4sitdeey1PPPFEg23mhhddunTJ/vvvX/f85MmT6+43OXMlScf5lilc6KbmABABBQAAVNSECRPmPejcuXKFNIf5Xs/EiRMrVwewTKrokk/jxhVnaLTAJZ0a8vWvfz2r/HdfoIZmUXzwwQd1G2gfeeSRqa6urjs2ffr0uvvzP9+QDh061N3/9NNPl6ZkAJYTAgoAAKig+d/4Sfv2lSukOcz3ehZ4nQAltFhLPo0cufQdjhxZXNLp/fcbbVLJJZ0assIKK+Twww9Pklx//fWZOnXqAscHDhyY2traJMlxxx23wLGampq6+zObmCmSpG4z7bl9AsDCCCgAAKCCFnizp127yhXSHNq2rbs7/5tWAKW2yEs+3XprMmfOknc0Z07xGi18SaeGnHDCCUmKSzYNGjRogWNzZ1Vst9126du37wLHVlpppbr7C1u2af7gY2HLQQFAIqAAAICKWmC5jP9+enWZMXt23d35l/0AaA5zl3y69tprG39zfNKkZGk2b3777eI1GtCSlnRqyJZbbpltttkmyYLLPP3nP//JqFGjktSfPZEsuDH22LFjm+xj/o2x598wGwAaI6AAAIAKmn/pjGbZxLWS5ns9C7xOgGZ02GGHZfjw4Y0v+fTCC0t+8RdfbPDplrakU2Pmbpb9yCOP5M0330wyL6xYYYUVGqy/T58+dfdffvnlJq8/93i7du3Ss2fPktQMwLJNQAEAABW06qqrznvQyKdyW635Xs/czVkByqFXr1754Q9/2PDBzp2X/MLzLXc0vx/84Actbkmnhhx++OFZccUVUygUMmDAgHz66af517/+lSQ5+OCDs/LKK9c7Z7vttqub7ffII480eu2ZM2dm6NCh9c4BgKYIKAAAoIK22GKLeQ/eeadyhTSH+ZYC2XLLLStXB7Bcuvnmmxs+sOmmS37RzTZr8Olbbrllya9ZRp07d86hhx6aJBkwYEBuvPHGfPLJJ0mS448/vsFzVlpppXz5y19Oktx///2NLvN00003ZdJ/g+mDDjqo1KUDsIwSUAAAQAXNXQ88yQJv6C8T5ns9C7xOgGY2adKk3H///fUPdO+erLbakl94tdWSNdes9/R9992XyZM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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 530, + "width": 788 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "plot_results(\n", + " clscpso_5, clscpso_5.problem.objective.value(), facility_points, clis=client_points\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### LSCP with preselected facilities" + "Scenario 5 shows that when both facilities are capable of serving all the demand, the facility with a higher capacity (Facility $y_0$ in this case) is selected.\n", + "\n", + "### Scenario 6" ] }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 32, "metadata": { "ExecuteTime": { - "end_time": "2022-12-18T02:56:06.585172Z", - "start_time": "2022-12-18T02:56:06.161785Z" + "end_time": "2023-01-10T18:20:00.092469Z", + "start_time": "2023-01-10T18:19:59.662886Z" } }, "outputs": [ { "data": { - "image/png": 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\n", 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"text/plain": [ "
" ] }, "metadata": { "image/png": { - "height": 527, - "width": 746 + "height": 530, + "width": 788 } }, "output_type": "display_data" } ], "source": [ - "plot_results(lscp_preselected_from_geodataframe, facility_points, 'CLSCP - Preselected Facility')" + "plot_results(\n", + " clscpso_6, clscpso_6.problem.objective.value(), facility_points, clis=client_points\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ + "Scenario 6 demostrates the reverse situation from above in Scenario 5. Facility $y_1$ is selected over Facility $y_0$ because it has a larger capacity.\n", + "\n", + "\n", + "### A comparison of the solutions" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:20:02.467301Z", + "start_time": "2023-01-10T18:20:00.094647Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 305, + "width": 1570 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "scenarios = [clscpso_1, clscpso_2, clscpso_3, clscpso_4, clscpso_5, clscpso_6]\n", + "fig, axarr = plt.subplots(1, len(scenarios), figsize=(20, 10))\n", + "fig.subplots_adjust(wspace=-0.01)\n", + "for i, m in enumerate(scenarios):\n", + " plot_results(\n", + " m, m.problem.objective.value(), facility_points, clis=client_points, ax=axarr[i]\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "----------------------------------------\n", + "\n", + "## 3. Comparing covering problems\n", + "\n", + "\n", + "Next we will set up, solve, and compare the CLSCP-SO to the standard LSCP with both more client locations and facilities. We will also stipulate that Facility $y_5$ must be part of the optimal solution in both models." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:20:02.473687Z", + "start_time": "2023-01-10T18:20:02.469714Z" + } + }, + "outputs": [], + "source": [ + "def snap_obs(_ntw, df, label):\n", + " with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " _ntw.snapobservations(df, label, attribute=True)\n", + " df_snapped = spaghetti.element_as_gdf(_ntw, pp_name=label, snapped=True)\n", + " df_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)\n", + " return df_snapped" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Parameters and input data" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:20:02.607861Z", + "start_time": "2023-01-10T18:20:02.476731Z" + } + }, + "outputs": [], + "source": [ + "# quantity demand points, supply points, & maximum service radius (in distance units)\n", + "CLIENT_COUNT, FACILITY_COUNT, SERVICE_RADIUS = 100, 10, 7\n", + "\n", + "# generate input data\n", + "_buff = geopandas.GeoSeries(streets[\"geometry\"].buffer(0.5).unary_union)\n", + "_buff = geopandas.GeoDataFrame(geometry=_buff, crs=streets.crs)\n", + "client_points = simulated_geo_points(_buff, needed=CLIENT_COUNT, seed=CLIENT_SEED)\n", + "facility_points = simulated_geo_points(_buff, needed=FACILITY_COUNT, seed=FACILITY_SEED)\n", + "snap_obs(ntw, client_points, \"clients\")\n", + "snap_obs(ntw, facility_points, \"facilities\")\n", + "\n", + "# calculate the OD cost matrix\n", + "orig, dest = ntw.pointpatterns[\"clients\"], ntw.pointpatterns[\"facilities\"]\n", + "cost_matrix = ntw.allneighbordistances(sourcepattern=orig, destpattern=dest)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Stipulate that facility $y_5$ must be a member of the solution set" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:20:02.615185Z", + "start_time": "2023-01-10T18:20:02.611192Z" + } + }, + "outputs": [], + "source": [ + "facility_points[\"predefined_loc\"] = 0\n", + "facility_points.loc[[5], \"predefined_loc\"] = 1" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Generate synthetic demand" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:20:02.628194Z", + "start_time": "2023-01-10T18:20:02.617579Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total demand: 238\n" + ] + }, + { + "data": { + "text/plain": [ + "array([3, 2, 4, 3, 3, 3, 1, 2, 3, 2, 4, 2, 4, 1, 1, 1, 1, 4, 3, 1, 1, 1,\n", + " 1, 2, 4, 4, 4, 1, 3, 4, 2, 2, 2, 1, 4, 2, 1, 3, 2, 2, 4, 4, 4, 4,\n", + " 1, 2, 2, 1, 2, 2, 2, 4, 1, 2, 2, 4, 2, 4, 1, 1, 1, 1, 1, 2, 2, 1,\n", + " 1, 1, 2, 4, 4, 4, 2, 2, 3, 3, 2, 3, 3, 1, 3, 1, 1, 3, 1, 2, 4, 1,\n", + " 4, 4, 3, 3, 1, 4, 1, 4, 4, 4, 3, 1])" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "numpy.random.seed(222)\n", + "demand_quantity = numpy.random.randint(1, 5, CLIENT_COUNT)\n", + "total_demand = demand_quantity.sum()\n", + "client_points[\"demand\"] = demand_quantity\n", + "print(f\"Total demand: {total_demand}\")\n", + "demand_quantity" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Generate synthetic capacity equal to at least 2x demand" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:20:02.641664Z", + "start_time": "2023-01-10T18:20:02.631018Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total capacity: 575\n" + ] + }, + { + "data": { + "text/html": [ + "
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geometrypredefined_loccapacity
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" + ], + "text/plain": [ + " geometry predefined_loc capacity\n", + "0 POINT (9.32146 3.15178) 0 49\n", + "1 POINT (8.53352 -0.04134) 0 52\n", + "2 POINT (0.68422 6.04557) 0 69\n", + "3 POINT (5.32799 4.10688) 0 72\n", + "4 POINT (3.18949 6.34771) 0 72\n", + "5 POINT (4.31956 7.59470) 1 14\n", + "6 POINT (5.19840 5.86744) 0 88\n", + "7 POINT (6.59891 10.39247) 0 26\n", + "8 POINT (8.51844 4.04521) 0 41\n", + "9 POINT (9.13894 8.56135) 0 92" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cap_sum_search = True\n", + "numpy.random.seed(0)\n", + "while cap_sum_search:\n", + " facility_capacity = numpy.random.randint(5, 100, FACILITY_COUNT)\n", + " if facility_capacity.sum() >= demand_quantity.sum() * 2:\n", + " cap_sum_search = False\n", + "facility_points[\"capacity\"] = facility_capacity\n", + "print(f\"Total capacity: {facility_points['capacity'].sum()}\")\n", + "facility_points" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Solve & plot the CLSCP-SO" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:20:03.747326Z", + "start_time": "2023-01-10T18:20:02.644743Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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1F8zMzMrdj1wuh6enJ86cOQNAfU7btm2LRo0aAQBu3ryJyMjIEvsdPHgQw4cPR25ursZ6S0tLvPnmm6hTpw5ycnJw5coVxMXFCc+fP38eHTt2RHh4eJkpxa5cuYJevXohIyNDY32DBg3w1ltvlTgX9+/fx4ABA7B8+fJyH39VHk91mTFjhnAhXyQSoXXr1rCzs4O+vj6SkpJw7tw55OfnC9uvW7cOLVq0wNSpU8ts+/r163Bzcyvxf4mxsTHatm2LBg0aoKCgAImJiYiKihLSZWVkZKBPnz44cOAA3NzcntlHTk4O+vTpg4iICI31BgYGQnqoBw8eICoqCnfu3IFSqcT//ve/EgFVIiIiIiKil1o1z/ggIqoyu3fv1kijIRKJnit9R0VVVqqoixcvqkQiUYn0Ic7Ozqp169apEhMTtdLPkiVLNNo3NTVVKZVKrbRdludNFXX//n2VRCLR2Pf777/X2rgOHjxYauqWHj16qDZv3qxKS0vTSj8ffPCBRvstW7bUSrsqlUq1fPlyjbYNDQ2r7PeqUpX8uzAzM1MB6vRt/v7+qvz8fI3ts7OzVYsXLy7xex09evQz+3kyjZKxsbEKgEosFqs++eQT1b1790rsc/PmTY2USNHR0SpDQ0ONdvr27fvU9FpRUVGqt99+W2P7bt26lTim4hQKhapNmzYa+1haWqr27NmjKigo0Ng2KytLtXDhQiFFUeG5K/wpK1VUZR1PXl6e6saNG8LPjBkzNPbZtWuXxvOFP1lZWRrtvEiqqHr16gmPvb29Vbdu3SqxT3Jycon0dyYmJqrs7OxnnrecnBxVy5YtNfZzdHRU7d27t9TfbWpqqmrSpEklxpecnPzMfp5Maaivr6/69ttvS4wvPz9ftWvXLpW5ubkKgKpOnTpMFUVERERERK8MBi6I6LWxcuVKjYs6FhYWVdJvZQUuVCqVasqUKU/NrQ6o6wEMHjxY9e2336qOHj1a4gJheUybNk2jzU6dOmlt/GV53sDFnDlzSpyLiIgIrY7Nzc3tmee+SZMmquHDh6tWrFihOnnypEomk1W4jwEDBmi0OXz4cK2N/8iRIyXGXBWBvEJP/l0U/k3GxcU9c7+AgIAS9S/+/PPPp27/ZOCi8GfHjh3lGmdBQUGJi9ULFy4sc7+8vDzVkCFDNPbbunXrU7d/8v3J0tJSFR8f/8w+9u7dqxKLxSWO7VmBi6o6HpWqYgGI593vaXU11q9fX+bxtG3bVmOfjRs3PnOfJwMK/fr1U+Xm5pZ5PE/+bidMmPDUbc+dO6cRkNbV1VUFBgY+s/2YmBgheMHABRERERERvSpY44KIXhv379/XWDY1Na2egWjR2rVrMWTIkKc+n5qaiv379+OLL75Anz59YGZmhk6dOuGHH35Aenp6ufp42c7bL7/8UiJ1TpcuXdC2bVut9uPv74+uXbs+9fkbN27A398fs2fPxjvvvIPatWvDxcUFPj4+ePjwYbn6ePLcVyQlUllK+z0+2V9V++WXX9C0adNnbjN48OAS6dBWr15doX68vLwwatSocm37+++/4/Lly8LysGHDsGDBgjL309XVxdatWzXS96xYsaLUbZVKJdauXauxzsfHB3Z2ds/s491338WHH35Y5liKq4rjqW6jRo0qM+2Trq4uFi1apLHu+PHjT90+NTUVGzduFJZtbW2xd+9e1KpVq8zxfPzxx3B3dxeWd+zY8dT33zVr1mjU25gxYwYGDBjwzPYdHR2xfv36MsdBRERERET0MmHggoheG0/mja/pF+DLQ09PD/v27cOGDRvQsGHDMrfPz8/HmTNn8Mknn6BJkyaYO3cusrOzn7lPTTpv6enpSExM1PiJj49HREQEfHx80K1bN0ydOlXjwp++vj5++OEHrY+ldu3aCAsLw/fff1+ugIJcLkdYWBimTJkCW1tbLF26VCPPfmkqM2hUWltP/q6rUtu2bTFo0KBybfvVV19BIpEIy4cOHapQoe558+aVe9s1a9YIj0UiEZYsWVLufY2MjDBlyhRh+dKlS0hMTCyx3cmTJzXWt2/fvsyL1YW++uor6OnplXtMVXE81e3LL78s13aurq4ar6N///33qdv+8ssvUCgUwvKCBQtgYGBQ7jF98sknwmOFQoGgoKAS28hkMvz222/Csr6+Pj7//PNytf/uu++iTZs25R4PERERERFRTcfABRHRK2Dy5MmIj4/H7t27MWjQIBgbG5e5j0wmw7Jly9C5c+caefGxNCNHjkSTJk00fpo2bYr27dtjypQp+OeffzS219fXx44dO9CxY8dKGY+uri7mzZuHpKQk+Pn5oU+fPuW6A/vRo0eYN28eevfuXW2zHEQiUbX0+zTlnQEBAHXr1oWrq6uwrFQqcfr06XLt26JFCzg4OJRr25ycHISHhwvL7du3R5MmTco9TgBwcXHRWC6tCPrff/+tsTxy5Mhyt1+/fn2Nc/EsVXU81cnOzg5OTk7l2lZPTw/29vbC8p07d5667dGjR4XHOjo6GDp0aIXG1a1bN+jq6grLpZ23iIgIyGQyYdnNzQ116tQpdx+jR4+u0JiIiIiIiIhqMt2yNyEiejU8eQHo0aNH1TSSyqGvr4/hw4dj+PDhKCgowIULF3D27FlERUUhMjISFy5cQEFBQYn9Ll++DHd3d5w5c6bUgMfLet66dOmCDRs2oGXLliWeS09P17hA+CwWFhaQSqXP3MbY2BheXl7w8vKCQqFAREQEzp07h3///RcRERG4cuWKxiyQQidOnMC7776Lo0ePalzULFSZ5760dFUVuUiqbRUNLnXs2BEHDx4Uls+dO4eBAweWud9bb71V7j7Cw8ORl5cnLNvZ2VU4yKdUKjWW4+PjS2wTERGhsfw85+LQoUNlbldVx1Od3njjjQptX3y21NP+vmQyGSIjI4XlRo0a4d69e7h3716F+jI1NRX2qazXARERERER0auCgQsiem3UrVtXY7m8dQZeRjo6OnB2doazs7OwLisrC4cOHcLPP/+MkydPamx/9epVfPvtt6Wmjanp500sFsPY2BimpqZwcnJChw4dMGTIkGemTRkxYgROnDhRrvZDQ0PRo0ePco9HIpGgS5cu6NKli7Du3r17+OOPP7B27VpcuHBBY/uwsDBs3LgRH3zwQYm2ngwkPHjwoNzjKEtpbT35u65KzZo1q9D2T86aeNbd8sUVr9FQllu3bmks7969G7t37y73/qUpbYbN7du3NZbLOyOkUHnPXVUdT3WqaB2Y4mm2npa6LT09XSPgk5iYWOGZKk+qztcBERERERHRy4CpoojotWFlZaWxnJ6eXuMuwlcmY2Nj4YL9r7/+WiIv/rp16yCXy0vs9+R5i4mJqdRxPktoaChUKpXGT0FBAR4+fIjExEQEBQVh8eLFNS7Xe7169TBx4kT8+++/WLZsWYnnV65cWep+T9YtiY6O1tqYnmzLwMCgWuuXmJiYVGj72rVrayyX9wJ6edKoFaqMmh9ZWVkl1j0ZRHrRc/E0VXU81Uks1v5H21ftdUBERERERPQyYOCCiF4bXbt21VhWqVQ4d+5cNY2meo0ePRpLly7VWJednY1Tp06V2PbJ8/bgwQPExcVV6vheVSKRCJ9++immT5+usf769eu4ceNGie2Lz9oAgCtXriA3N1crY3kyLU3nzp1rXN2LiqiMsRcvxqwtpaUMqyqv2vFUleo6bxV9Tb/Mf79ERERERERPYuCCiF4bjRo1KpHeIzQ0tJpGU/2mTp0KAwMDjXWlzabo2LFjiRoPL/t5CwsLKzFz42k/FUkTVV6ffPJJiXWlnfu3335bY7mgoADHjh174f7z8/NL/A6f7KuqZWZmVmj7J+sRVDRFUHnUq1dPY/m7774r9+vmaT9btmwp0c+TY3/Rc1Hdx/OqefK8ubq6vvB5K622yJOvg4rWtHmdZhASEREREdGrj4ELInqt9O3bV2N58+bNGrnLXydSqRROTk4a60qreyCRSODi4qKxzsfHp1LH9qpr3LhxuepXNGnSBI6Ojhrr/Pz8Xrj/Q4cOlcin/+TfRlWLjY2t0PZPzvqpSO2K8mrQoIHGckXH+Lz9VHRGU3nHVVXH86p51V4HRERERERELwMGLojotTJz5kyNHOjp6enYsWNHNY6oeuno6GgsPy1H+scff6yxHBkZibCwsMoa1muhvOd+xowZGsuHDh3ClStXnrtflUqFFStWaKzr1KkTOnbs+NxtakN4eHiFtj9z5ozGcvv27bU5HAAl02cdPXq0UlIjtWvXTmP5Rc/F01TV8bxqTExM0KJFC2E5MTGxUtLlVdXrgIiIiIiI6GXAwAURvVaaNWsGT09PjXUff/wxUlNTX7jt+Pj4F26jKuXn5+P69esa654sBl2od+/eaNu2rcY6b29v5OTkvPA4Xrbzpg13797FvXv3NNY97dyPHz9eI1VNfn4+Jk2a9NwXnP38/PD3339rrJs9e/ZztaVNu3btKve2GRkZCAkJEZbFYjE6d+6s9THVr18fb731lrCckpKCI0eOaL2fbt26aSxX5FzcvXtX41w8S1Udz6vIzc1NY9nX11frfbRr104jLV9wcHC5i84DeK2D8ERERERE9Oph4IKIXjtLliyBiYmJsPzgwQO8++67pabqKa/NmzdjwIAB2hheuZ0/f/6F7pb29/fXOGYdHR288847T91+zZo10NXVFZbj4+MxatQoyGSy5+pfpVLhu+++w+TJk59r/+r077//vtD+Pj4+Gr+7evXqoVWrVqVuW6tWLfzwww8a606dOoWZM2dWuN/Tp09j1qxZGuv69OmDIUOGVLgtbYuMjMQff/xRrm0XL16sUTDZ3d0d9evXr5Rx/e9//9NYnj17NrKzs7XaxzvvvANbW1thOSIiAgcPHizXvosXL65QuruqOJ5X0dSpUzXe/9auXYvo6Git9iGVSvHee+8JywqFAt9991259t23bx/Onz+v1fEQERERERFVJwYuiOi107RpU2zevFljXXh4ON5++21cvny5Qm1dv34dw4cPh5eXFx4/fqzNYZZp5syZeOutt7B3717k5+dXaN+IiAhMnz5dY13fvn1L1F0orkuXLli2bJnGugMHDsDNzQ1JSUkV6j8qKgqurq744osvUFBQUKF9awJPT090794dISEhFQ4eHTlyBF9//bXGuuHDh5dIHVXcmDFjMGbMGI11a9aswUcffVTu111wcDD69euncZHa3Nwc27dv10gfVJ0++OCDMmfg7N+/H+vWrdNY92Q6LW0aO3asRi2Yq1evwtPTs8KBzrt37+L3338v9TmxWFwioDBlyhTcuHHjmW3+/vvvWL9+fYXGURXH8ypq2rQpJkyYICzLZDK4u7tXOG2bXC5/ZkHz6dOna/w9rl69uswgVmxsLD788MMKjYOIiIiIiKimY+CCiF5LQ4YMKXHxODo6Gm+++SbGjx+PkydPPvUu5sePH+PQoUMYP348mjdvjj179lSo73v37iExMfG5fp4MUFy4cAHvvfcerKysMGPGDISFhT0zfVNCQgLmzp2Lbt26aaQgkUgkWLlyZZljnzVrFiZOnKix7uTJk3B0dMTMmTNx7tw5KJXKUvfNzMzEb7/9hiFDhqBdu3b4888/y+yvJjt58iTc3Nxga2uLL774AqdPn4ZcLn/q9pcuXcKUKVMwYMAAje3q1q2LhQsXltnf+vXrS9ShWL9+PVq2bInt27cjMzOzxD4qlQrh4eEYNWoU+vbti0ePHgnPGRgY4LfffitRELi6mJmZIT09Hd26dcOePXtKvI5ycnLwzTffYPjw4RrBrlGjRqF3796VNi4dHR3s3btXY5bWn3/+idatW+Pnn39GVlbWU/e9f/8+/P39MXLkSDRq1Ahr1qx56rbTp0/Hm2++KSynpqaia9eu2Lt3b6nnYvHixRgxYgSUSiXMzMxq3PG8in744Qe0bt1aWL558ybatWuHL774Ardu3Xrqfo8fP8aff/6J6dOno1GjRhoBkCe1a9cOU6dOFZbz8/MxdOhQfP/998jNzdXYtqCgAP7+/nj77bdx586dCr0OiIiIiIiIajrdsjchIno1zZ8/H/Xq1cPMmTOFC8lKpRJbt27F1q1bYWxsjDfeeAP169eHiYkJMjIykJ6ejtjY2FLvcjcwMChXv59++ik+/fTT5xrzjRs3NFLKFLp79y7WrFmDNWvWQEdHB82bN4elpSXq1q0LQJ0OKyYmptSZEXp6eti5cyccHR3LNQZfX19YWVnh22+/FS6oyuVyrF69GqtXr0bdunXh6OiIevXqwdDQEHfv3kV6ejquXbtWajCovOetprp58ya+++47fPfdd5BIJGjRogUaNGiAOnXqID8/H/fv30d0dDTS0tJK7GtiYoI//vhDo4bF0xgZGSEkJAQjR47E4cOHhfUJCQkYO3Ys9PX10bp1a1haWqJWrVq4ffs2YmNjS63f0qBBA+zbtw9du3Z9sYPXop9//hkjRoxAeno6hg8fjgYNGqBt27aoXbs2bt++jfDw8BIXblu0aIG1a9dW+thatGiBffv2YejQoULwJzk5GR9++CGmTZuGVq1aoXHjxjAxMUFubi4ePnyI2NhYJCcnl7sPPT097NixA927d0dGRgYAIC0tDe+9916Jc3H69GnhPah27dpYunRphVKuVcXxvIqMjIxw8OBBuLq6IiYmBoA6KFH4929nZwcnJyeYmpoiPz8fjx49QmJiIq5fv16hmWXLli3DmTNnEBkZCUD9/vr555/jm2++QadOndCgQQM8evQIERERuHPnjrBf4d8QERERERHRq4CBCyJ6rX3wwQfo1q0bpk+fjtDQUI3nsrKycObMmTLbqFWrFqZPn4558+ZV1jBL1axZM/z1118l7sYuKCjA5cuXy5X2ytHRERs2bED37t3L3a9IJMLixYvh6uqK6dOnl6j3kJGRgVOnTpXZjpmZGebOnVsiZdXLwMnJqdQgkEKhKHf9iw4dOsDX11fjDu6ymJiY4ODBg/jpp5/w5ZdfasygkMvlOHfuXJltDBs2DKtXr4aFhUW5+60Kw4cPx507dzBz5kwolUrcvn1bI0DzJGdnZwQFBT0zvZk29e7dGxERERg5ciQiIiKE9QUFBTh//ny56guUdUd8ixYt8Oeff8Ld3V0j0PW0c2FqaooDBw48V7q1qjieV1GjRo1w7tw5fPDBByWKYSckJCAhIaHMNkxNTZ/5vKGhIf7880/0799f4700NzcXx48fL7G9WCzGDz/8gOHDhzNwQURERERErwymiiKi117Lli1x/PhxnDp1ChMnTixXkV99fX306NEDGzZsQGpqKpYsWVLmxSht8/HxQXp6Ovz8/DB69Gg0adKkXPvp6enB1dUVW7duxaVLlyoUtCiuW7duiIqKQlBQEEaMGIHatWuXuY+hoSHc3d3x66+/Ijk5GXPnzkWtWrWeq//qFBQUhJs3b+Knn37C0KFDYWVlVa79pFIpPD098fvvvyM8PLxCQYtCIpEI06ZNQ1JSEpYtW1auNurUqQNvb2/8+++/8Pf3r3FBi0LTpk3DyZMn4erq+tSaH1ZWVli+fDnOnDlTaQW5n6Zp06Y4e/YsAgMD0bt3b+jr65e5T/PmzTFt2jT89ddf5aoJ0aZNG1y9ehXTpk2DsbFxqdsYGRlh/PjxuHjxIt5+++0KH0ehqjieV5GRkRF+/fVXXLhwAe+//365AjhWVlYYPXo0fvvtN6Snp5e5vampKf766y+sWbMG1tbWpW6jo6MDV1dX/PXXX5Va54WIiIiIiKg6iFQVrSpKRPQaiIuLQ3R0NJKTk5GVlQWlUglTU1PUqVMHjo6OaNWqFfT09Kp7mCVkZGQgNjYW8fHxuH//PrKysqCjowMTExOYmZnByckJb7zxRrkuUFaUUqnE1atXcfXqVaSkpCA7OxtisRimpqaoW7cu3njjDbzxxhsQi1/NmHlhGrEbN27gwYMHyM7OhkQigbGxMerVq4c33ngDjo6O0NXV/mTHO3fuICoqCjdu3MDDhw9RUFAAAwMDNGzYEC1atKiR571Hjx44ceKEsPzkx5G0tDScOXMGKSkpyMrKgrm5OZycnNCpU6cacywymQxnzpxBUlISMjIykJOTA0NDQ5iZmaFp06Zo3ry5kK7tecjlcoSFhQmvqfr168Pa2hpvv/02DA0NtXgkapV9PK8qpVKJixcv4sqVK7h//z4ePnwIqVQKExMT2Nraonnz5mjUqNFzt69SqXDmzBlcuXIFd+7cgbGxMaysrNCpUydYWlpq8UiIiIiIiIhqDgYuiIiIqMqVFbggIiIiIiIiotdXzbhlkYiIiIiIiIiIiIiICAxcEBERERERERERERFRDcLABRERERERERERERER1RgMXBARERERERERERERUY2hW90DICIiopolPT0dMplMq23q6urC2tpaq20SERERERER0auJgQsiIiLSMGLECJw4cUKrbdrY2CAxMVGrbRIRERERERHRq4mpooiIiIiIiIiIiIiIqMbgjAsiIiKqcmFhYdU9BCIiIiIiIiKqoUQqlUpV3YMgIiIiIiIiIiIiIiICmCqKiIiIiIiIiIiIiIhqEAYuiIiIiIiIiIiIiIioxmDggoiIiIiIiIiIiIiIagwW5y4HmUyGS5cuAQDq168PXV2eNiIiIiIiIqo8+fn5uHv3LgCgVatWkEql1TwiIiIioqrDK/DlcOnSJXTo0KG6h0FERERERESvobNnz6J9+/bVPQwiIiKiKsNUUUREREREREREREREVGNwxkU51K9fX3h89uxZWFpaVuNoiIiIiIiI6FWXlpYmzPwv/p2UiIiI6HXAwEU5FK9pYWlpCWtr62ocDREREREREb1OWGeRiIiIXjdMFUVERERERERERERERDUGAxdERERERERERERERFRjMHBBREREREREREREREQ1BgMXRERERERERERERERUYzBwQURERERERERERERENQYDF0REREREREREREREVGMwcEFERERERERERERERDUGAxdERERERERERERERFRjMHBBREREREREREREREQ1BgMXRERERERERERERERUYzBwQURERERERERERERENQYDF0REREREREREREREVGMwcEFERERERERERERERDUGAxdERERERERERERERFRjMHBBREREREREREREREQ1BgMXRERERERERERERERUY+hW9wCIiIiIiKhiFAoFoqOjERcXh9zcXCgUCkgkEhgYGMDBwQEtWrSARCKp7mESERERERE9FwYuiIiIiIhquPz8fAQGBiI4OBiRkZG4ePEiFArFU7eXSCRo3bo12rZtCzc3N3h4eEBXlx/9iYiIiIjo5cBvL0RERERENVRqaip8fX3h4+OD1NTUcu+nUCgQERGBiIgIbNiwAQ0bNsTkyZPh7e0NKyurShwxERERERHRixOpVCpVdQ+ipktOTkajRo0AALdu3YK1tXU1j4iIiIiIXmUPHz7EnDlzsGnTJhQUFGg8JxKJYGtti5aOLeFo5wgjQyPo6eohLz8PWTlZuBZ/DdGx0UhMTsSTH/V1dXUxYcIELFu2DKamplV4RERUUfweSkRERK8zzrggIiIiIqpBjhw5gkmTJiElJUVYJxaL0bNLTwwbMAzOrZwh1ZciPikeMddjkJmdiVxZLvR09WBe1xzvdHwH9jb2kMlliLoUBf9Af4SeDoVSqUR+fj58fX1x+PBh+Pr6ol+/ftV4pERERERERKVj4IKIiIiIqAbIzs7G9OnTsXnzZmGdoYEhxgwZg+EewyHRk2Dv4b1Yt20drsVfg0wue2pbUn0pHO0d0bNLTyz+ZDHkCjn8A/3xa8CvyMnNQUpKCtzd3eHl5YXVq1fDyMioKg6RiIiIiIioXJgqqhw4RZeIiIhITaFQIDo6GnFxccjNzYVCoYBEIoGBgQEcHBzQokULSCSS6h7mS+fBgwdwd3dHeHi4sK5ru674evbXyHiYga2/bUXwiWDk5edVuG09XT24dXfDuPfGoa5pXcxfMR+nIk4Jz3fu3BmHDh2CmZmZVo6FiLSD30OJiIjodcbARTnwAyMRERG9rvLz8xEYGIjg4GBERkbi4sWLUCgUT91eIpGgdevWaNu2Ldzc3ODh4QFdXU7yfZYHDx7AxcUFFy5cAKCeZTHvw3no37M/Vm9ajW37tpWoVWFra4/WrZ3RqtVbsLS0gkSiD4VCjrS0VFy69C8uXoxCYmK8xj4ikQjjho7D9AnTcej4ISxZvwQ5uTkAgDZt2uD48eMMXhDVIPweSkRERK8zBi7KgR8YiYiI6HWTmpoKX19f+Pj4IDU19bnbadiwISZPngxvb29YWVlpcYSvhuzsbPTp00eYaVHXrC78lvlBppBh7vdzkZScJGxbp049jBw5HmPGTELjxk3KbPvmzRvYvt0XO3duxoMHGcJ6G2sbLP1sKaQSKSbOmYiM/57r1KkTjh49yrRRRDUEv4cSERHR64yBi3LgB0YiIiJ6XTx8+BBz5szBpk2bUFBQoPGcSCSCrbUtWjq2hKOdI4wMjaCnq4e8/Dxk5WThWvw1RMdGIzE5scQMAV1dXUyYMAHLli2DqalpFR5Rzebl5SXUtKhrVhfbV23HjZs3MGvxLCjy1DNb9PX18emnC+Hl9RGkUqmwr1KpxI0b13Hz5g0hZZeNjR1sbe0hFouF7WQyGTZtWoflyxdCLpcDACR6EqxasAq2jWwxZuYYIXjh5eUFPz+/qjp8InoGfg8lIiKi1xkDF+XAD4xERET0Ojhy5AgmTZqElJQUYZ1YLEbPLj0xbMAwOLdyhlRfivikeMRcj0Fmdiby8vOgp6sHEyMTODV1gr2NPWRyGaIuRcE/0B+hp0OhVCqF9ho2bAhfX1/069evOg6xRjly5Ajc3d0BqNND7Vi9AynpKZi+YDoKlOqgkbNzB/z440Y4ODgBUNcYOXJkP3bv3oqoqDPIysos0a6xsQmcnTtixIhx6NdvsFBzJC4uBrNmeSMq6iwAQEesg7WL18KqgRVGzxgtpI06cuQI+vbtW+nHT0TPxu+hRERE9Dpj4KIc+IGRiIiIXmXZ2dmYPn26cOc/oL6QPmbIGAz3GA6JngR7D+/F8VPHcS3+GmRy2VPbMpbWwtt2TeHU0QXvegyHXCGHf6A/fg34VbgwDqjv7F+9evVrm5bo4cOHaNmypRAk+nr213Bo4oCxM8cKMy2GDBmJH3/cCD09PahUKuzatQXLli3AnTvp5e7H3NwCc+YswsiR4yESiZCXl4eZMyciIGA3APXMi22rtiE2IRZfrfwKAGBtbY3Lly+jdu3aWj5qIqoIfg8lIiKi1xkDF+XAD4xERET0qnrw4AHc3d2FGgsA0LVdV3w9+2tkPMzA1t+2IvhEMPLy88rV3seNGqGtsTEiMjPxU/ptuHV3w7j3xqGuaV3MXzEfpyJOCdt27twZhw4dei0LQk+ePBm+vr4A1Od77eK18JzsKdS0GDJkJNas2QyxWIz09FR8/PFkhIWFaLRhZSxFeytTtKhvAkOJDnIUBYi+m4lzqQ+RmqUZXOrRwxU//OADCwsrKJVKTJs2Xghe2DayRYBPAD768iPh9zNp0iT4+PhU9mkgomfg91AiIiJ6nTFwUQ78wEhERESvogcPHsDFxQUXLlwAoJ5lMe/Deejfsz9Wb1qNbfu2lahVYWtrj9atndGq1VuwtLSCRKIPhUKOtLRUXP/3LAYmxgrb/i82Fg/y8yESiTBu6DhMnzAdh44fwpL1S4TZF23atMHx48dfq+BFamoqGjdujIKCAhgaGCJwUyC27t2KrXu3AlCnhwoICIWenh5u3LiOYcP6IiXlprD/YCdLTO9ghx629SASiUq0r1KpEJZ4D2vOJmB/TJqw3traBnv2BMHW1h55eXnw9HQR0kaNf288xr47Fh5eHsjJzYGuri5u3rwJS0vLSj4bRPQ0/B5KRERErzMGLsqBHxiJiIjoVZOdnY0+ffoIMy3qmtWF3zI/yBQyzP1+rnDnPwDUqVMPI0eOx5gxk9C4cZOntpkcsAtx65YKy3seZeKPlGRh2cbaBks/WwqpRIqJcyYKBaE7deqEo0ePvjZpoxYvXowFCxYAAKaMnoLeb/fGsKnDoFKpoK+vj5CQc3BwcEJ6eio8PN4RghZWxlL4erSBu4NFufs6HJeOSYHnhRkY1tY2OHDgBCwsrBAXFwNX1/aQy+UQiUT47effcPSvo9iwY4Mwzi+//FLLR09E5cXvoURERPQ6E1f3AIiIiIio6k2fPl0jaLF91XakpKdg7MyxQtBCX18f8+d/j4iIBHzxxXdC0EKpVCI+PhahocEIDg5EaGgwEhLicPvkUY0+vLv1wPz530NfXx8AkJSchLEzxyL1diq2r9qOumZ1AQDh4eGYMWNGVR16tcrLy8OGDerAgFgsxnCP4dj621ZhZsunny6Eg4MTVCoVPv54shC0aGlugsjJPSoUtAAAdwcLRE7ugRb1jQEAyclJ+PjjyVCpVHBwcMLs2eoAikqlwta9WzHcYzjEYvVXhA0bNiA/P18rx01ERERERFQRDFwQERERvWaOHDkiFOI2NDCE3zI/3Lh5A9MXTBcKQzs7d0BIyDl8+OEnkEqlUCgU+OOPPRg5sj+aNzfH22+3xOjRHpgw4V2MHu2Bbt1aYNhvO7EkKQmnHz1CvkqFzOjz8B41ASEh5+Ds3AEAoMhTYNpX05B4KxF+y/xgaGAIANi0aROCgoKq54RUoYMHDyI1NRUA0LNLT+hL9BF8IhiAemaLl9dHAIBdu7YINS2sjKU4OqYLLIykz9WnhZEUf47tCitj9f5hYSHYtWsLAGDixP/B7L8AUtCJIOhL9OHS2QUAkJKSgsDAwOc7UCIiIiIiohfAwAURERHRa+Thw4eYNGmSsDzvw3mQKWSYtXgWCpQFANSFoQMCQoU7/3fu3IwOHZpi6tT3ceLEUWRlZZba9mOlEpdycvBTSgpmxMUhLCMDd/8+DgcHJwQEhMLTcwQAoEBZgJmLZqrTUk2dK+w/adIkPHr0qBKPvvoFBwcLj4cNGIa9h/cKhc9HjhwvBImWLv1K2G6jx1vPHbQoZGGkTjNVaNmyBVAoFJBKpRg5cjwA9WyQvYf3YtiAYcJ2ISEhICIiIiIiqmoMXBARERG9RubMmYOUlBQAQNd2XdG/Z3/M/X6uMNNiyJCRWLNmM/T09JCenorRoz0we/YU3LmTLrRhZSzFIEcLfN6tGb7t2Ryfd2uGQY4Wwh39APAwPx++aWn4YOEcpKenQk9PD2vXbhGCF4o8BeYtmQeP3h7o0q4LAHU+908//bSqTkW1iIyMBACIRCI4t3LG8VPHhefGjFEHlI4c2Y+7d28DUBfi7ufQQCt9uztYYLCTutj2nTvpCAr6Q6NfAAg9HYq2rdqWGC8REREREVFVYnHucmBRNCIiInoVpKamonHjxigoKIChgSECNwVi696t2Lp3KwB1eqiAgFDo6enhxo3rGDasr1BjAVBfRJ/ewQ49bOtBJBKVaF+lUiEs8R7WnE3A/pg0Yb11w0bY81sIbG3tkZeXB09PF0RFnQUAjH9vPMa+OxYeXh7Iyc2Brq4ubt68CUtLy0o+G1VPoVDA2NgYCoUCTRo1QeDmQLTr3w4yuQy2tvY4deoqAGDkyP44cUJdL+T42K5waVJfa2M4fuMuem37BwDQo4crdu48CADo3NkJSUkJkOpLEXEoAgMmDEDirUTo6+sjKysLenp6WhsDEZUPv4cSERHR64wzLoiIiIheExs3bkRBgTod1Pue7yPjYQa27dsGQF2I+8cfNwozLYoHLayMpTg0qhMChneES5P6pQYtAPUsApcm9REwvCMOjeokzMBITrmFwX3a49i0sYiePw2fN2mCz2xtMa9xY1icOY7buzfAu9+7AID8/Hxs3Lixsk9FtYiOjoZCoZ7Z0tKxJeKT4iGTywAArVs7A1AXPo+KOgNAfd572NbT6hhcbOsJv5eoqDNQKpUa/cvkMiTcTEDLZi0BAHK5XCgmTkREREREVFV0q3sA9HrLz8/H1atXERkZiaioKKSmpkImk0GhUEAikUAqlcLKygrOzs5o27YtmjdvDl1dvmyJiIgqKi8vT7gALRaLMdxjOH7w/QGFk28//XShUNPi448nC0GLluYmz1UY2t3BApGTe6D3tn8QfTcLd3KysTwoEHMaN4ZIJEJLAwNhW2XsJXR/syPWisVQKpXYsGEDPvvss1fu//y4uDjhsaOdI2KuxwjLrVq9BQC4ceO6UEOkvZXpU4NEz0skEqGdlSkOXEtHZuYjJCbGw87OAa1bOyMwcC8AIOZ6DBztHXHwmHo2xrRp0/Dvv/9i9erVMDIy0up4iIiIiIiISvNqfRukl0JKSgo2btyIoKAgXLhwAY8fPy73vrVq1cKbb76Jvn37wtvbGw0bNqzEkb46GCAiIqKDBw8iNTUVANCzS0/oS/QRfEJdKLpOnXrw8voIALBr1xaEhakLMlsZS58raFHIwkiKP8d2RVufMKRmyXAxJwcnHj5EDzMzje2UKhWMmreBS+ebOPbPMaSkpCAwMBCenp7Pe7g1Um5urvDYyNAImdlFRc4tLa0AADdv3hDWtahvUinjaFnfBAeupQv92dk5wMKiKDVXTHwMGlk20thn06ZNuHr1Kg4dOgSzJ35/RERERERE2sYrk1QlVCoVQkNDsX79euzfv19IU1FRjx8/Rnh4OMLDw/H1119j8ODB+PDDD+Hi4qL1OxJfdgwQERFRccHBwcLjYQOGYe/hvcjLzwMAjBw5HlKpFAqFAkuXfiVst9HjrecOWhSyMJLC16MN+u8MBwD8dvcuupmaQve//7fv5+Xh55QUuN1MxLABw3Dsn2MAgJCQkFcucFGYJgoA9HT1kCsrCmRIJPoltjGU6FTKOAz0itqVy+Ua/QPAJv9N6Nq2a7GxSaBQKHD69Gn07NkTx48fZ/CCiIiIiIgqFWtcUKULCQlBixYt0KtXL+zbt08jaFG3lhhvNpCgb9NaGOJkiMGOBhjkaICB//072NEAQ5wM0bdpLbzZQIK6tYpesgUFBdi3bx969eqFFi1aICQkpDoOr0ZRqVQ4fvw4hg4dChsbGyxcuBDh4eEVCloARQGihQsXwsbGBkOHDsXx48eFdCJERPTyiYyMBKBOFeTcyhnHTx0XnhszZhIA4MiR/bh79zYAdSHufg4NtNK3u4MFBjup7+h/mJ+PiEz1TAODN9vhs4QEXMnNRejpULRt1bbEeF8lEolEeJyXnwc93aKC1wqFvMQ2OYrnu9GjLLl5Re3q6xcGTOQa2/wT+Y/w+IPRH6CuWV0AwPnz5+Hu7o7s7OxKGRsRERERERHAGRdUiTIzM/HJJ5+UKLBpJBGhg5U+zGqJkZJZgOSsfFy+o0DBM66J64gAS2MdONTRQw8THTx4rMTZVDmyFeqdrl69Cjc3N0yaNAkrVqyAiUnlpFaoyUJCQjBz5kxcvXq1xHN1a4lhbaILS2MdGOiKoVSpoAKgAiD670csEiE3X4m0rAIkZ+Yj47G6WGdhgGjfvn1o3rw5Vq1aBVdX16o8NCIiekEKhQIXL14EANha20KqL8W1+GvqZVt7NG7cBACwe/dWYZ/pHey0OoZpHeywPyYNAHAiMxNjvvgeDQcNR91TfyM7KQEx12MglUph28gWibcScfHiReTl5UFPT6+Mll8eBsXqemTnZKN+3frCclqaOo1X4e8CAKLvFqWS0qbLxdot7C89PU1Yp6uri/z8fGE5JzcH21dtx5iZY5DxIAPh4eGYMWMG/Pz8KmV8REREREREnHFBlSIkJAQtW7bUCFrY1NbFECcDdGwoRUSaHPuu5iI8RY7kzIJnBi0AoEAFJGcWIDxFvV9kmgKdGkoxxMkANrWL4m++vr5o2bLlazX7IjMzE5MmTYKbm5tG0MJIIkJPWynebW4Ahzp6yHhcgKPxj/F7TA72X8vFH9dyceC/f/dfy8XvMTk4Gv8YGY8L4FBHD+82N0BPWymMJEUpuAoDRJMnT0ZmZuVcTCEiIu2Ljo4WUhC1dGyJ+KR4yOQyAEDr1s4AAKVSiaioMwDUtS162NbT6hhcbOvBylidduqGCrAaOAwikUjoXyaXIeFmAlo2awlAncIoOjpaq2Oobg4ODsLjawnX4NTUSVi+dOlfAECTJk1hbKy+AeNc6kOtz3ZUqVSISH0oLH/++Qz88ccenD8fIazz9fWHs3MHYXnzb5uReCsRfsv8YGhgCEBd8yIoKEirYyMiIiIiIirEGRekVSqVCgsXLsTixYuFdfo6QB97A9zJKcD+a7lQPvH9WyQSwdbaFi0dW8LRzhFGhkbQ09VDXn4esnKycC3+GqJjo5GYnCh8eX8kV+LPG48hFgHtrPTRylyCowm5kBcAt27dgpubGxYsWIAFCxa80rUvQkJC4O3tjVu3bgnrbGrroq2lBI/kKpxLlSFTXv4LHoUBouTMAiAFqK0vRqeGUpjoixCZpkDSI/Xdl76+vggKCsLGjRs5+4KInptCoUB0dDTi4uKQm5sLhUIBiUQCAwMDODg4oEWLFhppc+j5xcXFCY8d7RwRcz1GWG7V6i0AwI0b15GVpQ5Kt7cy1fr/nyKRCO2sTHHgWjqysrOQmBgPOzsHtG7tjMDAvQCAmOsxcLR3xMFjBwEAsbGxaNOmjVbHUZ0KX9MKhQKXr12GvY09pPpSyOQyXLwYBQAQi8Vwdu6IEyeOIjVLhrDEe3BpUr+MlssvNPEeUrNkwvLJk3/i5Mk/oaOjrnuhry9Fr1790LNnX8ycOREBAbuhVCoxc9FMbFu1DXOnzsVXK9V1UCZNmoTLly+jdu3aWhsfERERERERwMAFaZFSqcTMmTOxdu1aYV3TOnpwtpAgOP4xHsmVwnqxWIyeXXpi2IBhcG7lDCMDozLbz87NRtSlKPgH+iP0dCiUSiWUKuBsihy19cUY5GiIqHQ5rt9XX1xftGgR7t+/j1WrVkEsfrUmFzFAREQvo/z8fAQGBiI4OBiRkZG4ePGiRiHiJ0kkErRu3Rpt27aFm5sbPDw8oKvLjy7PIze3qAi0kaERMrOLZs1ZWloBAG7evCGsa1G/clIutqxvggPX0oX+7OwcYGFhKTyfmZ2p8ZmgojWaarrC13RERAQSkxMhk8vgaO+IC1cuIDExHjdv3kDjxk0wYsQ4nDhxFACw5myCVgMXa88mCI/NpHp4IFMXaC+sQaavr4979+7AwsIKa9duAQAEBOyGIk+BeUvmIcAnAEEngnAq4hSSk5Px6aefwsfHR2vjIyIiIiIiAhi4IC1RqVQlghZu9rWQkVuAPVdyhHWGBoYYM2QMhnsMh6W5ZWlNPZWRgRHe6fgO3un4DlJvp8I/0B+/BvyKnNwcPJIrsedKDtpbSeBmXwvB8eoLHWvXroVIJMKqVatemQvrDBAR0csmNTUVvr6+8PHxQWpqarn3UygUiIiIQEREBDZs2ICGDRti8uTJ8Pb2hpWVVSWO+NVTPECkp6uHXFlRIEMi0S+xjaFEp1LGYaBX1K5cXliMWr9onHkKmBialNjmVdK2bVtERERApVIh6lIUenbpiQtXLgAAtm/3xRdffId+/QbD3NwCd+6kY39MGg7HpcPdweKF+z4Umy7UGbEw0kfiDFecunUfa84mCOszMx9h4MDu2LMnCLa29li1yg9JSQmIijqLxFuJWL1pNb6Z/Q08vDyQk5uDzZs3Y9GiRbC0rNjnOiIiIiIiomfhVUbSikWLFgkX0kUAPJ0McPVeHiLSii6CdG3XFYGbAjFz4swKBy2eZNXACrO8ZyFwUyC6tOsirD+XqkDMvTwMdjJAYZhizZo1WLRo0Qv1V1M8LUBkqi/Cnis5QtDC0MAQH7z/AY7tOoafvv4J73R8p1xBC6AoQLTum3X4c+efmDJ6ipDPujBAZCYVw82+lrDP2rVrMWvWLK3n4Sail9vDhw8xefJkNG7cGAsXLtQIWohEIjRp1AQevT0we/JsLJy1EN9++i0WzlqITyZ/ggG9BqBJoyYaQeeUlBQsWLAANjY2mDx5Mh4+fFgNR/VyKp5yKy8/D3q6RQWvFQp5iW1yFAWVMo7cvKJ29fULAyZFwQmJngR5+XkltnmVuLm5CY/3HNyDoe5Dhd/Hrl1bIJPJIJFIMGdO0WeXSYHnkZ4tK9FWRaRnyzD54Hlh+RuX5tDX1YFLk/oIGN4Rh0Z1EmqQJCcnYdiwvkhPT4Wenh5+/HGj8LvYuncr7j+8j/c93wegnklVvKYZERERERGRNjBwQS8sJCREIzAw2MkA4cly3PyvHoKhgSG+nv01Ni7bCKsG2r1D1qqBFfyW+eHr2V8LF9eTHuXjbIocg5wMhO0WLVqEo0eParXv6sAAERG9LI4cOYKWLVvC19dXSEEjFovRu1tv+CzxwbmD5xC4ORDeI71Rv2595OXn4VH2I+Tl58G8rjkmjZqEwM2BOHfwHHyW+KBX117CrK78/Hz4+vqiZcuWOHLkSHUe5kvDwKDo/8TsnGyYGBXNakhLUweUGjduIqyLvluUSkqbLhdrt7C/9PQ0YZ2JkQmyc7OF5Vq1ioLkrwoPDw9hxtDxU8chV8jh1l0dzLh//x42bVoHABg5cjx69FDXkUrNkqH3tn+eO3iRnq3ev7C2Rd+m5vB6y0ZjG3cHC0RO7oEW9Y0BqIMXH388GSqVCg4OTpg9ewEA9U0UW/duxXCP4cLf5IYNG5Cfn/9cYyMiIiIiIioNAxf0Qh49egRvb29h2c2+FiLTFEjLVl+kqmtWFztW78B7/d+rtFRNIpEI7/V/DztW70Bds7oAgNSsAkSlKTRmBUycOBGZmZVzIaYqMEBERC+D7OxseHl5wd3dHSkpKQA0Z4Et+ngRrl6/iomfTkS7/u0waOIgzP1+Lr5d+y2W/bwM3679FnO/n4tBEwehXf92mPjpRFy9fhWLP1lcYhZYSkoK3N3dMXHiRGRnZz9rWK89BwcH4fG1hGtwauokLF+69C8AoEmTpjA2Vgc0zqU+1PosOpVKhYjUhwAAY0Mj2NraA4BQlBoAnJo64Vr8NWG5WbNmWh1DTaCrq4spU6YAUKd/9A/0x7j3xgmfk5YvX4i4uBiIRCL88IMPrK3VAYbou1lo6xOGw3HpFervcFw62vqEIfpuFgDApnYt+A18q9TPZRZGUvw5tqsw8yIsLAS7dm0BAEyc+D+Y/fc5K+hEEPQl+nDp7AJA/bcYGBhYwTNBRERERET0dAxc0AuZPXs2bt26BUBdZyEjt0C4kF7XrC62r9qucXGkMjk1dcL2VduF4MXNR/nIeFyApnXUpVxu3bqF2bNnV8lYtI0BIiJ6GTx48AB9+vTB5s2bhXWFs8B6deuFlT4r0WNYD/y48UdcuHIBMvmz7x6XyWW4cOUCftz4I3oM64EffH9A77d7l5gFtmnTJri6uuLBgweVdmwvuxYtWgipoC5fuwx7G3tI9dUXpwsDB2KxGM7OHQGo7/APS7yn1TGEJt4T7vh3Mm8g3K1f2L9UXwq7xna4HHsZgDpNVIsWLbQ6hprC29sbOjrqeh+/BvyKuqZ1MfbdsQDUdT1mzfJGXl4eLCyssGdPkBC8SM2Sof/OcHj6n8HxG3efGlxSqVQ4fuMuPP3PoP/OcOG829SuhWNju8HK+OkzWSyMpPD1aCMsL1u2AAqFAlKpFCNHjgcA5OXlYe/hvRg2YJiwXUhIyHOfDyqiVCoRGxuLoKAgHDhwAEFBQYiLi4NSqSx7ZyIiIiKiVwgDF/TcQkJChJzG+jqAs4VESFlkaGAIv2V+sGtsV6VjsmtsB79lfsLduBGpCjhb6kP/v1qgvr6+L+UXawaIiKime/DgAVxcXBAeHg6gaBbY2sVrsXXvVgybOgwHjx3UqF9ga2uPgQPfwxdffIefftoCH59d+OmnLfjii+8wcOB7wh35gLouw8FjBzFs6jBs27cNPy3+SWMW2OnTp9GzZ08GL55CIpGgdevWAIDE5ETI5DI42juqlxPjcfPmDQDAiBHjhH3WnE3Q6hjWFmuvq54uVAUFSEpKQFKSer1TUyfIZDIk3koEALRu3Rp6enqlNfXSs7KygpeXFwAgJzcH81fMxwyvGbD5L0ARFXUWM2dOhFKphK2tPQ4cOCGkjQKA/TFp6LXtH1j/GIxBu8PxxbEr+PbkNXxx7AoG7Q6H9Y/B6LXtH6HgNgC42Zvj1MR3YF/HsMzxuTtYYLCTOt3knTvpCAr6AwAwZswkYZvQ06Fo26qtsBwZGfkCZ+T1plAo4O/vDzc3N5iZmcHR0RH9+vXDoEGD0K9fPzRr1gxmZmZwc3ODv78/FApF2Y0SEREREb3kGLig51JYJLpQHzsDBMc/FpbnfTivyi6kP8mpqRPmTp0rLAdffwxXu6J0RjNnznypikgzQERENV12djbc3d1x4cIFAEWzwByaOMBzsie27t0qvO/WqVMPH300G+Hh13Dq1FX88ssOfPTRbAwZMgoDBryLIUNG4aOPZuOXX3bg1KmrCA+/ho8+mi2kqFGpVNjy2xZ4TvaEQxMHjVlg58+fh7u7O9NGPUXbtuqLzCqVClGXotCzS0/hue3bfQEA/foNhrm5BQD1xfGKpiV6mkOx6cJFdFNdXbylI4b83m2hXwBw6eyCyEtFF78Lx/uqWrZsGRo2bAgAOBVxCoeOH8LSz5ZCoqeeGRMQsBvTp08QZl7s2BGIFSs2CL8fQD0D48C1dHz3dyzmh17Fd3/H4sC1dGGGBQBYGOljo0cbHBnd+ZkzLZ40rUPRZ4vdu7cCAGxs7GBjo14fcz0GUqkUto1sAQAXL15EXl5eiXbo6VQqFfz8/GBjY4MRI0YgJCTkqbNWMzMzERISghEjRsDGxgZ+fn4v1edZIiIiIqKKYuCCnktoaCiuXr0KALCprYs7uQV4JFdPYe/ariuGug+tzuHhvf7vCWlEHsmVuJ1bgMa11TMCrl69irCwsGocXfkxQEREL4Pp06cLMy0KZ4GlpKdg7MyxSEpOAqBO+zN//veIiEjAF198JxRmViqViI+PRWhoMIKDAxEaGoyEhKK0KI0bN8EXX3yHyMgbmD//e+jr6wMAkpKTMHbmWKTeTtWYBRYeHo4ZM2ZU9Sl4Kbi5uQmP9xzcg6HuQ6Gnq57RsGvXFshkMkgkEsyZU1RPaVLg+ecuCF0oPVuGyQfPC8ujm7dAwz4eUBmbCvUT9PT0MNR9KPYc3CNs5+rqileZqakpfH2LAjdL1i+BVCLFqgWroCNW3wnw+++74OnpItS8GDVqAs6evY5fftmB7t37PLXt2vq6cLM3h//Q9kia6YaJzrYVTiXpYltPqHURFXVG+Jts3doZgDqVW8LNBLRs1hKAOsVVdHR0hfp4naWmpqJfv37w9vZGenpRgNDKWIpBjhb4vFszfNuzOT7v1gyDHC2E3wUApKenw9vbG/369UNqamp1DJ+IiIiIqNIxcEHPZf369cLjtpYSRKTKARSlBqmsOgvlJRKJ8M3sb4rNCJCjnaVEeL74+GsyBoiIqKY7cuSIUNOicBbYjZs3MH3BdCjy1LPDnJ07ICTkHD788BNIpVIoFAr88ccejBzZH82bm+Ptt1ti9GgPTJjwLkaP9kC3bi3QvLk5Ro7sjz/+2CPk1//ww08QEnIOzs4dAACKPAWmfTUNibcSNWaBbdq0CUFBQdVzQmowDw8PWFlZAQCOnzoOuUIOt+7qYMb9+/ewadM6AMDIkeOFtESpWTL03vbPcwcv0rPV+xfOAHBxccPnQWfxxrxvsGnzejx4kAEA6Nu9L+QKOUJPhwIAGjZsCA8Pj+c/2JdEv379MGHCBADqlFET50yEbSNbrFm0Rph5ERV1Fq6u7bFu3QohuDRw4Hv45psfhXY6W5vhjxEdETS6M2L/1xv35/ZH0PtdMKxFQ0h0nu/jvkgkQjsrUwBAZuYjJCbGAygKXADqWReFKccAIDY29rn6et1cv34dnTt3RnBwsLBusJMljo/tiuRZbtg/ohO+7fUGPn/bEd/2egP7R3RC8iw3HB/bVUjhBQDBwcHo0qUL4uPjq+MwiIiIiIgqFQMXVGEpKSnYv38/AMBYIkKmXAXlfzfWv+/5PqwaWFXf4IqxamCF9z3fBwAoVUCmQgUjiTqgEhAQ8FLcocYAERHVZA8fPsSkSUU57+d9OA8yhQyzFs9CgbIAADBkyEgEBITCwcEJKpUKO3duRocOTTF16vs4ceIosrJKT4uSlZWJEyeOYurU99GhQ1Ps3LkZKpUKDg5OCAgIhafnCABAgbIAMxfNhEwh05gFNmnSJDx69KgSj/7lo6uriylTpgBQz3TxD/THuPfGCf+XLF++ULiz/4cffISC0NF3s9DWJ6zCaaMOx6WjrU8You9mAQCsrW2wcuUGiEQixMVdxYoV6pkdIpEI44aOg3+gv3BX/5QpU6Crq6uV467p1qxZg06dOgEAMh5kYMzMMWho0RDbVm0Tal7I5XJ8++3naNu2Cb755jMkJSUIdUkAwMW2PgY6WsKtaQM41DWCWEufD1rWNxEeF/ZnYVF04TwzOxNGBkbC8uPHRbNCqXSpqano1asXbt68CUA9w+LQqE4IGN4RLk3qP/WznUgkgkuT+ggY3hGHRnUSZmAkJSWhV69eL8XnWiIiIiKiimDggips48aNKChQX5Bqb6WPs6nquyjFYjGGewyvzqGVMNxjOMRi9cv8XIoc7a3UKUYKCgo00jPURAwQEVFNN2fOHKSkpABQzwLr37M/5n4/V5hpMWTISKxZsxl6enpIT0/F6NEemD17Cu7cqVhalDt30jF79hSMHu2B9PRU6OnpYe3aLULwQpGnwLwl8+DR20OYBZacnIxPP/20qk7FS8Pb2xs6Ouo0RL8G/Iq6pnUx9t2xANQXx2fN8hZqKuzZEyQEL1KzZOi/Mxye/mdw/Mbdp6YCVKlUOH7jLjz9z6D/znBhpoW1tQ327AmChYUV8vLyMGvWJMjl6mD8uKHjUMe0Dn4N+BWAOsDi7e1dqeehJjEyMsLhw4fRpk0bAOrgxegZoxGbEIsAnwCMf2+8sO2DBxlYv34lOnd2wsyZRefIUKJTKWMz0Ctqt/D3JZHoC+sUeQoh3Vjxbah0KpUKXl5eQtCipbkJIif3gLuDRRl7anJ3sEDk5B5oUd8YgDp44eXlxRSdRERERPRKYeCCKqx4+g2zWmJkytVfknp26VljLqYXsmpgBZfOLgDUqYzq1Cp6yRefnl8TMUBERDVZamoqNm3aBKBoFtjqTauFmhbOzh3w448bIRaLcePGdXh4vIOwsBBh/+dJixIWFoKBA7sjMTEeYrEYq1b5CWmjEm8lYvWm1RqzwDZv3oy0tLSqOiUvBSsrK3h5eQFQpyaav2I+ZnjNEO7sj4o6i5kzJ0KpVMLW1h4HDpwQ0kYB6oLdvbb9A+sfgzFodzi+OHYF3568hi+OXcGg3eGw/jEYvbb9IxTiBoAePVxx4MAJ2NraQ6lUYubMiYiKOgsAsG1kixleMzB/xXzk5OYAACZMmABLy6Lf++vAzMwMx48fF2Ze5OTm4KuVX2HaV9Mw9t2x8BruVWKfu3dvC49zFAWVMq7cvKJ2C+vLKBRFwQmJngR5+XkltqHSbdq0Sfj8aWUsxdExXWBhJC1jr9JZGEnx59iuQpA3ODhYeE8mIiIiInoVMHBBFZKfn48LFy4AAOrWEiMls+gL7bABw6prWM9UfFwpWQVC8OL8+fPIz8+vrmGViQEiIqrJigdX3/d8HxkPM7Bt3zYA6ouXP/64UZhpMWxYX6SkaCctSnJyEoYN6yvMvPjxx43CxdKte7fi/sP7wiyw/Px8bNy4sVLPw8to2bJlaNiwIQDgVMQpHDp+CEs/WyrUVAgI2I3p0ycIMy927AjEihUbYG5edFd4apYMB66l47u/YzE/9Cq++zsWB66lCzMsAMDc3AIrVmzAjh2BwkyLadPGIyBgNwD1Re8l85Yg8M9AnIo4BQCwtrbG8uXLq+pU1ChmZmY4evSoEFgCgH8i/oGHlwduFEsL1aOHK9q27aQx8yH6bukp117U5WLtNm7cBACQnl4UlDIxMkF2brawXKtWrUoZx6tAoVDgiy++EJY3erz13EGLQhZGUvh6tBGW58+fD4VC8UJtEhERERHVFAxcUIVcvXpVyF9sbaKL5Cz1hX+RSATnVs7P2rXatG3VVnickpkPaxN1zuzHjx8jJiamuob1TAwQEVFNlpeXhw0bNgAomgW29betQpqSTz9dKNS0+PjjyULQQltpUZKTk/Dxx5OFmhezZy8AoE7DsnXvVo1ZYBs2bOB70BNMTU01ZsMtWb8EUokUqxasgo5YnRro9993wdPTRah5MWrUBJw9ex2//LIDPXq4wtjYpNS2TUxqo0cPV/zyyw6cPXsdo0ZN+K+mRQw8PV2EoIWOWAerFqyCVCLF0p+XCvv7+vqidu3alXj0NZuRkRH8/Pywdu1aYV1Obo5QtBxQn+PAwJOIjc2AoaG6vsS51IdaTxOkUqkQkfpQ6NPW1h4AcPFilLCNU1MnXIu/Jiw3a9ZMq2N4lQQEBOD2bfUsmcFOlujn0EAr7bo7WAgz09LT04U0o0RERERELzsGLqhCIiMjhceWxjpIy1JfULe1ttUozliTGBkawbaRLQAgLbsAVkZF+ZqLH09NwgAREdVkBw8eFOrX9OzSE/oSfQSfUM+uqlOnHry8PgIA7Nq1RUgPpe20KGFhIdi1awsAYOLE/8HMrC4AIOhEEPQl+sIssJSUFAQGBj7fgb7C+vXrhwkTJgBQXxifOGcibBvZYs2iNcLMi6ios3B1bY9161ZAJpNBIpFg4MD3sHPnQVy9egd//x2NnTsPYvPmfdi58yD+/jsaV67cxs6dBzFw4HuQSCSQyWRYt24FXF3bC+mhJHoSrF28FraNbDFxzkQhRZSXlxf69u1bPSekhpk8eTL09PRKfa4wcCCRSNCuXWcA6hkwYYn3tDqG0MR7wgwaZ+eOQjCwsH+pvhR2je1wOfYyAPVMqxYtWmh1DK+S4mmcpnew02rb04q1V1a6KKVSidjYWAQFBeHAgQMICgpCXFwclEqlVsdERERERPSiGLigComKKrrLzkBXjIL/bu5r6diymkZUPi2bqceXrwQM9IrSktTUwAUDRERUkxVPATdswDDsPbxXyHM/cuR4SKVSKBQKLF36lbBdZaRFWbZsARQKBaRSKUaOHA9APRtk7+G9GrPAQkJCQCWtWbNGqKmQ8SADY2aOQUOLhti2aptQ80Iul+Pbbz9H27ZN8M03nyEpKQGAeqaNnZ0DevRwhZubB3r0cIWdnYNwcTspKQHffPMZ2rZtgm+//Vwo2mzbyBbbVm2DZQNLjJk5BhkPMgAAnTt3xpo1a6r6FNRYEokEb775prA8ZfQU6OqqbwhITIzHzf9SR40YMU7YZs3ZBK2OYW2x9gr7SUpKEF4DTk2dIJPJkHgrEQDQunXrpwZbXndKpRLh4eEA1EHcHrb1tNq+i209IagbHh5eIgihUCjg7+8PNzc3mJmZwdHREf369cOgQYPQr18/NGvWDGZmZnBzc4O/vz/TTRERERFRjcDABVVI4R22AKAslpLA0c6xOoZTbo72ReNTFsukUFOLtjJAREQ1WeHfdOEssOOnjgvPjRkzCQBw5Mh+oXhwZaVFuXMnHUFBf2j0CwChp0M1ZoHxPah0RkZGOHz4MNq0aQNAHbwYPWM0YhNiEeATgPHvjRdqkDx4kIH161eic2cndO7shClTRmHduhXYt28HAgP3Yt++HVi3bgWmTBklbLN+/Uo8+C8wIRKJMP698QjwCUBsQizen/G+ELRo06YNDh06BENDw2o5DzVV27ZFr+G2rdrio7EfCcvbt6tTffXrN1ioPbI/Jg2H49K10veh2HShwLq5uQX69h2k0S8AuHR2QeSlor+t4uMlTdevX0dmprpeSHsr06fW9nleIpEI7axMAQCPHj1CfHw8AHW6Lz8/P9jY2GDEiBEICQkRxvGkzMxMhISEYMSIEbCxsYGfn5/W048REREREVWEbmU2fufOHZw9exZnz57FuXPncO7cOWRkqL+kjhs3Dlu2bKlQe0FBQfDx8cHZs2dx9+5d1K9fHx06dMDkyZOZWqCKyGRFRTeLf5UxMqyZswAKFZ+lUHzcxY+nJnmZA0QHjx0E8HIEiIio4hQKBS5evAhAPQtMqi8Vctzb2toLBXx3794q7FMZaVEKL6ru3r0VAwe+BxsbO9jY2CEpKQEx12MglUph28gWibcScfHiReTl5dWYu8EVCgWio6MRFxeH3NxcKBQKSCQSGBgYwMHBAS1atIBEIqmSsZiZmeH48eNwd3dHeHg4cnJz8NXKrxB8Ihhfz/4aA3oNwNa9WxF0Igh5eepZNYV33QcG7i2zfT09PfTt3hfjho5DHdM6+OjLj4RC3IB6psWhQ4dgZmZWacf4snJzcxNqyew5uAeLPl6E9dvWIy8/D7t2bcEnn3wFqVSKOXMWYfbsKQCASYHnETm5xwvNbkrPlmHywfPC8pw5i4S0X4Xp2fT09DDUfSi+Wlk0q8rV1fW5+3zVJSQUzV5pUb/0+jAvqmV9Exy4li70Z2hoCC8vL40ZcoB6xkd7K1O0qG8CQ4kOchQFiL6biXOpD4XUYOnp6fD29sZvv/2GTZs2wcrKqlLGTERERET0LJUauGjQQDt3V6pUKnzwwQfw8fHRWJ+SkoKAgAAEBARg8uTJ+OWXX7R+BxNpKj51vHgAQE+3ZlwMepri4ys+7sLUFTUNA0REVFNFR0cL/xe0dGyJ+KR4yOTqv/HWrdU1eJRKJaKizgCo3LQoqVkyREWdgVKphFgsRuvWzkhKSoBMLkPCzQS0bNYSibcSIZfLER0dLcwsqGr5+fkIDAxEcHAwIiMjcfHixWemYpFIJGjdujXatm0LNzc3eHh4CGmCKoOZmRmOHj2KGTNmCPnx/4n4Bx5eHnjf833M8p6FeR/Ow97DexF6OhQx12OE33lppPpSODV1gktnFwx1Hwq5Qg7/QH/8GvCrUM8CUNe0WLNmDWdaPIWHhwesrKyQmpqK46eO4/P/fQ637m44eOwg7t+/h02b1uHDDz/ByJHjcfDgPoSFhSA1S4be2/7Bn2O7PlfwIj1bvX/hBWwXFzchDZuf30/CDJq+3ftCrpALRcMbNmwIDw8P7Rz4K6j437uhROcZWz4/A72idhMTEzF58mTcvHlTWDfYyRLTO9ihh229Ur8vqVQqhCXew5qzCUJgODg4GF26dMGxY8dgb29fKeMmIiIiInqaSg1cFNeoUSM0b978ufJMz58/XwhavPXWW5gzZw7s7e0RHx+PZcuW4d9//4WPjw/q16+Pb775RttDp2KK3wFa/CtPYW7zmqr4+IqPW19fv+oHUw4MEBFRTRUXFyc8drRzRMz1GGG5Vau3AAA3blxHVlblp0U5cC0dmZmPkJgYDzs7B7Ru7SzMAoi5HqMxCyw2NrbKAxepqanw9fWFj4+Pxky6sigUCkRERCAiIgIbNmxAw4YNMXnyZHh7e1fanc9GRkbw8/PD0KFDMWnSJKSkpCAnNwcbdmyA7y5fuHR2wbABwzB68GhIpVIk3FTPbMnMzoQiTwGJngQmRiZwauoEu8Z2kMlkiLwUiS9XfImw8DCNnPvW1tbw9fXlbNky6OrqYsqUKViwYAGUSiX8A/0x7r1xOHT8EFQqFZYvX4g+ffrDwcEJP/zgg4EDuyM5OQnRd7PQ1icMvh5t4O5gUe7+DselY1LgeSFoYW1tg5UrN0AkEiEu7ipWrFgEQP33N27oOPgH+gu/1ylTplRqcO1lV/zzc46ioFL6yM0ravfLL7/E3bt3AaiDx+V5LYhEIrg0qQ+XJvU1XgtJSUno1asXTp06xZkXRERERFSlKvUbxldffYX27dujffv2aNCgARITE9GkSZMKtXH9+nUsW7YMANCuXTucPHkStWrVAgC0b98eAwcORPfu3REREYGlS5diwoQJvCOoEkmlRXfvFb8MlZ2TXfWDqYDs3KLxFR938eOpSRggIqKaKjc3V3hsZGiEzOyifOmWluqLWoWFg4GqSYty8+YN2Nk5wMLCUng+MztTYxbY48ePK2UcpXn48CHmzJmDTZs2oaBA8yKlSCSCrbUtWjq2hKOdI4wMjaCnq4e8/Dxk5WThWvw1RMdGIzE5Ucgvn5KSggULFuDrr7/GhAkTsGzZMpiamlbK2Pv164fo6Gh8+umn2Lx5M/Lz86FUKnHsn2M49s8xiEQi2FjboGWzlnC0d4SRgRFMDE2Ql5+H2/du4+SZk7gce1ko2Fycrq4uJkyYgOXLl6N27dqVMv5Xjbe3NxYvXoyCggL8GvArhnsMx9h3x2Lr3q2Qy+WYNcsbAQGhsLCwwp49QRg2rC+Sk5OQmiVD/53hGOxkiWkd7ODyjLvsQxPvYW2xu+wBddBiz54gWFhYIS8vD7NmTRJuQihM+/VrwK8A1L9Xb2/vqjkhLyk7u6J0edF3S68x8aIuF2u3MGjR0twER8d0qfDsG3cHC0RO7oHe2/5B9N0sJCUlwcvLC0eOHOHsdiIiIiKqMpUauFi0aNELt/Hjjz8iPz8fALB27VohaFHIwMAAa9euRefOnZGfn49Vq1Zh7dq1L9wvla74nVbiYl9criVcq47hlFth/nUAEBf7vmVpaVnK1tWPASIiqqmKzwjT09VDrqwokCGR6JfYpirSohReUC3sHwAUeQqYGJqU2KayHTlyRJixUEgsFqNnl54YNmAYnFs5Q6ovRXxSvDBjIVeWCz1dPZjXNcc7Hd+BvY09ZHIZoi5FwT/QH6GnQ6FUKpGfnw9fX18cPnwYvr6+6NevX6UcQ+3ateHj44OFCxdi48aN2LBhgzBjRKVSIfFWIhJvJQqzWcrSsGFDTJkyBd7e3jX2/92aysrKCl5eXvD19UVObg7mr5iPnxb/hLDwMCQlJyEq6ixmzpyItWu3wNbWHgcOnMDHH09GWJh6hvP+mDTsj0mDlbEU7axM0bK+CQz0dJCbV4DLdzMRUayuQaEePVzxww8+sLCwglKpxMyZExEVdRYAYNvIFjO8ZuCjLz8S0n5NmDCBv9cyNG3aFCYmJsjMVNeSUKlUWg0AqFQqRKQ+1FhnZSx9rqBFIQsjKf4c2xVtfcKQmiVDcHAwNm3ahIkTJ2phxEREREREZavRc7pVKhX++OMPAICTkxM6depU6nadOnWCo6Mjrl27hv3792PNmjW8G6iSODs7C49z85XQEQEFKuDytcvVOKqyXY5Vj09XDOTmFSUxatu2bXUN6ZkYICKimqr4jLC8/DyNFHEKhbzENlWRFqVwVldh/wAg0ZNozAKr7Jlf2dnZmD59OjZv3iysMzQwxJghYzDcYzgkehLsPbwX67atw7X4a2XWiHC0d0TPLj2x+JPFJWpEpKSkwN3dHV5eXli9ejWMjCqn/pGVlRW++uorfP755wgMDERISAgiIyNx4cKFZ9bo0NfXF2p0uLq6VnqNjlfdsmXLcPjwYaSkpOBUxCkcOn4ISz9birEzx0KRp0BAwG6IRCL8+ONGWFhYYceOQOzatQXLli3AnTvqWUmpWTIcuJYuzFIqjbm5BebMWYSRI8dDJBIhLy8PM2dOREDAbgDqv6kl85Yg8M9AocC6tbU1li9fXvkn4SUnFovRqVMnhISo65CEJd6DS5P6Wms/NPFeiQDURo+3XqhIO6AOXvh6tEH/neEA1Ol7x4wZo/EeT0RERERUWWr0t8gbN24Idyx27979mdt2794d165dQ3Jy8nOlpKLyKX6hPy2rAJbGOkjOLEBiciKyc7M10nLUFNk52ULKCksjHaRmF13sqqmBCwaIiKimMjAwEB5n52Sjft2ii29paeq78hs3Lvo/uCrSohT2l55elOrGxMgEt+/dFpafnLGpTQ8ePIC7uzvCw8OFdV3bdcXXs79GxsMMrPRZieATweVO9yeTy3DhygVcuHIBP235CW7d3TDuvXEY7jEc81fMFy4ab9q0CVevXsWhQ4dgZmZWKccGqFMBeXp6wtPTE4B6Rk10dDTi4uLw+PFjyOVy6Ovro1atWmjWrBlatGgBPb2aXZPpZWJqagpfX1+4u7sDAJasX4Idq3dg1YJVmPbVNBQoC/D777uQmBiPH3/cCAcHJ4waNQFDh45GUNAf2L17KyIjw4W6M8WZmNSGs3NHjBgxDn37DhIuSMfFxWDWLG9hpoWOWAerFqyCVCLF0p+XCvv7+voy7Vc5eXl5CbX+1pxN0GrgYu3ZBI3lwU6W6OfQQCttuztYYLCTJfbHpCE9PR379+/HsGHDtNI2EREREdGz1OjAxdWrV4XHTk5Oz9y2+PNXr15l4KKSNG/eHLVq1cLjx4+RnJkPhzp6SM4sgEqlQtSlKLzT8Z3qHmIJkZcihccNTXQRm6G+cFSrVi3UrVtXyANckxR//b4KAaImTZrUyPNMRBVXr1494fG1hGt4u+PbwvKlS/8CAJo0aQpjYxNkZVV+WhQTk9qwtVXXtrp4MUrYxqmpE06eOakx7sp4H3r48CE8PT0RHR0NQD3LYt6H89C/Z3+s3rQa2/ZtE2pVFLK1tUfr1s5o1eotWFpaQSLRh0IhR1paKi5d+hcXL0YhMTEegHpWy8FjB3Ho+CGMGzoOPy3+CYeOH8KS9UuQk5uD06dP45133sHvv/9eaXUvSmNtbQ1ra+tSn3v48GGVjeN10a5dO4wcORK7du1CTm4OJs6ZiO2rtmPNojWYtXgWFHkKREWdhatre8yevQATJ/4PUqkUAwe+h4ED34NSqURiYjxu3rwhBJoaN24CW1t7iMVioR+ZTAY/v5+wYsWiohRsehKsWrAKto1sMWbmGCFF1KhRo9C2bVv+/15O3bp1g7m5Oe7cuYP9MWk4HJdeoeLpT3MoNl2jPgkATO9g95Stn8+0DnZCH7/88gtcXFyeq5369bUXrCEiIiKiV1+NDlzcunVLePy0L8eFGjVqVOp+5ZGcnPzM59PS0p75/OtEV1cXb775JsLDw5HxWIkeJjrAf2m89xzcUyMDF3sO7hEeNzTWQXiy+ov448ePNVIy1VQve4AIKHvGFBG9nC5fuwx7G3tI9aWQyWVC4EAsFsPZuSNOnDha6WlRnJ07ChdeC/uX6kth19hOmAUGAL169dJa/09T16wu/Jb5QaaQwXOyJ5KSk4Tn6tSph5Ejx2PMmEkaM1Ke5ubNG9i+3Rc7d27GgwcZUKlU2PLbFoSeDsXSz5Zix+odmDhnIjIeZODy5cto1qxZZR4a1TAZDzIwZuYY+C3zw7ZV2zD3+7lISk6CXC7Ht99+jvXrVwqvNxsbO4jFYtjZOcDOzqHU9pKSErB9uy927dqCBw8yhPW2jWyxZN4S6Ev0MWbmGGQUe27nzp3YuXNnpR/rq2pS4HlETu7xQumc0rNlmHzwvMY6K2MpetjWK32H5+RiWw9WxlKkZskQGhoKc3Pz52rnySAuEREREdGziMvepPpkZWUJj8vK32xoaCg8zs6uWAHjRo0aPfOnQ4cOFRv4K65v377C4wePlTDRV99Fe/zUcaTeTq2uYZUq9XYqQk+HAgBq64tx/7GymkdUcRmPlWhoUlSEtnggpiZ5MkD0Mp5rIqqYxOREyOQyONo7qpf/u6MbAEaMGCdst+aJNCYvqnhalMJ+kpISkJSkXu/U1AkymUyYBVYV6prVxfZV25GSnoKxM8cKQQt9fX3Mn/89IiIS8MUX3wlBC6VSifj4WISGBiM4OBChocFISIiDUql+72zcuAm++OI7REbewPz53ws1OpKSkzB25lik3k7F9lXbUdesbpUdI9UsGQ8yMHrGaMQmxCLAJwDj3xsvzGx68CAD69evROfOTujc2QlTpozCunUrsG/fDgQG7sW+fTuwbt0KTJkySthm/fqVQtBCJBJh/HvjEeATgNiEWLw/432NoAW9uNQsGXpv+wfp2U+vd/Ms6dnq/Z+sbdHeylTrtf5EIhHaWZlqtU0iIiIiorLU6BkXMlnRB/GyisAVL7r5+PHjShsTAd7e3vj6669RUFCAc6lydGwoxZ83HkOpVMI/0B+zvGdV9xAF/oH+wkWg9g31EZ78fF8Oq1thgChTrhICRFYNas5skVchQEREFVc4C6xnl564cOUCAGD7dl988cV36NdvMMzNLXDnTnqlpUUxN7dA376DhH4LuXR20ZgFVtkMDQzht8wPN27ewPQF01GgVKfKc3buINQcANS1IY4c2Y/du7ciKupMqTUHjI1NhJoD/foNhlQqxYcffoI+ffoLNQcUeQpM+2oa1i5eC79lfhg9Y7SQvodeLzm5Ofhq5VcIPhGMr2d/jQG9BmDr3q0IOhGEvDz1zMfCoF5g4N4y29PT00Pf7n0xbug41DGtg4++/EioqULaF303C219wuDr0aZC74+H49IxKfB8iaAFALSob6LNIQpa1jd5ZnH38igMqNy5c4dpo4iIiIioTDV6xoVUWjR1WqFQPHPbwjy8QMULcN66deuZP2fPnq3YwF9xDRs2xODBgwEAWQoVTPRFEP93Y9evAb/WmFkXqbdT8WvArwAAsQgwkYiQrXg5p6ifS5Wjg5X676EwQFSTPBkgOpcqL2MPInpV7Dm4B0Pdh0JPV12MedeuLZDJZJBIJJgzZ5Gw3aTA8899Z3GhJ9OizJmzCBKJBDKZDLt2bQGgvvA61H1olc5Om/fhPMgUMsxaPEsIWgwZMhIBAaFwcHCCSqXCzp2b0aFDU0yd+j5OnDhaatACALKyMnHixFFMnfo+OnRoip07N0OlUsHBwQkBAaHw9BwBAChQFmDmopmQKWSYO3VulR0r1Uz/RPwDDy8PHP3rKGZ5z0KYfxhmec9CmxZtINV/dioiqb4UbVq00djv6F9H4eHlwaBFFUjNkqH/znB4+p/B8Rt3n5pOSaVS4fiNu/D0P4P+O8NLDVoAgKFEp9T1L8pAr3LaJSIiIiJ6mho948LY2Fh4XFb6p5ycojsNy0or9aSy6mdQSR9++CH27dsHAIhMU6CdlT7OpsiRk5uD+Svmw2+Zn9anqVeESqXC/BXzhTtQ21npIyKtKPj1+++/o1u3btU1vKe6d+8e3njjjRLriweIlCp1gGi4x/AaMeviWQEiDw8P+Pn5VfoYSjtvV65c0SgiTJp4ziqO56xIfn4+nJ2dkZ6ejuOnjuPz/30Ot+5uOHjsIO7fv4dNm9bhww8/wciR43Hw4D6EhYUIaVH+HNv1uXK6P5kWxcXFDSNHjgcA+Pn9JKS46du9L+QKuTALzNLSEpGRkdDV1d5Hnk8++QTbt28HAHRt1xX9e/aH52RPKPLU/88MGTISa9ZshlgsRnp6Kj7+eDLCwkI02rAylqK9lSla1DeBoUQHOYoCRN9VFzMvPMY7d9Ixe/YUHDy4Dz/84AMLCyusXbsFABAQsBuKPAXmLZmHAJ8ABJ0IEi4yjxkzBitXrtTa8b4MXte/z2PHjuHjjz9GWloacnJzsGHHBvju8oVLZxcMGzAMowePhlQqRcLNBMRcj0FmdiYUeQpI9CQwMTKBU1Mn2DW2g0wmQ+SlSHy54kuEhYcJNyMAgJWVFX744Qf07NmzGo+0ZtDm6yw9PR0zZsxAaKj6vWp/TBr2x6TByliKdlamaFnfBAZ6OsjNK8Dlu5mIKPbeUMjFxQWrV6/GlStXMGKEOqiZoyh4zqN7tty8onZ3795d7tfD0z7bEhERERGVpUYHLooHFMoqoF28IHfxQt1UOVxcXNC8eXNcvXoVSY/y0cpcgtr6YjySK3Eq4hT2Ht6L9/q/V23j++3Qb8IFnNr6YjQw0MHZFPUsgObNm2Pw4MHVGlh5Hi9jgGjWrFnVlgqgXr16TENQQTxnFfc6n7OpU6diwYIFwiywce+Nw6Hjh6BSqbB8+UL06dMfDg5O+OEHHwwc2B3JyUlaS4tibW2DlSs3QCQSIS7uKlasUM/sEIlEGDd0nMYssKlTp8LS0lJrx52amioUJDY0MMTXs7/G6k2rhZoWhemhxGIxbty4jmHD+iIl5aaw/2AnS0zvYIcetvVKff9WqVQIS7yHNWcThJRYYWEhGDiwO/bsCYKtrT1WrfJDUlICoqLOIvFWIlZvWo1vZn8DDy8P5OTmYNeuXVi6dKlWj/tl9Dr8fY4YMQL9+vXDp59+is2bNyM/Px9KpRLH/jmGY/8cg0gkgo21DVo2awlHe0cYGRjBxNAEefl5uH3vNk6eOYnLsZdLrQejq6uLCRMmYPny5ahdu3bVH9xL4nlfZ/Xr18exY8ewadMmzJ8/H+np6jRMqVkyHLiW/sy0TBYWFvjmm2/g5eUFkUikkTI3+m7ps7le1OVi7To7O7/yf1tEREREVP1qdKqo4nfnxMTEPHPb4s83b9680sZEaiKRCKtWrRKWjybkws2+KEXXkvVLEHP92b+zyhJzPQZLf14qLLs1rYWQhFxhefXq1S9V0KJZs2YAgKRH+TA30EFtffWfbWGAqDqVFiC6+SgfgPrvsEePHiX2yc/Px6VLl7BlyxZMnz4dQ4cOxYABA+Dq6ooBAwZg6NChmD59OrZs2YJLly4hPz+/Kg+JiMrJ29sbOjrq1CG/BvyKuqZ1MfbdsQDU6RtnzfJGXl4eLCyssGdPEKytbQC8eFoUa2sb7NkTBAsLK+Tl5WHWrElCusjCvPyFs8B0dXXh7e2t1ePeuHEjCgrUdx6/7/k+Mh5mYNu+bQDU9bZ+/HEj9PT0kJ6eqhG0sDKW4tCoTggY3hEuTeo/9f8hkUgElyb1ETC8Iw6N6gQrY/XslOTkJAwb1hfp6anQ09PDjz9uFC5Wbt27Ffcf3sf7nu8DUL/Pbty4UavHTTVX7dq14ePjg6SkJCxatAhWVkWzMVUqFRJvJeLgsYNY6bMSi1YtwvwV87Fo1SKs9FmJg8cOlghaNGzYEIsXL8bNmzfh4+PDoEUlEolEmDhxIpKSkuDv7w83NzeYmJReo6J27dpwc3ODv78/kpKSMHHiROF9pGnTpsJ+51IfPvV99XmpVCpEpD4UxmFvb6/V9omIiIiISlOjZ1w0adIEVlZWSE1NxYkTJ5657cmTJwGov2zZ2tpWwejI1dUV3t7e2LhxI+QFQFS6Au0sJYhIUyAnNwcT50zE9lXbYdfYrsrGlHAzARPnTCw2A0CCqDQ55P/Nbp80aRL69OlTZePRhq+//hrDhw8HoA4QDXI0xJ4r6uNbsn4JWjm2glNTpyofV2kBoj9iilK2FQ8QpaSkYOPGjQgKCsKFCxfw+PHjcvdTq1YtvPnmm+jbty+8vb3RsGFD7R0EET03KysreHl5wdfXV5gF9tPinxAWHoak5CRERZ3FzJkTsXbtFtja2uPAgRMaKZOeJy1Kjx6uQsokpVKJmTMnIipKXYfKtpEtZnjNwEdffiT8HzBhwgStzjrIy8vDhg0bAABisRjDPYbjB98fhIuEn366UKhp8fHHk4WgRUtzExwd06XCKbLcHSwQObkHem/7B9F3s5CcnISPP56MHTsC4eDghNmzF+Dbbz+HSqXC1r1bMct7Fnx3+UKpVGLDhg347LPPtJoii2o2KysrfPXVV/j8888RGBiIkJAQREZG4sKFC2XWiiu0efNmvP/++3zdVDGJRIJhw4Zh2LBhUCqViI+PR0JCAuRyOfT19WFnZwd7e3uIxaXfcyYWi9GpUyeEhKjT8oUl3oNLE+3NiAhNvCe8H3fq1Omp4yAiIiIi0qYa/alTJBJh0KBBANQzKsLDw0vdLjw8XJhxMWjQoJfqbvqX3cqVK4XUXNfv56GugQ4a11Z/2c14kIExM8dU2cyLq9evYszMMcj4L8+5TW1d1K2lg+v31XfsN27cGCtWrKiSsWiTi4uLcMdw8QARACFAlHAzoUrHVJ4AUe/evXH8+HEMHToUNjY2WLhwIcLDwysUtACAx48fIzw8HAsXLoSNjQ2GDh2K48ePa/1uQiKquGXLlgnBxFMRp3Do+CEs/WwpJHrq96iAgN2YPn2CMPNix45ArFixAebmRWmiCtOifPd3LOaHXsV3f8fiwLV0jaCFubkFVqzYgB07AoWZFtOmjUdAwG4AgERPgiXzliDwz0BhFpi1tTWWL1+u1eM9ePAgUlNTAQA9u/SEvkQfwSeCAQB16tSDl9dHANQFygsDNFbG0ucKWhSyMJLiz7FdhZkXYWEhQiHyiRP/BzOzugCAoBNB0Jfow6WzCwB1wDgwMPD5DpRearq6uvD09MTPP/+Ms2fPIisrC1FRUfD398eWLVuwYcMGbNmyBb6+viX27d+/P4MW1UwsFsPBwQFubm4YOHAg3Nzc4ODgUGawwMvLS3i85qx2PxeuLdZe8X6IiIiIiCpTjQ5cAMDMmTOFL1DTpk0rcdHz8ePHmDZtGgD1F7WZM2dW9RBfayYmJhrpKILjH8PZUgIrY3X6kIwHGRg9YzT2HNxTaReaVSoV9hzcg/dnvC8ELayMdfCWhQTB8UWvl40bNz51+n1N97IFiPr164cWLVqgV69e2Ldvn5BWBQDq1hLjzQYS9G1aC0OcDDHY0QCDHA0w8L9/BzsaYIiTIfo2rYU3G0hQt1bR21RBQQH27duHXr16oUWLFggJ0Sx2S0RVy9TUVOPi55L1SyCVSLFqwSroiNX/D/z++y54erogLi4GIpEIo0ZNwNmz1/HLLzvQo4crjI1Lf182MamNHj1c8csvO3D27HWMGjXhv5oWMfD0dBGCFjpiHaxasApSiVRjFpivr6/WU9wEBwcLj4cNGIa9h/ciLz8PADBy5HhIpVIoFAosXfqVsN1Gj7eeO2hRyMJICl+PNsLysmULoFAoIJVKhQLleXl52Ht4L4YNGCZsx/dIAtR387/11lsYNmwYxo0bh8mTJ2PcuHHCzUH0avD09ISFhToovD8mDYfjnl4joyIOxaYL9XYsLCwwePBgrbRLRERERFSWSg1c/P3339iyZYvws3dvUT7+69evazy3ZcuWUtto1qwZZs+eDQCIiIhA165d4e/vj4iICPj7+6Nr166IiIgAAHz66adwcHCozEOiUri6umLBggXC8h8xuejQUF+4sJ6Tm4OvVn4F7zneSL2dqtW+U2+nYuKcifhq5VfC3f82tXXRoaE+/rhWVNdiwYIFL12KqOJepgDRG2+8gSFDhuDq1avCOiOJCD1tpXi3uQEc6ugh43EBjsY/xu8xOdh/LRd/XMvFgf/+3X8tF7/H5OBo/GNkPC6AQx09vNvcAD1tpTCSFM2munr1Ktzc3DB58mRkZWVVyjETUdn69euHCRMmACiaBWbbyBZrFq0RZl5ERZ2Fq2t7rFu3AjKZDBKJBAMHvoedOw/i6tU7+PvvaOzceRCbN+/Dzp0H8fff0bhy5TZ27jyIgQPfg0QigUwmw7p1K+Dq2l5IDyXRk2Dt4rWwbWSrMQvMy8sLffv21fqxRkZGAlDPCHVu5Yzjp44Lz40ZMwkAcOTIfty9exuAuhB3P4cGWunb3cECg53Uaa/u3ElHUNAfGv0CQOjpULRt1bbEeIno1SeRSPDNN98Iy5MCzyM9W/aMPcqWni3D5IPnheVvvvkGEonkhdokIiIiIiovkaoS862MHz8eW7duLff2TxuKUqnEpEmTsGnTpqfuO3HiRPj4+FRKztXk5GThbvdbt27B2tpa63287FQqFWbMmIG1a9cK69zsayHjcQEiUovyKhsaGOJ9z/cx3GM4rBpYldZUuaTeToV/oD9+DfhVuFAFqFMW1a2lo3Ehffr06Vi1atVLkULs7t27MDc311h3584d1K+vzlO8cOFCLFq0CAAgAjDIyQBRaQqhIDYAdG3XFV/P/vqFzu+TUm+nYv6K+UIKFkAdIHrLUoI/YnJR+JdrYmKCzMxMjW3aWkrwSK7CuVQZMuXP/3ZTW1+M9lb6MNEXITJNgaRix9ywYUOkpKRobF/8vFFJZb3WqCSes6fLzs5Gnz59hJSOdc3qwm+ZH2QKGeZ+PxdJyUnCtmZmdTFy5HiMGTMJNjZl10BKSkrA9u2+2LVrCx78FzQF1DUtlsxbAn2JPrzneAsB1c6dO+Po0aMwNDTU6jEqFAoYGxtDoVCgSaMmCNwciHb920Eml8HW1h6nTqmDtSNH9seJE0cBAMfHdtVqnvnjN+6i17Z/AKjrfezceRAA0LmzE5KSEiDVlyLiUAQGTBiAxFuJ0NfXR1ZWFvT09LQ2hpqKf58Vx3NWcTX9nKlUKvTr10+YHdaivjH+HNv1uWZ9pWfLhPo6ANC3b18cPny4wp+na/o5q+n4PZSIiIheZy9FEluxWAw/Pz+8++678PHxwblz53Dv3j3Uq1cP7du3x5QpU9CvX7/qHuZrTSQSYdWqVQAgBC+C4x+jaR1dDHvDEMHxj/FIrkRObg427NgA312+cOnsgmEDhqFtq7YwMjQqs4/snGxEXoqEf6A/wsLDoFQqhedq64vh1rQWotLkGoGS6dOn48cff3wpghblsWDBAty/fx9r166FCsD+mFy42deCuaFYOO5/Iv6Bh5dHlQSI9sfkamxfGLTQ1wH62BvgTk4B9l/LhfKJeIVIJIKttS1aOraEo50jjAyNoKerh7z8PGTlZOFa/DVEx0YjMTlRCGg+kivx543HEIuAdlb6aGUuwdGEXMgLUCJoQURVy8jICIcPH0bPnj1x/vx5YRbY3KlzEeATgDWb12Dr3q1QqVR48CAD69evxPr1K2FjY4fWrZ3RurUzLCwsIZHoQ6GQIz09DRcvRuHixSgkJWnmaheJRBg3dBxmeM1A4J+BWPrzUuH9qU2bNjh06JDWgxYAEB0dLRQ4bunYEvFJ8ZDJ1Xczt27tDEB9o0VU1BkA6toWPWzraXUMLrb1YGUsRWqWDFFRZ6BUKiEWi9G6tTOSkhIgk8uQcDMBLZu1ROKtRMjlckRHR6NNmzZaHQcR1UwikQibNm1Cly5dkJSUhOi7WWjrEwZfjzZwd7Aou4H/HI5Lx6TA80KtIRsbG/j5+b0yn6eJiIiI6OVQqYGLZ6WAeh7u7u5wd3fXWnukXWKxGKtXr0adOnWEWQHX7+fj1qN8uNoZ4HZuASJS5VCq1Bd3jv1zDMf+OQaRSAQbaxu0bNYSjvaOMDIouoidnZuNa/HXcDn2MhJvJZbs87+L2OYGOtgfkwNFUSkFLFiwAAsWLHilvmTV1ABRcU3r6MH5v/RRj+RF+4rFYvTs0hPDBgyDcytnSPWliE+KR8z1GGRmZyJXlgs9XT2Y1zXHOx3fgb2NPWRyGaIuRcE/0B+hp0OhVCqhVAFnU+SorS/GIEdDRKXLhfoaRFR9zMzMcPz4cbi7uyM8PFxIExh8Ihhfz/4aA3oNwNa9WxF0Igh5eeq6EElJCUhKSkBg4N4yWgf09PTQt3tfjBs6DnVM6+CjLz/SmAXWuXNnHDp0CGZmZpVyfHFxccJjRztHjbpCrVq9BQC4ceM6srLUAdz2VqZa//9HJBKhnZUpDlxLR2bmIyQmxsPOzgGtWzsL5zDmegwc7R1x8Jh6NkZsbCwDF0SvESsrKxw7dgy9evVCUlISUrNk6L8zHIOdLDGtgx1cbOuV+t6kUqkQmngPa88mCDUtAHXQ4tixY7Cy0t5MXiIiIiKi8ngpZlzQy0MkEmHhwoXo0qULvLy8kJKSAnkBEBiXi8a1dTHI0QBZchXOFksbpFKpkHgrEYm3EoULLWWprS9G+4b6MJGIEJGmwNkUufBco0aN4Ofn91LXtHiWmhYgKs7NvhYycguw50rR7AxDA0OMGTIGwz2GQ6Inwd7De7Fu2zpci78m3K1cGqm+FI72jujZpScWf7IYcoVcY/bHI7kSe67koL2VBG72tTTSgwFPTz1HRJXHzMwMR48exYwZM4T0jsVngc3ynoV5H87D3sN7EXo6FDHXY8p8H3Bq6gSXzi4Y6j60xPtAIS8vL6xZs6ZSZloUys0tmmFmZGiEzOyitHiWluoLejdv3hDWtahfetHxF9WyvgkOXEsX+rOzc4CFhaXwfGZ2JowMioLUjx8/LtEGEb3a7O3tcerUKXh5eQlpo/bHpGF/TBqsjKVoZ2WKlvVNYKCng9y8Aly+m4mI1IfCDItCbm5u2LRpE4MWRERERFQtGLigSuHq6oqTJ0/C3t5eWHfzUT5uPsqHkUSE9lb6qFNLjJSsAqRk5iM1qwAFz7jOrCsGLI100NBEFw2NdXD/sRLhyTJkKzR3mjx5MpYvXw4Tk8q5YFRTFA8QeXt749atW1UeICpez0IEYLCTASKfUm8j42EGVvqsRPCJYOTl55Wrb5lchgtXLuDClQv4actPcOvuhnHvjcNwj+Ea9TbOpSpgU1sXg50MNOptLF++HMuXLy9XX0SkPUZGRvDz88PQoUMxceJEpKWllToLbPTg0ZBKpUi4mSDMvFLkKSDRk8DEyAROTZ1g19gOMpkMkZci8eWKL0vMArO2toavr2+lFOJ+UmGaKADQ09VDrqwokCGR6JfYxlCiUynjMNAralcul2v0DwCKPAVMDE1KbENElUepVOL69etISEiAQqGARCKBvb097O3tK6X+XnlYWVnhyJEj2LRpE+bPn4/0dHXAMzVLhgPX0oUAaGksLCzwzTffwMvL65WauUxERERELxcGLqjSGBsbl7o+W6FCaKL6jq46tcSwNtFFi/oS1NITQaUCVFD/iP77EYuA3DwVUrMLEJuRh/DkkhdhmjdvjtWrV7+ysyyextXVFZcvX8bs2bPh6+sLoGoCRO7u7jh8+LCwPNjJAOHJcqRlq6diGBoYYt6H89C/Z3+s3rQa2/ZtKzEDwtbWHq1bO6NVq7dgaWkl5LZPS0vFpUv/4uLFKCQmxgMA8vLzcPDYQRw6fgjjho7DT4t/wqHjh7Bk/RLk5OYg6VE+8pQqDHIyEOpurFixAq6urq/da4KopujXrx/++usvNG3aVFhX1iwwE0MT5OXn4fa92zh55uRTZ4Hp6upiwoQJWL58OWrXrl0lxyORSITHefl50NMtKnitUMhLbJPztKlpLyg3r6hdff3CgEnR/4sSPYlGgLhwGyKqHMOGDUNUVJRwM0dxJiYm6NSpE7y8vODp6anxHlEVRCIRJk6ciDFjxmD//v3YtGkTTp8+XepYa9euLYx18ODBVT5WIiIiIqInMXBBVcrDwwOHDx9GQYH6wsv9x0rcf6zAxdsVb0tHRweenp74P3t3HhdVvT9+/DUDzAyLuKWxqCBI4NWsQC3t3ptogZmklFlmaiHoL7spli23LNSWW6aJWt6vguaSmqYXCxegFLz3ZmTCVdPEDUHZXBBlnRlg5vfHyAFyxwFc3s/Ho0dzzpw55zMfZ2E+78/n/Z4wYQL9+vW7Y2eEOTs7s2jRIoYNG0ZkZCQHDhwAGi9A9PHHHzNx4kRlX7C3PWn5RiVo0bZ1WxbPXIzeqCd0XCjZOdnKsW3a3MWIES8yalQEnTp1vupzO378GCtWxLBq1VcUFRViNptZ+u1Skn9O5tO/f8rKuSsZ++ZYCosKySupJj3fWC9t1NixY9m3b99tvwJHiJvVld57DVkF5u7uzvjx4wkPD8fV1fXqD7AiBwcH5XZpWSnt2rZTtvPz8wDqfa7tP33xwKA17Ktz3prrFRTU5qN3dnLm5JnaL1V7e/tGaYcQwiIlJeWy9xUXF5OUlERSUlKzrmLQaDQMHz6c4cOHYzKZOHr0KJmZmRgMBrRaLV5eXs26OkQIIYQQQohLkcCFaFKLFy/GaDQSGxtLYmIiu3fvvq782/b29tx///0EBwcTHh6Ou7t7I7b21hIUFMT+/ftJSUlhwYIFxMXFNUqAaNy4cZw4cQKwFOIuLK9W0kO1bd2WFdErOHb8GJNnTMZYaUmbotVqeeONaYSFvYJOp7vma3fq1Jl33/2Y119/nyVLvuSzz6ZhMBjIzslmdORooqOiWRG9glGRoygsKuT4+SraO6rp0sbWUvfjxAmmTJnCokWLrv+JCyEaxVdffcUvv/xCWloae/bsqZde6Y+0Wi09evQgICCAoKAgQkJCsLVtnj9dfHx8lNsHMw/ylwf/omz/9tv/AOjcuQstWjhTUlLMr3nnMJvNVh2gNJvN7Mo7B4Czc0s8PS3pGPfuTVeOSfp3ErY2tX10zz33WO36QtzpatIt/ZFbCx293FrRrZ0zjhobyozV7D9t+RyoqRtRUFBAeHg43377bbPWjVCr1fj4+NT7TBNCCCGEEOJmpDJLBdurysnJoWPHjgCcOHGCDh06NHOLbg2nT5+mffv29fadOnWKdu1qZ6lWVVWRkZFBWloaaWlp5Ofno9frlRlgOp0OV1dXAgICCAgIwM/Pr9kGrZrCtfTZtcrNzbV6gCgpKYng4GAAtDYwxNdRKcTt6ODIyrkryS3IZWLURKpNlqCJv39v5syJxcfH77qfwx8dPpzB5MnhpKfvBMBGbcP8GfNxu9uNkZNGKsV6h3dz5LuMMgwXMqokJiYSFBR0w9e/nVjztXankD67flfrM6PRyP79+zl8+DAVFRXKZ7+9vT333HMP3bp1w87O7lKnbnJGo5EWLVpgNBrp3LEz8V/F0/OJnugNejw9vdmxw7LabcSIJ9i+/QcAto1+mMDO1nt9bDt2mgHLfwKgfXsXli2L4777AujTx4/s7EzlOK1Gi8Fo6cuSkpKbpg8bk7w/r5/02fU5cuQIgYGB5OTkKPuG+rkysbcX/TzvumSQ0mw2k5J1hnk7M9mQUbsyysPDg61bt9arBXe7ktfZjZHfoUIIIYS4k0ng4hrIH4wNIz9Url9j9Zk1AkRms5lu3bopqagG+zjwn+N6zhsshXI/mPIBPp19GB05Wllp8dRTI5gzJ9aqg2aVlZVERo4lLu4bwJLPfXn0cg5lHuL92e8DlqLif+2kI/6wpd5F165d2b9//x2bTuxS5P15/aTPrt/t1me9evVi165dqFQqft34K2PfGMue3/cAkJp6kE6dOvPdd2t5+eUXAMugZtyzD1rt+qFrfqk3+KlSqXjuuTGsXr0UsMykrlu8/IEHHiA9Pf2Pp7kt3W6vtaYgfXbt8vLy6NOnD8ePHwcsKyxiQu5nkI/LNZ9j8+ECIuJ3KyswPDw82LFjR7OtvGgq8jq7MfI7VAghhBB3stt36roQQmFra0v37t3p3r07Y8aMadA5kpOTlaCFR0tbTpVXK0GLh3s+zBP9nyB0XGi9oMW8eV9ZPV+ynZ0d8+cvBSAu7huMlUbe/uRt4hbFkbA9gR27dnDeYOJkeTWdWtpy/HwVBw4cICUlhcDAQKu2RQhxZwkICGDXrl2YzWbSf0unf9/+SuBixYoY3n33Yx5/fCjt27tw6lQBGzLy2Xy44LoGNy9n06ECJWihUqkwm82YzWYlaAHw/JDn2ZKyhcKiQsAy2FpaWoqTk9MNX1+IO5XZbCYsLEwJWnRv78wPo/ri4nTtqS8BBvm4kDauH48u/4n9p0vIzs4mLCyMLVu2yMQKIYQQQgghLkEqsAkhrsmCBQuU2wGuGnblWYp3Ozo48sGUD5i7ZK5SiLsmPVRjFXlUq9VERy/G3783AFknspi7ZC4fTvkQRwdHAHblGejpqrlk+4UQoiFqUuUBrN24lmGDhmFna1lRtnr1UvR6PRqNhjffnK4cFxG/m4JS/TWd32Q2c6iwlIQjJ/n+YD4JR05yuLCUvJIKxm3crRz38cfzmTr1H2i12nqP7+7bnRXRK2jbui0AJ0+eZNKkSQ19ukIIYMmSJSQmJgKWlRYNCVrUcHHS8ePoh3FrYXl8YmIiS5YssVpbhRBCCCGEuJ1I4EIIcVW5ubls2LABgBYaFcUGM6YLSeZeCH2BwnOFLF+/HLAU07V2eqhLsbOzY86cWGXgbtm6ZZw9d5YXQi0pWkxmKDaacdJYZjHGxcWRl5fXqG0St5eqqip+++03li5dysSJEwkLC7vomHfeeYelS5fy22+/UVVV1QytFE0pJCRESeuybcc2DEYDwY9Yghlnz55hyZIvARgx4kX69bPU1ckr0fPo8p8uG7wwVptYsy+H4K930PrTTfh+8SOPr/yZId/8wuMrf+aeL36k45xEJb3MI488xujREUyY8DpJSb8qAVyAd2e+S9aJLBbPXKwEcZcsWUJCQkLjdIgQtzmj0ci7776rbMeGPNDgoEUNFydLmqkaU6dOxWg03tA5b5TJZOLQoUMkJCTw/fffk5CQwOHDh+ulnhNCCCGEEKKpSeBCCHFVsbGxVFdbKl33ctOyM88ygKZWq3k25FmWfbuMmnI5b7wxzSqFuK+Fj48fU6ZEAZZUDsvWLePZkGeVlR6/5hro5WYJbFRXVxMTE9Mk7RK3rtzcXKZPn06fPn1wdnamR48evPTSS8yfP5+NGzdedHxsbCwvvfQSPXr0wNnZmT59+jB9+nRyc3ObofWisdna2jJ+/HjAMtC3Jn4NY54Zo6R5+eyzaRw+nIFKpeLzzxfRvr0lRdT+0yUELEph8+EC5Vxms5nF6Vl4RCfy3PpdJB09RbHh0sEvU51qZPv372b16qWYzWZ8fPyIi0smNPQ5AKpN1UROj0Rv1PPWy28pj4mIiOD8+fNW7Qsh7gRxcXGcPHkSsNSsedznbqucd5CPC0P9XAEoKChQJoc0JaPRyJo1awgODqZ169b4+vry+OOPM2TIEB5//HHuueceWrduTXBwMGvWrGn24IoQQgghhLjzSOBCCHFVdWfrtrZXU2ywjKL179sfrUZL4nZLCoU2be4iLOyVJm3b2LF/o/WFtCgJ2xPQarQE9rHUsjhvMNHGvvZjribVgxB1mc1mtm3bxrBhw/Dw8GDatGmkpqZSUVFxXeepqKggNTWVadOm4eHhwbBhw9i2bZsS1BO3h/DwcGxsbAD4Ou5r2rZqy+inRwNgMBiYPDmcyspKnJ1b1UvllFei54lVqYSu+YW1+3N4fOXPhMfvpqDUoBzj1kLHEF8X3vnzPXzUvyvv/Pkehvi6KGllAM6cOc2UKeMZOTKEgoI8pe5PTfCipu5PyKMh9O3ZF7AUd33jjTcavW+EuN3UTeM0sbeXVc/9ap3zNWW6KLPZzOLFi/Hw8OC5554jKSmJ4uLiSx5bXFxMUlISzz33HB4eHixevFi+04QQQgghRJOR4txCiCuqqqpizx5L8dm29mpyi6uV+4YPHs66zeuorKoELOlRdLobS6FwvXQ6HSNGvMiCBbOprKxk3eZ1DB88nK0/bQUgt6SaNvZqzlaY2L17N1VVVdjaykefsEhKSiIyMlIpPF9XW3s1HZxtcW1hg4OtGpPZjBkwA6oL/6lVKsqrTOSXVJNTXEVhhSWtRnV1NevXr2f9+vV07dqV6OhogoKCmvKpiUbi5uZGWFgYMTExlJWXMXXWVKImRbFs3TIA0tN3Ehk5lrvuas+JE5a6P87OLSkutqx42JCRrxTZrjHUz5WJvb3o53nXJYv0ms1mUrLOMG9npvLYlJQknnzyEdauTcDT05vo6MVkZ2eSnr6zXt2fkLAQysrL+Oqrr5g+fTqurq6N2T1C3DZMJhOpqamAJajYz/Muq54/0PMu3FroyCvRk5qaislkarTaYDXy8vIICwu7aCKHWwsdvdxa0a2dM44aG8qM1ew/XcyveeeUNHUFBQWEh4fz7bffsmTJEiVtnhBCCCGEEI1FVlwIIa7owIEDyszzDs625JRYUpmoVCr87/Vn245tyrGjRkU0SxvrXjf552QC7g1QtnOLq+jgbAlUVFRUkJGR0eTtEzef4uJiIiIiCA4Orhe0cNKo6O+p4+muDvi0saOwopofjlbwr4wyNhws57uD5Xx/4f8bDpbzr4wyfjhaQWFFNT5t7Hi6qwP9PXVKbRWwvIeCg4MZN27cZWe1ilvLzJkzcXd3B2DHrh18+s9P690fF/cNMTHzAEvdn++//zezZi2kbdt29Y5za6Fj0/MPEffsgwR2bnfJoAVYPm8DO7cj7tkH2fT8Q8oKjJycbIYPH6isvLhS3Z+qqipiY2Ot1wlC3OaOHDmifGb3cmt12fdnQ6lUKnq6tQLg/PnzHD161Krn/6MjR47Qp0+fekGLoX6ubBv9MDmTg9nw3EN8NOBPvPMXXz4a8Cc2PPcQOZOD2Tb6YSWtFVhWr/bt27fR2yuEEEIIIYQELoQQV5SWlqbcdm1hQ36JZcWFZwdPdFodB48etGx7etOpU+dmaaOHhxceHpaUCxlHMtDpdHh29AQgv7QaNycb5di6z0fcmZKSkujevXu9QVyPlrY85efAg+46duUbWH+gnNRcAznF1VRfJStGtRlyiqtJzbU8Li3fyEPuOp7yc8CjZe3qnpiYGLp3705SUlJjPTXRRFq1alWvZk7yz8mAZSDyjzOm33hjGvfc05URI16kW7f7lP3d2zuTNq4fg3xcruvag3xcSBvXj27tWgCW4MVrr41Tal5cqe7PwoULpYi8ENcoMzNTud2tnXOjXKN7nfPWvZ615eXlMWDAAI4fPw7ceNA0OzubAQMGkJeX12htFkIIIYQQQvKlCCGuKD09XbntYKtWBnG7+3bnaPZR9AZLCoEePfybo3mKHj38yc7ORG/Qk3k8k+73dCfrRBZVJnCwq/1BnpaWxpgxY5qxpeJSqqqqOHDgAGlpaaSnp5OXl4der8doNKLRaNDpdLi5ueHv709AQABdu3a97pRfZrOZadOmMWPGDGWf1gYe83bgVFk1Gw6W1yuCDJZBG88OnnT37Y6vly9Ojk7Y2dpRWVVJSVkJB48eZP+h/WTlZCl5v88bTPx4rAK1Cnq6abm3vYYfMssxVMOJEycIDg4mKiqKqKgoq8/gFU3n8ccf56WXXuKrr75S/u0HPDyARx9+lLc/fRuoX/dn9eql/PvfPwKWQcMfRvXFxalhqfVcnHT8OPphAhalkFeiJyUlidWrl/L88y8xduzfWLBgNkVFhSRsT+DtCW8T2CeQrT9tJTc3l/j4eEJDQ63QA0Lc3uoWo3bU2FzhyIZzsKs9r8FguMKRDWc2mwkLC1OCFt3bOzfo86cmaPro8p/Yf7qE7OxswsLC2LJli3yXCSGEEEKIRiGBCyHEFdWdTWeqU5DR18uXjCO1aZfuvfeBJm3XH/Xo4U98/DrAsurC19uXjVs3AtQbjM7Pz7/Uw0UzyM3NJTY2loSEBPbs2XNdxbDt7e257777GDhwIOHh4UranssxmUxERkYyf/58ZV+XNnb4u2hIPFrBeYNJ2a9Wq+nftz/DBw/H/15/dFodR7OPknEkg+LSYsr15djZ2tG+bXv++uBf8fbwRm/Qk/5bOmvi15D8czImkwmTGXbmGmipVTPE15H0AgNHzlpmu0+fPp2zZ88SHR3d6DnNReOZN28emzZt4tSpU4Cl7s+BI7Wpx2rq/hiNRj799H1lf2zIAw0OWtRwcdIRE3I/T6yy5OCfOTOKYcNGXrXuT1JSkgQuhLgGGo1GuV1mrL7CkQ1XXll73po0b9a2ZMkSJT2UtYOmiYmJLFmyhLFjx1qzyUIIIYQQQgASuBBCXIVer1du152M7uToRHFpbb5+V9fmLdLo4lKbf7m4tBgnBydlu2676z4f0fTMZjPJycksWLCADRs2UF3dsMGgiooKUlNTSU1N5YMPPmDo0KFMmDCBwMDAi2Z+ms3mi4IWwd72FJZXs/b3MmWfo4Mjo54axbMhz6Kx07Bu8zq+XP4lB48eVFYWXYpOq8PX25f+ffsz4/UZGIwG1sSv4eu4rykrL+O8wcTa38vo5aYh2NuexKOWAM38+fNRqVRER0fLbNVblJOTE+7u7pw6dUqp+/Pl8i+V+2vq72zZsoHTp08Clpzyj/vcbZXrD/JxYaifKxsy8jl1qoCEhO948slnGDUqggULZgOWNFYjh45UHiPp8oS4Nl5eXsrt/acbpz7RvjrnrXs9azEajbz77rvKdmMETadOncqoUaPqBXqEEEIIIYSwBpnmKYS4orqpEuoGAGrS5dTQaBpnpuC1qnt9Y6URO1s7ZbtuuxsrFYO4uqSkJLp168aAAQNYv359vaBFW3s1992tYWAXe57yc2SorwNDfB148sL/h/o68JSfIwO72HPf3Rra2td+fVVXV7N+/XoGDBhAt27dLqohMX36dCVooQJC/Rw4cKaSXfm1r+2Hez5M/JJ4Bvx5ALMXzabf8H7MiZ3Dnt/3XDFoAaA36Nnz+x7mxM6h3/B+fB7zOY/+5VHil8TTt2df5bhf84xknKlkqJ8DNWGKefPmMX369Ab2qGhuRqOR/fv3A1eu+/PNN8uUx0zsbd3ByVfrnK/mOleq+7N3714qKysvOo8Qor4uXbrg7GypQfFr3jklJZy1mM1mduWdA6Bly5Z4e3tb9fwAcXFxnDzZeEFTgIKCAjZs2GCV8wohhBBCCFGXrLgQQlxR3Rl0deeEV1ZV1gsOGI3NGxCoe32NnaZeUKVuuxsrFYO4vOLiYl5//fV6xbABnDQqertpaW2vJre4mpySKvadMl6xGLaNylIk3qeNHf2cbSiqMLEzz0Cp0fKgAwcOEBwcTEREBLNmzSI1NbVeYGConwOpOQbySy1BE0cHR96e8DZP9H+CuUvmsnz98osGpzw9venRw597730AV1c3NBotRqOB/Pw8fvvtf+zdm05W1lHA8r7YuHUjm7ZtYsywMXwx4ws2bdvEJws+oay8jOzzVVSazAzxc2BDRjlgCaw8/PDDPPbYYzfc16Jp7d+/XwnuXq7uj8lkIj39F8CSpqWf511WbUOg5124tdCRV6InPf0XTCYTarX6snV/DAYD+/fv5/7777dqO4S43ajVah566CGSkpIstWSyzhDYuZ3Vzp+cdYa8EsvnxUMPPdQoaQOXLFmi3G6MoOmGjHzlOsOHD7fq+YUQQgghhJDAhRDiinS62pQCdQMApWWltGtb+wM+Pz+P5lRQUFu7wtnJmZNnTirbddtd9/mIxpeUlER4eDgnTpxQ9nm0tCXAVcN5g5lf8/QUG659Fmu1GXKKq8kproZcaKlV85C7DmetirR8I9nnLTUkYmJi2LJlS70VNsHe9qTlG5WgRdvWbVk8czF6o57QcaFk52Qrx7ZpcxcjRrzIqFERyqz5Kzl+/BgrVsSwatVXFBUVYjabWfrtUpJ/TubTv3/KyrkrGfvmWAqLCskrqSY931gvbdTYsWPZt2+fMrtX3BoOHz6s3L5c3Z9jx45QUmJJB9PLrZXV04KpVCp6urXi+4MFFBefJyvrKF5ePles+3Po0CEJXAhxDcLCwpRVfPN2Zlo1cDF/Z2a961ibyWQiNdWSzqmxg6apqalK0FQIIYQQQghrkcCFEOKK3Nxqa1eo6wy4Hcw8yF8e/Iuy/dtv/2vSdv3R3r3pym2/Ln78+5d/K9vqOuOErq6uiMZnNpuZNm0aM2bMUPZpbeAxbwdOlVWz4WB5vaLpYBmA9ezgSXff7vh6+eLk6KSkJCspK+Hg0YPsP7SfrJwsZVXEeYOJH49VoFZBTzct97bX8ENmOYZqyMnJUc7t3dqWwvJqjl8IbLRt3ZYV0Ss4dvwYk2dMxlhpmTWv1Wp5441phIW9Ui/IZTKZOHbsCMePH8NoNKLRaPDw8MLT0xu1Wk2nTp15992Pef3191my5Es++2waBoOB7JxsRkeOJjoqmhXRKxgVOYrCokKOn6+ivaOaLm1sOXK2ihMnTjBlyhQWLVrUWP8kohGUl5crty9X9+f48WPKvm7tGicw1b2dM98fLFCu5+Xlc8W6PxUVFY3SDiFuN6Ghobi4uFjSIWXks/lwAYN8XG74vJsOFSirFVxcXBg6dOgNn/OPjhw5QnFx0wRNz58/z9GjR/Hx8bHqNYQQQgghxJ1NpsUIIa7I399fuV1eZcLmwu/efQf34e3hjU5rGdytGzhoDjXX12l1eHXyYt+hfQDYqqG8snaEPCAgoFnadycxmUxMmjSpXtCiSxs7hvg68p9sPTtzDUrQQq1W8+ifH2XRJ4v4deOvxH8VT/iIcNq1bUdlVSXnS89TWVVJ+7btiXg+gviv4vl1468s+mQRAx4eoMzuNJlhZ66B/xzXM8TXkS5t6sflVaDUtHB0cGTxzMUcO36MiVETlaCFv39vkpJ+ZcKE19HpdBiNRr77bi0jRjxB167t+ctfujNyZAgvvfQ0I0eG8Oc/d6Nr1/aMGPEE3323FqPRiE6nY8KE10lK+hV//96ApebKq++/StaJLBbPXIyjgyMAu/KM+Ltq0dpY2hgTE3NRfQ5xc6tbA+hydX/qHuOosWmUdjjY1Z63ZpXRler+SK0fIa6NRqPhww8/VLYj4ndTUHrlukdXU1CqZ9zG3cr2hx9+2CiFrTMza1d0NGbQ9FLXE0IIIYQQwhpkxYUQ4orqDvTnl1Tj2sKGnOJqsnKy0Bv0+Hr7suf3PWRlHeX48WPXlFbH2rKzM8nOtvxg9uvih16vJ+tEFgCuTjbkldYWgZbAReMym81ERkYqxbDBkqKpsLyatb+XKfscHRwZ9dQong15Fo2dhnWb1/Hl8i85ePTgFYth67Q6fL196d+3PzNen4HBaGBN/Bq+jvuasvIyzhtMrP29jF5umnqpmI4UVSnneHvC2+iNeibPmEy1yfLaeOqpEcyZE4udnR1ms5nVq5cyc2YUp04VXPH5lpQUs337D2zf/gPt27vw5pvTGTHiRXx8/IiLSyYycixxcd9Qbaomcnoky6OX89bLb/H+7PcBSDxSQZCXA/GHLTP3IyMj2b9/v9VnxorGUXew8XJ1f+oeU2as/SyypvLK2vPW1PG5Ut0fqfUjxLULCwvj22+/JTExkbwSPY8u/4kfRz+Mi9P1p54sKLU8vqa2xcCBAxslTRQ0X9BUCCGEEEIIa5EVF0KIK+ratSv29vYA5BRX0aGFJd5pNptJ/y2d/n37K8euWBHTLG2se93APoGk/ZambLs725JTbBm0tre3x8/Pr8nbdyeZPn26ErRQAaF+Dhw4U6msdgB4uOfDxC+JZ8CfBzB70Wz6De/HnNg57Pl9zxWDFgB6g549v+9hTuwc+g3vx+cxn/PoXx4lfkk8fXv2VY77Nc9IxplKhvo51Hv8wz0f5on+T/DWP95SVlo89dQI5s37Cjs7OwoK8hg5MoQpU8bXC1q4tdAxxNeFd/58Dx/178o7f76HIb4uuLWoHbg6daqAKVPGM3JkCAUFedjZ2TF//lJCQ58DLLPe3/7kbUIeDVHaet5g4mR5NZ1aWt5XBw4cICUl5Tp7XTQXB4fa11dpWSnOTrWzj2vq/tQN5u4/XZtKypr21TlvzfX+WPentLxU2a75TBdCXJ1KpWLJkiV4eHgAsP90CQGLUth8+MqB7T/afLiAgEUp7D9dAoCHhweLFy9utEB1cwVNhRBCCCGEsBZZcSGEuCJbW1vuu+8+UlNTKaww0c/ZBnIt963duJbpr03ni6VfUFlVyerVS3n99febtAC2Xq9n9eqlANjZ2TFs0DBlNjuAewsbUnMsswDvv/9+bG3lY6+xJCUlMX36dGV7qJ8DqTkGpRi2o4Mjb094myf6P8HcJXNZvn65UquihqenNz16+HPvvQ/g6uqGRqPFaDSQn5/Hb7/9j71708nKOgpYZrhv3LqRTds2MWbYGL6Y8QWbtm3ikwWfUFZeRvb5KvRVted3dHDkgykfMHfJXKUQt79/b+bMiUWtVnPs2BGGDx9Ibu7xOs/BlYm9vejnedclB5fMZjMpWWeYtzNTyVeekpLEk08+wtq1CXh6ehMdvZjs7EzS03eSdSKLuUvm8uGUDwkJC6GsvIxdeQaG+joo9TcWLFhAYGCgNf5JRCOrm8/9cnV/OnfuQosWzpSUFPNr3jnMZrNVByrNZjO78s4B4OzcEk9Pb+DKdX/uueceq11fiDuBm5sbW7duJTAwkBMnTpBXoueJVakM9XPl1d5eBF7hOyI56wzz63xHgCVosXXr1np1xKzNy8tLud0UQdO61xNCCCGEEMIaZARPCHFVAwcOJDU1FYCiChPOWhXFBjPbdmzjnb+9Q/AjwWzcupGzZ8+wZMmXTJjwepO1bfHiLygqKrS085GBGIwGkn9OBqClVs3ZCpNybHBwcJO1605z/vx5wsPDle1gb3vS8o1K0KJt67YsnrkYvVFP6LhQJXAA0KbNXYwY8SKjRkVcU6qx48ePsWJFDKtWfUVRUSFms5ml3y4l+edkPv37p6ycu5Kxb46lsKiQk2W1s0FfCH2BwnOFLF+/HLDMDq1JD1VQkFcvaOHWQkdMyP1XLcKqUqkI7NyOwM7t2Hy4gIj43eSV6MnJyWb48IF8//12XFzcmDMnlqCgXhgMBpatW8bgAYN5IfQFFq5ciMkMxUYzThoVpUYzcXFx5OXlNeqAlrCObt26odFoMBqN9er+6A16JXCgVqvx93+Q7dt/IK9ET0rWGQI7t7NaG5KzzihpZ/z9H1Tqvlyu7o9Wq6Vbt25Wu74Qdwpvb282bdpEjx49lH0bMvLZkJGPWwsdPd1a0b2dMw52NpRXVrPvdDG78s4p788awcHBLFmypNE/47t06YKzszPFxY0fNG3ZsiXe3t5WO7cQQgghhBAgqaKEENcgPDwcGxtLHuNf8wz0drOsqDCZTKyJX8OYZ8YoP4Y/+2wahw9nNEm7Dh8+wKxZlhn+KpWKMcPGsCZ+DSaTJVjRy13Lr3mW1RY2NjZEREQ0SbvuRFOmTOHEiROApRB3YXm1soKgbeu2rIheQW5BLqMjRytBC61Wy9Sp/2DXrkzeffdjJWhhMpk4evQQycmJJCbGk5ycSGbmYeXftVOnzrz77sekpR1j6tR/KOkpsnOyGR05mryTeayIXkHb1m3rtfHZkGdZ9u0yZZXHG29Mw8fHD7PZzGuvjVOCFt3bO5M2rt9VgxZ/NMjHhbRx/ejWrgUAOTnZvPbaOMxmMz4+fkyZEgVYBnuWrVvGsyHPKoPMv+Ya6OVmeR7V1dXExDRP2jVxfTQajTKIWbfuD6DU/QF47rkxymPm7bRuAdv5dc5Xc50r1f3p0aMHdnZ2F51HCHF1Li6X/l7IK9Hz/cECPv7vIaYmH+Dj/x7i+4MF9YIWLi4uxMbGsmXLliYJTKvVah566CGlfSlZZ6x6/rpB04ceekj5PhNCCCGEEMJa5C9MIcRVubu7M3ToUABKjGactSrUFybtfR33NW1btWX006MBS3HGyZPDqaysvMzZrKOyspLJkyOUYpBjho2hTas2fB33NQBqFThfmMEOEBoaKjPYG0lSUhKxsbEAaG3A30Wj1LRwdHBk8czFHDt+jIlRE5W6Ev7+vUlK+pUJE15Hp9NhNBr57ru1jBjxBF27tucvf+nOyJEhvPTS04wcGcKf/9yNrl3bM2LEE3z33VqMRiM6nY4JE14nKelX/P17A5Y6Eq++/ypZJ7JYPHMxjg6OSjv/t/9/JG5PBCyrPMLCXgFg9eqlpKQkAZaVFj+M6tugoqsALk46fhz9sFL7IiUlSUllNnbs32h9IZiSsD0BrUZLYB9LSqjzBhNt7Gu/khMTExt0fdH0AgICgCvX/Xn88aG0b28Z8NyQkX/dufEvZ9OhAiX9TPv2LgwcOKTedeHiuj817RVCWEdgYCDOzs6XvK9ly5YEBwezZs0asrOzGTt2bKPVtLiUuoW/GzNo2lgFxoUQQgghxJ1NAhdCiGsyYcIE5XZavpGeF2aHl5WXMXXWVCaFTcKjg6VwZXr6TiIjxyoz5K3NZDIRGTmW9PSdAHh29GRS2CSmzppKWXkZAD3dtPUKQtdtv7Aes9lMZGSksv2YlwOJRyuU7bcnvI3eqGfyjMlUmyxpm556agRxccnKaodVq76id+8uvPzyC2zf/gMlJZfOxV1SUsz27T/w8ssv0Lt3F1at+kpZzRAXl6wUwa42VRM5PRK9Uc9bL7+lPD7q8ygqqywBtREjXlQCJp9+WlsTJTbkgQYHLWq4OFnSTNWYOTNKCbSMGPEiYAm8rdu8juGDhyvH5ZZUK8GL3bt3U1VVdUPtEE2jbgq6tRvXMmzQMOxsLSsaVq9eil6vR6PR8OabtfVfIuJ3U1B65UL0V1NQqmfcxt3K9ptvTkej0Vyy7s/ajWuV44KCgm7oukKI+tasWUNRURGHDh0iISGB7777joSEBA4dOsTZs2dJSEhg+PDh9YplN5XQ0FBllUhjBU1dXFyUyS1CCCGEEEJYkwQuhBDXJDAwkK5duwKQfb6K9g42tNRaPkJ27NrBpm2b+PTvn6Kxs/wwj4v7hokTX7L6yovKykpeffVF4uK+AUBjp+GTtz8h/sd4duzaAVhqW9ztYKOkKuratSv9+vWzajuERXJyMgcOHADAo6Utp8qrOW+wBKwe7vkwT/R/grf+8Zay0uKpp0Ywb95XSl2JkSNDmDJlPKdO1Q6muLXQMcTXhXf+fA8f9e/KO3++hyG+LsoqBoBTpwqYMmU8I0eGUFCQh52dHfPnL1WCF8ZKI29/8jYhj4bQt2dfAErLSpXHjxplSRu2ZcsGTp8+CVgKcT/uc7dV+mWQjwtD/VyVtiYkfFfvugDJPycTcG/t7Pfc4io6OFtKT1VUVJCR0TQp18SNCQkJUVZzbduxDYPRQPAjlmBGTd0fsATL+vWzBA3ySvQ8uvynBgcvCkotj69J0xIYGKwExa5U98fd3Z2QkJCGPVEhxGWp1Wp8fHwIDg7mySefJDg4GB8fn2ZPn6TRaPjwww+V7cYImn744YfNEpQRQgghhBC3PwlcCCGuiUqlIjo6Wtn+IbOcYG97ZfuTBZ+g0+iIjorGRm2ph/Gvf60mNDTQajUvDh/OIDQ0UAla2KhtiI6KRqfR8ek/P1WOC+5iT1JmubI9d+7cJk3NcCdZsGCBcjvAVcOuCzVFHB0c+WDKB8xdMlepaeHv35s5c2JRq9UcO3aEkJC/KimawBI42Db6YXImB7PhuYf4aMCfeOcvvnw04E9seO4hciYHs230w0pAACypmJ588hGyso6iVquJjl6spI3KOpHF3CVz+XDKhzjYOyiP8fT0VuppfPPNMmX/xN5eVu2bV+ucr+Y6Hh5eeHhY9mccyUCn0+HZ0ROA/NJq3JxslMekpdWm9xE3L1tbW8aPHw9cue6PSqXi888X0eHCyrT9p0sIWJRy3TOgNx8uIGBRCvtPlwDQoYMHs2cvRKVSXbXuz/jx47G1tbXK8xZC3BrCwsKUlWHWDpoOHDhQ0kQJIYQQQohGI4ELIcQ1CwoKIjw8HABDNaQXGOnpapllV1Zextg3x+LZ0ZN50+cpKy/S03cSFNSLL7+chV7fsB/Ker2eL7+cRVBQLyU9lMZOw/wZ8/Hs6MnYN8fWSRGlIT3fgMGSlYiIiAgee+yxG3na4jJyc3PZsGEDAC00KooNZkyWkiK8EPoChecKWb5+OWApxD1nTqyy0mL48IFKMWy3Fjo2Pf8Qcc8+SGDndpcNMqlUKgI7tyPu2QfZ9PxDygqMnJxshg8fqKy8mDMnVinYvWzdMs6eO8ugwEHKeXr08Acsg8zp6b8obejneZdV+yfQ8y6ljenpvyiDxzXX1xv0ZB7PpPs93QGoMoGDXe1zl8DFrSM8PBwbG0vQ6Up1f1xc3Fi7NkEJXuSV6HliVSqha35h27HTSuH4PzKbzWw7dprQNb/wxKpUZdCwQwcP1q5NwMXF7ap1f2xtbZXPbyHEnUOlUrFkyRI8PKwbNPXw8GDx4sUyMUQIIYQQQjQaCVwIIa7L7Nmz6dixIwBHzlbS1sGGTi0tM3gLiwoZFTkKdxd3lkcvV2peGAwGPvroHQICOvPhh38nO/vaCkRmZ2fy4Yd/JyCgMx999I4yIOfZ0ZPl0ctxvduVUZGjKLyQFsWjpS1t7W04ctaSIqpTp07MmjXLqs9f1IqNjaW62hIh6uWmZWeeZTBVrVbzbMizLPt2mTIQ+8Yb05SaFq+9Nk4JWnRv70zauH4M8nG5rmsP8nEhbVw/urVrAViCF6+9Nk6peTFlShRgGfBdtm4ZXTy7KI+9994HADh27IhST6OXWyurD76oVCp6urUCoLj4PFlZR4HawAVYVl34evsq26Y649b5+flWbY9oPG5ubsqs46vV/fH09Ob777craaPAknt+wPKf6DAnkSHfpPLu1t/56N8HeXfr7wz5JpUOcxIZsPwnJac8QL9+QXz//XY8Pb2vqe7PSy+9hKtr7WolIcSdw83Nja1btyrBixsNmnp4eLB161YlTZ4QQgghhBCNQfIFCCGui7OzM7GxsUragcSjFQz1c6DKZCavpJrCokJGThrJWy+/RdyiOOZ9NY9l6ywD2EVFhSxYMJsFC2bj4eFFjx7+9Ojhj4uLKxqNFqPRQEFBPnv3prN3b/pFAY6a1CeTwiYR/2M8n/7zU2VQzq2FDQ+4aNhwsDZF1COPPEJJSQnOzs5N10F3kISEBOV2a3s1xQbLwEf/vv3RarQkbk8EoE2buwgLewWwFCuuSQ/l1kLHD6P6NrgYtouTjh9HP0zAohTySvSkpCSxevVSnn/+JcaO/RsLFsymqKiQhO0JeHt4K49zdbUMtBw/fkzZ161d47xGurdz5vuDBcr1vLx8cHGpHTwuLi3GycFJ2a47dNTQFUqiecycOZPNmzeTm5tbr+7P6MjRGCuNxMV9g0qlYs6cWFxc3Fi5Mp7Vq5cyc2aUUuMlr0TP9wcLlNfMpbRv78Kbb05nxIgXUalUVFZWEhk59op1fzp06MBnn33W+J0ghLhpeXt7s2PHDsLCwkhMtHw/b8jIZ0NGPm4tdPR0a0X3ds442NlQXlnNvtPF7Mo7pwQragQHB7NkyRIJWgghhBBCiEYnKy6EENctKCiIqKgoZfu7jHJ6u2uVlRdl5WW8P/t9Xn3/VUY/PZpv//ktIY+GYGdnpzwmOzuT+Ph1fPTRO7z66kuMH/88r776Eh999A7x8evqBS3s7OwIeTSEb//5LaOfHs0r773C+7PfV4IWHi1t6e2u5bs6QQuAFStW4OHhwbBhw9i2bdtlZxSK61dVVcWePXsAaGuvJre4Wrlv+ODhrNu8jsoqS2H2ESNeRKfTYTQa+fTT95XjYkMeaHDQooaLk46YkPuV7ZkzozAajeh0OqVYcWVlJen70pVjNBpLGimj0ajsc9TU1pawJge72vPWrBiquT5Yiojb2da+L+q+QmuOF7eGVq1aERMTo2xfre6PSqXi+edfYufOI/zf/62kX78gWrS4dADN2bkl/foF8X//t5KdO4/w/PMvXahpcW11f2JiYmjZsmUjPnshxK3Azc2NLVu2EBsbi4tL7UrHmqDpx/89xNTkA3z830N8f7CgXtDCxcWF2NhYtmzZIkELIYQQQgjRJCRwIYRokKioKF599VXAMti6IaOcrnfZ0dNNoxzz066fCAkL4Yf//MDk8MmkrElhcvhk7u92PzrtlQesdVod93e7v97jfvjPD4SEhSiziAE8W9nSUqtiQ0a5MuirqzMGXV1dzfr16xkwYADdunUjKSkJceMOHDhARUUFAB2cbckpsaTnUqlU+N/rz7Yd25RjR42KAGDLlg2cPn0SsBTiftznbqu0ZZCPi1Kw+9SpAhISvqt3XYCj2UeV20ZjTQCh9rVaZqwNvFhTeWXteWvqbtRcHyyz42sCPAB1k1XVHC9uHY8//jgvvfQScO11fzQaDU8++QyrVm3kwIFT/Pe/+1m1aiNffbWeVas28t//7uf330+yatVGnnzyGTQazXXV/QkLC2PgwIHN0yFCiJuOSqVi7NixZGdns2bNGoKDgy+7MrVly5YEBwezZs0asrOzGTt2rNS0EEIIIYQQTUZSRQkhGkSlUhEdHQ3A/PnzAUvaqC5tbBn+J0cSj1Zw3mCirLyMhSsXErM6hsA+gQwfPJyRQ0ei0+nIPJ5JxpEMikuLMVYa0dhpcHZyxq+LH16dvNDr9aT9lsZ7s94jJTVFKW5cV9a5qnrbTnYqurXX0MHZhqIKEzvzDJQaLSGNAwcOEBwcTEREBLNmzZIUUjegbuFo1xY27DtlWb3g2cETnVbHwaMHLdue3nTq1BmAb75ZpjxmYm8vq7bn1d5eSv7/b75ZxpNPPoOHhxceHl5kZ2dy6swp5dj8/DwApV0A+08XW7U9NfbVOW/N9QoKausUODs5c/LMSWW77nCQTndjq1FE85g3bx4HDhwgNTVVqfuzeOZilkcv561/vEV2TrZS92fBgtmMGPEio0ZF4OHhhVqtxsvLBy8vn0ueOzs7kxUrYli9eilFF2r7gKWmxSdvf4JWo61X96dPnz7MmzevSZ63EOLWotFoGD58OMOHD8dkMnH06FEyMzMxGAxotVq8vLzw9vZGrZZ5bkIIIYQQonlI4EII0WBqtZq5c+fSpk0bpk+fDsCRs1WcOF9FkJcDJ8ur2ZVnwGQGk8nE1p+2svWnrahUKjw6eND9nu74evvi5OCEs6MzlVWVnDxzkn//8m/2HdpH1oms625TaaWZX3IN/JILLbVqHnLX4axVkZZvJPu8JcgRExNDQkICsbGxBAUFXeWM4lLS02tTLznYqqm+sNylu293jmYfRW+wpJeoKURtMplIT/8FsNS26Od5l1XbE+h5F24tdOSV6ElP/wWTyYRaraZHD3+yszPrrWr47bf/AdC5cxdatHCmpKSYX/POYTabrTqT1Gw2syvvHGBJ9ePpaamzsXdvbd/5dfHj37/8W9lW17m8FFK+NTk5ObF582b69+/P7t27m63uz/3338+mTZtwdHRsjm4QQtxC1Go1Pj4++PhcOmgqhBBCCCFEc5DAhRDihqhUKqZNm0bfvn0JDw/nxIkTGKoh/nA5nVraMsTXgRKDmZ15eqV4s9lsJutEFlknsti4deM1X6uVcyt63deL+7reh5OjE3a2dlRWVVJSVsLBowfZf2g/WTlZSi2L8wYTPx6rQK2Cnm5a7m2v4YfMcgzVcOLECYKDg4mKiiIqKkpSH1ynvLw85bapTu0QXy9fMo5kKNv33vsAAMeOHaGkxLL6oJdbK6v3t0qloqdbK74/WEBx8Xmyso7i5eVDjx7+xMevA1BeLzWBA7Vajb//g2zf/oOluHfWGQI7t7Nam5Kzzij5wf39H1RmrdZcX6fV4dXJi32H9gFgq4byytq+DAgIsFpbRNNq3bo127ZtY9CgQaSmpip1fxK3J/LBlA8YPGAwy9YtI2F7ApWVlqBadnamUvvnauzs7Bj4yEDGDBtDm1ZteOW9V+ql0OvTpw+bNm2idevWjfYchRBCCCGEEEKIxiRrf4UQVhEUFMS+ffuIiKitK3D8fBVxGeWk5uoJcNXydFcHHuqgpaOzDTbXOG7t7uLOyy+8TOr3qfz3X//lby/+jXZt21FZVcn50vNUVlXSvm17Ip6PIP6reH7d+CuLPlnEgIcHKAPFJjPszDXwn+N6hvg60qVNbcx2+vTpTJo06ZJpqMTl6fW1BTvrFpR2cnSiuLQ2PZKrq6WA5/Hjx5R93do1Toqu7nXOW3M9F5faVQvt72oPQFbWUeX+554bo9w/b2f92ew3an6d89Vcp2ZwGiyrLfR6vbKyyNXJhrzS2poYEri4tbVu3ZoffviBsLAwZV9T1P0JCwvjhx9+kKCFEEIIIYQQQohbmqy4EEJYjbOzM4sWLWLYsGFERkZy4MABAEqNZpKzLAPdbezVdHC2pVs7DfZ2Kiqrzew9ZeT4+doBW51Ox6inRvH8kOfR2GlYt3kd498ez8GjB5UURJei0+rw9falf9/+zHh9BgajgTXxa/g67mvKyss4bzCx9vcyerlpCPa2J/Gopbj0/PnzlZodsvLi2hiNRuV23cCFna0d5fpyZVuj0V50vKOmTvV0K3Kwqz2vwVBTgLu2wLV3J29yC3IBWLEihnff/ZjHHx9K+/YunDpVwIaMfDYfLmCQj8sNt2XToQKl5kb79i4MHDhEuW6NwD6BpP1WWyvE3dmWQ4WW2ff29vb4+fndcDtE83JycmLx4sUMGzaMiIgIcnNzG63uT4cOHYiJiZFC3EIIIYQQQgghbguy4kIIYXVBQUHs37+fbdu2MWzYMGxsageUz1aY2HvSSMLRCuIyytl4uKJe0OLhng+zeelmgv4axOxFs+k3vB9zYuew5/c9VwxaAOgNevb8voc5sXPoN7wfn8d8zqN/eZT4JfH07dlXOe7XPCMZZyoZ6uegFEOeN2+eUqdDXJ1Go1Fu1w31VFZVYmdrp2wbjYaLji8zVtMYyitrz6vV1gRMDMq+gB4Byiqc1auXotfr0Wg0vPlm7b97RPxuCkqv/Dq7moJSPeM27la233xzOhqNBr1ez+rVSwFLqp9hg4axduNa5Tj3FjacrbAMRN9///3Y2srcgtvF448/zv79+4mIiFD+XWvq/oz/+3h6hfRi8EuDWbRyESfPnMRGbYOzozM2ahtOnjnJopWLGPzSYHoO7sn4v49n245tStDC1taWiIgI9u3bJ0ELIYQQQgghhBC3DRkVEUI0CpVKRWBgIIGBgeTm5vL3v/+dFStWXPZ4RwdH3p7wNk/0f4K5S+ayfP1ypVZFDU9Pb3r08Ofeex/A1dVNKV6bn5/Hb7/9j71708nKOgpYBtA3bt3Ipm2bGDNsDF/M+IJN2zbxyYJPKCsvI/t8FZUmM0P8HNiQYVkhMH36dB5++GEee+yxxuuY24ROV5vWpm7gorSslHZta+tE5OdbamF06tRZ2bf/dDGNYV+d89Zcr6AgX9nn2t6Ve7zuIeNIBmfPnmHJki+ZMOF1Rox4kY0b15OSkkReiZ5Hl//Ej6MfxsXpyql7LqWg1PL4mtoWgYHBjBjxIgCLF39BUVEhAAMfGYjBaCD552TAUki+JmgBEBwcfN3XFje3li1bsmjRIqZNm0ZsbCwLFy5UasU0pO6Pu7s748ePJzw8XAq5CyGEEEIIIYS47UjgQgjR6JycnEhJSVG2H+6gJaOwksILA7VtW7dl8czF6I16QseFkp2TrRzbps1djBjxIqNGRdQb/L6c48ePsWJFDKtWfUVRUSFms5ml3y4l+edkPv37p6ycu5Kxb46lsKiQvJJq0vON9dJGjR07ln379uHs3Dh1GG4Xbm5uym11nfRaBzMP8pcH/6Js//bb/wDo3LkLLVo4U1JSzK955zCbzVZNy2U2m9mVdw4AZ+eWeHp6A7WFsMFSU+Ku1ncp2599No3HHnsCHx8/Pv98EU8++Qg5OdnsP11CwKIUYkLuv660UZsPFxARv1sJWnTo4MHs2QtRqVQcPnyAWbMsKztUKhVjho1hTfwaZdZ8L3ctqTmWx9nY2NSrFSNuL25ubrz//vu88847xMfHk5SURFpaGnv27KmXUu2PtFotPXr0ICAggKCgIEJCQmRVjhBCCCGEEEKI25akihJCNLopU6Zw4sQJALq0scNQba4XtFgRvYLcglxGR45WghZarZapU//Brl2ZvPvux9cUtADLTPt33/2YtLRjTJ36DyVlUHZONqMjR5N3Mo8V0Sto27otYCkgXlhRrRTsPnHiBFOmTLHq878d+fv7K7fLq0xKsfV9B/fh7eGtFBquCRyo1Wr8/R8EIK9ET0rWGau2JznrjBIw8Pd/UEkJVXN9nVaHVycvcgpylMcYDAYmTw6nsrISFxc31q5NoEMHD6WNT6xKJXTNL2w7dvqi1T81zGYz246dJnTNLzyxKrVe0GLt2gRcXNyorKxk8uQIpe7GmGFjaNOqDV/HfW3pGxU4a1SUGi3XCA0NrRcYErcnW1tbQkND+ec//8nOnTspKSkhPT2dmJiYi47dunUrJSUl7Ny5k3/+85+EhoZK0EIIIYQQQgghxG1NAhdCiEaVlJREbGwsAFob8HfRsCvfMqvY0cGRxTMXc+z4MSZGTcRYadnv79+bpKRfmTDh9Xopia6HTqdjwoTXSUr6FX//3gAYK428+v6rZJ3IYvHMxTg6OAKwK8+Iv6sW7YVSHDExMSQlJd3I077tBQQEKLfzS6pxbWHpvKycLPQGPb7evpbtrKMcP34MgOeeG6M8Zt7OTKu2Z36d89VcJzs7k+xsy36/Ln7o9XqyTmQBoLGz1NxIT99JZORYTCYTnp7efP/9dvr1C1LOtSEjnwHLf6LDnESGfJPKu1t/56N/H+Tdrb8z5JtUOsxJZMDyn5RC3AD9+gXx/ffb8fT0xmQyERk5lvT0nQB4dvRkUtgkps6aSll5GQA93bTKewJgwoQJVu0bcWvQaDQ88MADDBky5KL77r33Xuzs7C7xKCGEEEIIIYQQ4vYkgQshRKMxm81ERkYq2495OSgpmQDenvA2eqOeyTMmU22yFFZ+6qkRxMUl4+PjZ5U2+Pj4EReXTGjocwBUm6qJnB6J3qjnrZffUo5LPFJBkJeDsh0ZGXnZWfYCunbtir29PQA5xVV0aGGZ/W02m0n/LZ3+ffsrx65YYZlB/vjjQ2nf3pJ6aUNGPpsPF1ilLZsOFSiBg/btXRg4cEi96wIE9gkk7bc0ZfuvD/5VCV7ExX3DxIkvKSsvVq6MZ9ashUpbwbIC4/uDBXz830NMTT7Ax/89xPcHC5QVFjXXnjVrIStXxisrLV599UXi4r4BLMGST97+hPgf49mxawdgqW1xt4MNx89XAZZ+7devn1X6RQghhBBCCCGEEOJWJYELIUSjSU5O5sCBAwB4tLTlVHk15w2WFFEP93yYJ/o/wVv/eEtZafHUUyOYN+8rq88strOzY/78pUrwwlhp5O1P3ibk0RD69uwLwHmDiZPl1XRqaRmAP3DgQL26HKI+W1tb7rvvPgAKK0y4O9so963duJZhg4ZhZ2v5d1y9eil6vR6NRsObb05XjouI301BqZ4bUVCqZ9zG3cr2m29OR6PRoNfrWb16KWD59x82aBhrN65Vjut5b0+io6KxUVva/a9/rSY0NJDDhzNQqVQ8//xL7Nx5hP/7v5X06xdEixaXrnni7NySfv2C+L//W8nOnUd4/vmXLtS0yCA0NFAJWtiobYiOikan0fHpPz9VHh/cxZ6kzHJle+7cuVat/SGEEEIIIYQQQghxK5LAhRCi0SxYsEC5HeCqYVeeJce/o4MjH0z5gLlL5io1Lfz9ezNnTqxSm8Da1Go10dGLlbRRWSeymLtkLh9O+bBOyigDPV01l2y/uNjAgQOV20UVJpy1lgH3bTu2YTAaCH4kGICzZ8+wZMmXAIwY8aKSiimvRM+jy39qcPCioNTy+JpVD4GBwYwY8SIAixd/QVFRoaWdjwzEYDSQ/HOy8thFqxfh2dGTedPn1UsbFRTUiy+/nKUEWp588hlWrdrIgQOn+O9/97Nq1Ua++mo9q1Zt5L//3c/vv59k1aqNPPnkM0rA5MsvZxEU1EtJD6Wx0zB/xnw8O3oy9s2xdVJEaUjPN2CwLDYiIiKCxx57rEF9IYQQQgghhBBCCHE7kcCFEKJR5ObmsmHDBgBaaFQUG8yYLmReeiH0BQrPFbJ8/XLAUoh7zpzYRs/hbmdnx5w5sUrB7mXrlnH23FleCH0BAJMZio1mnDSWAfi4uDjy8vIatU23svDwcGxsLCsWfs0z0NvNUo/EZDKxJn4NY54Zo6we+Oyzacpqhs8/X6QUwd5/uoSARSnXnTZq8+ECAhalsP90CWAphj179sILqx0OMGuWZWWHSqVizLAxrIlfg8lkUh5/9txZRkWOwt3FneXRy/G40B6DwcBHH71DQEBnPvzw70qNDLVajZeXD/36BREcHEK/fkF4efkogbbs7Ew+/PDvBAR05qOP3lEKcXt29GR59HJc73ZlVOQoCi8EUzxa2tLW3oYjZy0pojp16sSsWbOuqw+EEEIIIYQQQgghblcSuBBCNIrY2Fiqqy1TyXu5admZZ5kVr1areTbkWZZ9u0ypIfHGG9OsVtPianx8/JgyJQqw1GNYtm4Zz4Y8qwxA/5proJebJbBRXV1NTEzMZc91p3N3d2fo0KEAlBjNOGtVqC9kOfo67mvatmrL6KdHA5aAwOTJ4UodibVrE5TgRV6JnidWpRK65he2HTt92doiZrOZbcdOE7rmF55YlaqstOjQwYO1axOUuhKTJ0cogYMxw8bQplUbvo77GgC1ClpeWBlSWFTIyEkjOZR5iLhFcbz4zItKoKWoqJAFC2bTp48fffr4MX7883z55SzWr19JfPw61q9fyZdfzmL8+OeVYxYsmK2s8lCpVLz4zIvELYrjUOYhXpj0ghK0cGthwwMumnr1XmJjY3F2vnQ6KiGEEEIIIYQQQog7jW1zN0AIcXtKSEhQbre2V1NssAxG9+/bH61GS+L2RADatLmLsLBXmrRtY8f+TRlkTtiewNsT3iawTyBbf9rKeYOJNva1Md3ExESioqKatH23kgkTJrB+/XoA0vKN9HTTsjPXQFl5GVNnTeWLGV+QkppCdk426ek7iYwcy/z5S/H09Ob777fz2mvjSElJAiwFuzdk5OPWQkdPt1Z0b+eMg50N5ZXV7DtdzK68c/WKYQP06xfE558vwsXFDZPJRGTkWCVFk2dHTyaFTeKV916pk55JS15JFecv5GcqKy/j/dnvk7g9kQ+mfMDgAYNZtm4ZCdsTqKysBCyrKbKzM4mPX3fV/rCzs2PgIwOVgMkr772iFOIGy0qLB1w1fJdRW9ciKipKUkQJIcRtqqKigsLCQtq2bYu9vX1zN0cIIYQQQohbhqy4EEJYXVVVFXv27AGgrb2a3OJq5b7hg4ezbvM6Kqssg8IjRryITqdr0vbpdDqlFkJlZSXrNq9j+ODhyv25JdVK8GL37t1UVVU1aftuJYGBgXTt2hWA7PNVtHewoaXW0nc7du1g07ZNfPr3T5U6EnFx3zBx4kvKyouVK+OZNWsh7du7KOfMK9Hz/cECPv7vIaYmH+Dj/x7i+4MF9YIW7du7MGvWQlaujFdWWrz66otKMWyNnYZP3v6E+B/jlcBBS62aux1syLnwetTVCd3/tOsnQsJC+OE/PzA5fDIpa1KYHD6Z+7vdj0575denTqvj/m7313vcD//5gZCwkHpBi55uGvzusmNDRjk1a0omTpwogTEhhLhNbd68GS8vLzp27IiXlxebN29u7iYJIYQQQghxy5AVF0IIqztw4AAVFZY0OB2cbckpsQz8q1Qq/O/158vlXyrHjhoV0SxtHDUqggULZgOQ/HMyI4eOVO7LLa6ig7MtZyuMVFRUkJGRQffu3ZulnTc7lUpFdHQ0wcGWQtw/ZJYzxNeRtb9bVjh8suATVs5dSXRUNK++/yrVpmr+9a/VZGUdZc6cWHx8/Hj++ZcYNmwkCQnf8c03y0hLS6WkpPiiazk7t8Tf/0Gee24MAwcOQaOxBEMOH85g8uRwZaWFjdqG6KhodBodn/7zU+XxwV3s+S6jTNluY6/mzx3tSTxawXmDibLyMhauXEjM6hgC+wQyfPBwRg4diU6nI/N4JhlHMiguLcZYaURjp8HZyRm/Ln54dfJCr9eT9lsa7816j5TUlHr1NFpq1QR3sSc938CuPKOyf+LEicyZM0dJT3WzMBqN7N+/n8OHD1NeXo7RaESj0eDg4ICPjw/dunVT+l4IIcSlnT17llGjRnH27FkACgoKGD16NIcOHaJNmzbN3DohhBBCCCFufhK4EEJYXVpamnLbtYUN+05ZBms9O3ii0+o4ePSgZdvTm06dOjdLGz08vPDw8CI72zIgrdPp8OzoSdaJLPJLq+nWTsPek5Zj09LSJHBxBUFBQYSHhxMbG4uhGtILjPR01bAr30hZeRlj3xzLiugVzJs+j8kzJmOsNJKevpOgoF5MmRLF2LF/Q6fT8eSTz/Dkk89gMpnIyjrK8ePHMBgMaLVaOnXqjKent1KLBECv17N48RfMmjVdqWmhsdMQHRWNZ0dPRkWOqpMiSkN6vgFD7eIf8kpMfHewjCAvB06WV7Mrz4DJbCkuvvWnrWz9aSsqlQqPDh50v6c7vt6+ODk44ezoTGVVJSfPnOTfv/ybfYf2kXUi66J+UassqanaO9iwIaMMY51rR0VFERUVdVMELaqqqoiPjycxMZG0tDT27t2L0Wi87PEajYYePXoQEBBAcHAwISEh2NrKnxNCCFHXunXrlKBFjcLCQtavX09ERPNM2hBCCCGEEOJWIiMNQgirS09PV2472KqpvpAXp7tvd45mH0VvsKT86dHDvzmap+jRw5/s7Ez0Bj2ZxzPpfk93sk5kUWUCB7vaAeW0tDTGjBnTjC29+c2ePZvExEROnDjBkbOVBHvb06mlLcfPV1FYVMioyFEsnrmY5dHLeesfb5Gdk43BYOCjj95hwYLZjBjxIqNGReDh4YVarcbLywcvL59LXis7O5MVK2JYvXqpUgwbLDUtPnn7E7QaLaMiRynFsD1a2tLW3kZZ7dC+fXvs7OzIzc3FUA3xh8vp1NKWIb4OlBjM7MzTKzVZzGYzWSeyyDqRxcatG6+pL1pq1fRy1+KsUbEr38jOXINyX8eOHVm8ePFNUdMiLy+PmJgYFi1aRF5e3jU/zmg0smvXLnbt2sXChQtxd3dn3LhxhIeH4+bm1ogtFkKIW0dN/adL7ZfAhRBCCCGEEFcngQshhNXVHQQ1mc3KbV8vXzKOZCjb9977QJO264969PBXCi5nHMnA19tXGZw21Tab/Pz85mjeLcXZ2ZnY2FglZVTi0QqG+jlQZTKTV1JNYVEhIyeN5K2X3yJuURzzvprHsnXLMJvNFBUVsmDBbBYsmI2Hhxc9evjTo4c/Li6uaDRajEYDBQX57N2bzt696WRnZ9a7tkqlYsywMUwKm0T8j/F8+s9PlZUWbi1seMBFw4aDtcWwv/76ax588EGmTJlCTEwMAMfPV3H8fBVOGhW93LS0sVeTW1JNbnEVeSXVSvDtUmzV4Opkg7uzLe4tbDhbYSI1R0+psf6Dxo0bx2effYazs7M1urzBzp07x5tvvsmSJUuorq6ud59KpcKzgyfdfbvj6+WLk6MTdrZ2VFZVUlJWwsGjB9l/aD9ZOVmYL7y3c3NziYqK4oMPPuCll15i5syZtGrVqhmemRBC3ByKiorYtm3bJe/bunUrRUVFtG7duolbJYQQQgghxK1FAhdCCKvT62uLKNcdunVydKK4tLZ2gatr887OdnFxVW4Xlxbj5OCkbNdtd93nIy4vKCiIqKgopk+fDsB3GeUM8XMgPd/I8fNVlJWX8f7s90ncnsgHUz5g8IDBLFu3jITtCVRWWoq1Z2dnkp2dqQSUrsTOzo6BjwxkzLAxtGnVhlfee6VeMWyPlrY84Krhu4zaoEVUVJSy2mHRokUMGzaMyMhIDhw4AECp0UxyluXfu429mg7OtnRrp8HeToXZbHldmAHVhf/UKiivNJNXWs2hwkpSc2pXV9To2rUrc+fOvSlWWWzZsoWIiAhyc3OVfWq1mv59+zN88HD87/VHp9VxNPuoUtOjXF+Ona0d7du2568P/hVvD2/0Bj3pv6WzJn4NyT8nYzKZqKqqIiYmhs2bNxMTE8Pjjz/ejM9UCCGaz/fff09VVdUl76tJzzd69OgmbpUQQgghhBC3FglcCCGsrm5+/LoBADtbO8r1tYPIGo22CVt1sbrXN1YacXasnQlft9019RPE1UVFRXH27Fnmz5+PGdiQUU6wtz3tHdVKqqafdv1ESFgIL4S+wOTwybw94W3WbV5H8s/JZBzJUFKJXYpOq8Ovix+BfQIZNmgYBqOBNfFr+Drua2WVBVhqWrS1t2FDnaDFxIkTiYqKqne+oKAg9u/fT0pKCgsWLCAuLk5ZhXC2wsTZCqNS6+R62NjYEBoayoQJE+jXr1+z17IoLS1l4sSJfPXVV8o+RwdHRj01imdDnkVjp2Hd5nV8ufxLDh49eNV/A19vX/r37c+M12dc9G+Qm5vLoEGDCAsLY+rUqU3x9IQQ4qZyuTRRde+XwIUQQgghhBBXJoELIYTVaTQa5Xbd4drKqkrsbO2UbaOxeQMCda+vsdNQWVWpbNdtt1bbvAGWW4lKpSI6OhqA+fPnA5a0UV3a2DL8T44kHq3gvMFEWXkZC1cuJGZ1DIF9Ahk+eDgjh45Ep9OReTxTme1vrDSisdPg7OSMXxc/vDp5odfrSfstjfdmvUdKagomk0m5fkutmuAu9qTnG5RACViCFnPmzLlkAEGlUhEYGEhgYCC5ubnExsaSmJjI7t27qaiouObnbm9vz/33309wcDDh4eG4u7s3sBetq6ioiEGDBpGamqrse7jnw3ww5QMKzxUye9FsErcn1nv9X4neoGfP73vY8/sevlj6BcGPBDPmmTE8G/IsU2dNVVa9LFmyhL179zbKcxJCiJtVcXExiYmJVzwmMTGRkpISWrRo0UStEkIIIYQQ4tYjgQshhNXpdDrldt1h4tKyUtq1bads5+dfe0HgxlBQUFu7wtnJmZNnaqfW12133ecjrk6tVjN37lzatGmjpI06craKE+erCPJy4GR5NbvyDJjMYDKZ2PrTVrb+tBWVSoVHBw+639MdX29fnByccHZ0prKqkpNnTvLvX/7NvkP7yDqRdfE1VdDTTUt7Bxs2ZJRhrFO6ISoqiqioqGta9eDu7q4cX1VVRUZGBmlpaaSlpZGVlUV8fHy948PDw/nzn/9MQEAAfn5+2NreXF+rRUVFBAYGsmfPHsCyyuLtCW/zRP8nmLtkLsvXL1dqVdTw9PSmRw9/7r33AVxd3ZQ6I/n5efz22//YuzedrKyjgCUYuXHrRjZt28SYYWP4YsYXbNq2iU8WfEJZeRm7du1q8ucshBDNadOmTfVWnl6KwWBg06ZNPPfcc03UKiGEEEIIIW49N9cIi7jtnTlzprmbcFO7VP/cin1Wt+Ckus5g8cHMg/zlwb8o27/99r8mbdcf7d2brtz26+LHv3/5t7KtrjPG3apVK06fPt2UTWt0TfFae+WVV/jTn/7Ea6+9Rm5uLoZqiD9cTqeWtgzxdaDEYGZnnp5ig2Xg3Gw2k3Uii6wTWUqR9KtpqVXTy12Ls0bFrnwjO3NrV9G4u7szZ84c+vXr1+DndvfddzNo0CAGDRrEmTNnLgpcvPbaa9x1112AJUhwMyktLeWZZ55RghZtW7dl8czF6I16QseFkp2TrRzbps1djBjxIqNGRdCpU+ernvv48WOsWBHDqlVfUVRUiNlsZum3S0n+OZlP//4pK+euZOybYyksKrzosbfiZ1pTul2+B5qa9Nv1kz67ftfSZ6tWrbqmc61atYoBAwZYpV03M3lNCSGEEEKIhlKZ/zjVUlwkJyeHjh07AnDixAk6dOjQzC26NZw+fZr27ds3dzNEMxvYxZ4fjlZQbYbOHTsT/1U8PZ/oid6gx9PTmx07DjRb2/r08SM7OxOdVseuTbsY/NJgsk5kYauGRzvbk3D02tMEievnpFHRy01LG3s1uSXV5BZXkVdSTfUVvpVs1eDqZIO7sy3uLWw4W2Hi1zwDpUb5KruStq3bsiJ6BceOH2PyjMkYKy2zgbVaLW+8MY2wsFfqrSwymUwcO3aE48ePYTQa0Wg0eHh44enpjVqtVo7T6/UsWfIln302TakFo7HTEB0VjWdHT0ZFjrpk8EIIIcSd69SpU7Rr1+7qBwr5HSqEEEKIO5qsuBBCNKr8kmpcW9iQU1xNVk4WeoMeX29f9vy+h6ysoxw/fuyaZnhbW3Z2JtnZmYBltYVer1dSELk62ZBXWn2FRwtrKDWaSc6yFIFuY6+mg7Mt3dppsLdTYTZbCqSbsaTtUmFZBVNeaSavtJpDhZWk5kjR9Gvh6ODI4pmLOXb8GBOjJlJtsry2/f17M2dOLD4+fgAYjUa2bNnAN98sIz39F0pKii86V4sWzvj7P8hzz43h8ceHotPpmDDhdR577AkmTw4nPX0nxkojr77/KvNnzGfxzMWMnDSyXuF0IYS40zhrbSk2VDV3M4QQQgghhLilqK9+iBBCNFxOcRUdWlhipGazmfTf0unft79y/4oVMc3SrrrXDewTSNpvacq2u7MtOcUywNCUzlaY2HvSSMLRCuIyytlwsJzvDpbz/YX/bzhYzr8yykk4WsHek0bOVpiuflIBwNsT3kZv1DN5xmQlaPHUUyOIi0vGx8cPs9nMqlVf0bt3F15++QW2b//hkkELgJKSYrZv/4GXX36B3r27sGrVV5jNZnx8/IiLSyY01JKvvdpUTeT0SPRGPW+9/FaTPVchhLgZffZY9+ZughBCCCGEELccCVwIIRpVYYUJd2cbZXvtxrUMGzQMO1s7AFavXoper2/SNun1elavXgqAnZ0dwwYNY+3Gtcr9NSmIhLjVPdzzYZ7o/wRv/eMtJT3UU0+NYN68r7Czs6OgII+RI0OYMmU8p04VKI9za6FjiK8L7/z5Hj7q35V3/nwPQ3xdcGtRm07q1KkCpkwZz8iRIRQU5GFnZ8f8+UuV4IWx0sjbn7xNyKMh9O3Zt2mfuBBC3CQ8WzkQ7u+BR0v75m6KEEIIIYQQtxRJFSWa1O+//64UshUXO3PmDH/605/q7btV++yzzz7js88+A6CowoSzVkWxwcy2Hdt452/vEPxIMBu3buTs2TMsWfIlEya83mRtW7z4C4ou5N0f+MhADEYDyT8nA5Ziz3WDFm+88QZvvPFGk7Wtqdxsr7WqqioOHz7Mnj172Lt3LydPnsRgMGAwGNBqtWi1Wu6++2569OjBfffdh4+PD7a2TfsVdrP12aUUFBTwwAMPUF1djaODIx9M+YC5S+Yqhbhr0kOp1WqOHTvC8OEDyc09rjx+qJ8rE3t70c/zLlQq1UXnN5vNpGSdYd7OTDZk5AOQkpLEk08+wtq1CXh6ehMdvZjs7EzS03eSdSKLuUvm8uGUDwkJC6GsvAxbW1v+97//cffddzdNp9xiboXX2c1I+u36SZ9dvyv1WVJSEi+88MJFj3m6qxtqlYqnu7rxeerRi+5fuXIljz32WKO1ubldqs+EEEIIIYS4FhK4EE3qrrvukmJ81+lW7bNJkybx+eefU11dza95Bh501/HjsQpMJhNr4tcw5pkxbNq2CbPZzGefTeOxx55Qcu03psOHDzBr1nQAVCoVY4aNYU38GkwmS7Cil7uW1BzLChAbGxsiIyNvyf5viOZ+rbm6uvLXv/612a7fEM3dZ3/0z3/+k+pqSzqoF0JfoPBcIcvXLwcshbjnzIlVVlrUDVq4tdARE3I/g3xcrnh+lUpFYOd2BHZux+bDBUTE7yavRE9OTjbDhw/k+++34+Lixpw5sQQF9cJgMLBs3TIGDxjMC6EvsHDlQqqqqoiLi+O9995r3M64jdxsr7NbhfTb9ZM+u341ffbjjz9e8v6nu7pZ/v+nSwcufvzxR55//vlGbaMQQgghhBC3IkkVJYRoFO7u7gwdOhSAEqMZZ60K9YUJ3F/HfU3bVm0Z/fRoAAwGA5Mnh1NZWdmobaqsrGTy5AgMBktR5zHDxtCmVRu+jvsasBR/dtaoKDWaAQgNDcXNza1R2ySEtVRWVrJw4UIA1Go1z4Y8y7Jvl2E2W17Pb7wxTalp8dpr45SgRff2zqSN63fVoMUfDfJxIW1cP7q1awFATk42r702Tql5MWVKFGBZpbFs3TKeDXkWtdryZ8fChZYAhhBC3A4qKyv57rvvLtrv1kLHgx1aA/BQhzb10u3V+O677xr97x8hhBBCCCFuRRK4EEI0mgkTJii30/KN9HTTAlBWXsbUWVOZFDYJjw4eAKSn7yQycqyy8sHaTCYTkZFjSU/fCYBnR08mhU1i6qyplJWXAdDTTcuufOMl2y/EzW7jxo3k5eUB0L9vf7QaLYnbEwFo0+YuwsJeASx1ZVJSkgDLoNoPo/ri4nTxYNq1cHHS8ePoh5XBuJSUJKV+zNixf6N167YAJGxPQKvREtgnEIDc3Fzi4+Mb9kSFEOImk5ycTFFR0UX7n/JzRX0h7Z5apSLUz/WiY86ePUtKSkpjN1EIIYQQQohbjgQuhBCNJjAwkK5duwKQfb6K9g42tNRaPnZ27NrBpm2b+PTvn6Kx0wAQF/cNEye+ZPWZh5WVlbz66ovExX0DgMZOwydvf0L8j/Hs2LUDsNS2uNvBhuPnLbPAu3btSr9+/azaDiEaU2JionJ7+ODhrNu8jsoqy3tpxIgX0el0GI1GPv30feW42JAHGhy0qOHiZEkzVWPmzCiMRiM6nY4RI14ELO/BdZvXMXzwcOW4pKSkG7quEELcLNavX3/J/cP+5P6H7Uuv4rzc44UQQgghhLiTSeBCCNFoVCoV0dHRyvYPmeUEe9sr258s+ASdRkd0VDQ2ahsA/vWv1YSGBnL4cIZV2nD4cAahoYFK0MJGbUN0VDQ6jY5P//mpclxwF3uSMsuV7blz516yOLEQN6u0tDTA8r7zv9efbTu2KfeNGhUBwJYtGzh9+iRgKcT9uI91CmQP8nFh6IWZxKdOFZCQ8F296wIk/5xMwL0BF7VXCCFuZdXV1WzYsOGi/e0dtfy5U9t6+/7S6S7aOWguOjYuLk6pTySEEEIIIYSwkMCFEKJRBQUFER4eDoChGtILjPR0tfxoLysvY+ybY/Hs6Mm86fOUlRfp6TsJCurFl1/OQq/XN+i6er2eL7+cRVBQLyU9lMZOw/wZ8/Hs6MnYN8fWSRGlIT3fgOHCmEFERASPPfbYjTxtIZqU0Whk7969AHh28ESn1XHw6EHLtqc3nTp1BuCbb5Ypj5nY28uqbXi1zvlqruPh4YWHh2V/xpEMdDodnh09Adi7d6/kdRdC3PJ++eUXTp06ddH+ob6u2KjrT4CwUauUIG9dp06d4qeffmq0NgohhBBCCHErksCFEKLRzZ49m44dOwJw5GwlbR1s6NTSFoDCokJGRY7C3cWd5dHLlZoXBoOBjz56h4CAznz44d/Jzs68pmtlZ2fy4Yd/JyCgMx999I5SiNuzoyfLo5fjercroyJHUVhUCIBHS1va2ttw5KwlRVSnTp2YNWuWVZ+/EI1t//79GI2W+izdfbtzNPsoeoMl6Nejhz9gqfOSnv4LYKlt0c/zLqu2IdDzLqXWRXr6L0q9mprr6w16Mo9n0v2e7oDlPb5//36rtkEIIZraxo0bL7n/6cukhXq6q6SLEkIIIYQQ4lpI4EII0eicnZ2JjY1VthOPVuDvqsGthSU9VGFRISMnjeRQ5iHiFsXx4jMvKmmaiooKWbBgNn36+NGnjx/jxz/Pl1/OYv36lcTHr2P9+pV8+eUsxo9/XjlmwYLZFF0ITKhUKl585kXiFsVxKPMQL0x6QQlauLWw4QEXDYlHK5S2xcbG4uzs3FRdI4RVHD58WLnt6+VLxpHaVGv33vsAAMeOHaGkpBiAXm6trJ4KTaVS0dOtFQDFxefJyjoK1AYuwLLqwtfbV9k+dOiQVdsghBBN7VKBi9Y6OwIvExwO7NyOVjq7i/avX79eCfgKIYQQQgghwLa5GyCEuDMEBQURFRXF9OnTAfguo5whfg6k5xs5fr6KsvIy3p/9PonbE/lgygcMHjCYZeuWkbA9QUknk52dSXZ2JvHx6656PTs7OwY+MpAxw8bQplUbXnnvFaUQN1hWWjzgquG7jNq6FlFRUZIiStySystrX8dOjk4UlxYr266ultm9x48fU/Z1a9c4wbnu7Zz5/mCBcj0vLx9cXGrTohSXFuPk4KRsV1RUXHQOIYS4lRQUFFy070lfF+xsLj0/TGOj5klfF5bvOVFvf25uLjt37uShhx5qlHYKIYQQQghxq5EVF0KIJhMVFcWrr74KgBnYkFFO17vs6OlWW6jyp10/ERIWwg//+YHJ4ZNJWZPC5PDJ3N/tfnRa3RXPr9PquL/b/fUe98N/fiAkLKRe0KKnmwa/u+zYkFGO+cK+iRMnEhUVZe2nLESTqEkTBWBna0dlVW3tCI1Ge9ExjhqbRmmHg13teWvStNVcH8BYacTO1u6iY4QQ4nYy7E/uV75f0kUJIYQQQghxVbLiQgjRZFQqFdHR0QDMnz8fsKSN6tLGluF/ciTxaAXnDSbKystYuHIhMatjCOwTyPDBwxk5dCQ6nY7M45lkHMmguLQYY6URjZ0GZydn/Lr44dXJC71eT9pvabw36z1SUlPqpV1oqVUT3MWe9HwDu/JqB3EnTpzInDlzrJ46R4imotHUBv8qqyrrBQeMRsNFx5QZqxulHeWVtefVamsCJrXBCY2dpl5QpeYYIYS4XbTQ2PKYV7srHvOYd3ucNLaUGqvq7V+/fj0zZ86Uv0eEEEIIIYRAAhdCiCamVquZO3cubdq0UdJGHTlbxYnzVQR5OXCyvJpdeQZMZksx4a0/bWXrT1tRqVR4dPCg+z3d8fX2xcnBCWdHZyqrKjl55iT//uXf7Du0j6wTWRdfUwU93bS0d7BhQ0YZdcdso6KiiIqKkkECcUtzcHBQbpeWldKube2gWX5+HgCdOnVW9u0/XZtKypr21TlvzfUKCvKVfc5Ozpw8c1LZtre3b5R2CCFEcxl8jwta2yuvatPZ2jD4nrv5Zl9uvf3Hjh1j9+7dPPDAA43ZRCGEEEIIIW4JErgQQjQ5lUrFtGnT6Nu3L+Hh4Zw4cQJDNcQfLqdTS1uG+DpQYjCzM09PscGSzMlsNpN1IousE1ls3HpxIcxLaalV08tdi7NGxa58Iztza2d+d+zYkcWLF0tNC3Fb8PHxUW4fzDzIXx78i7L922//A6Bz5y60aOFMSUkxv+adw2w2WzVgZzab2ZV3DgBn55Z4enoDsHdvunKMXxc//v3Lv5Xte+65x2rXF0KIm8HTXV2vfhDwdFe3iwIXAOvWrZPAhRBCCCGEEEiNCyFEMwoKCmLfvn1EREQo+46fryIuo5zUXD0Brlqe7urAQx20dHS2weYqY6y2aujobMNDHSyP83fVkJqj518Z5Rw/X5uOYdy4cezbt0+CFuK20a1bNyUV1L6D+/D28FZqwtQEDtRqNf7+DwKQV6InJeuMVduQnHWGvBI9AP7+D6JWq+tdX6fV4dXJi32H9gGWNFHdunWzahuEEKI52dvaMLDL3dd07ONd7sb+Eisz1q9fj9lsvsQjhBBCCCGEuLNI4EII0aycnZ1ZtGgRiYmJdO3aVdlfajSTnKVn/YFyDhVW0trehse87An1c2CorwNDfB148sL/h/o68JSfA492tqe1vQ2HCitZf6Cc5Cw9pcbaH/9du3YlKSmJhQsX4uzs3BxPV4hGodFo6NGjBwBZOVnoDXp8vX0t21lHOX78GADPPTdGecy8nZlWbcP8OueruU52dibZ2Zb9fl380Ov1Sjq3Hj16YGdnd9F5hBDiVjXI524cNde2oN1RY8vjPu0v2n/w4EF+//13azdNCCGEEEKIW46kihJC3BSCgoLYv38/KSkpLFiwgLi4OKqrLcUozlaYOFthZO/Jq5zkEmxsbAgNDWXChAn069dPalmI21ZAQAC7du3CbDaT/ls6/fv2Z8/vewBYsSKGd9/9mMcfH0r79i6cOlXAhox8Nh8uYJCPyw1fe9Mhy/kA2rd3YeDAIcp1awT2CSTtt7R67RVCiIaorq7m448/ZuPGjRQVFTXpda/k6a5u13W+p7u68a8D+RftHzBgQLNMsGjdujWDBw/mnXfewcbmynU6hBBCCCGEaGwSuBBC3DRUKhWBgYEEBgaSm5tLbGwsiYmJ7N69m4qKius6V8+ePRk8eDDh4eG4u7s3UouFNVRVVXHgwAHS0tJIT08nLy8PvV6P0WhEo9Gg0+lwc3PD39+fgIAAunbtiq2tfH39UXBwMAsXLgRg7ca1TH9tOl8s/YLKqkpWr17K66+/j06n4803pzNlyngAIuJ3kzauHy5OugZft6BUz7iNu5XtN9+cjkajQa/Xs3r1UgDs7OwYNmgY789+XzkuKCiowdcUQtzZJk+ezPz585u7GfVobNQ8cc+1pYmqMfgeFzQ2aozVpnr7T548ycmTDZitYQU7d+7kzJkzzJ07t1muL4QQQgghRA0Z+RFC3JTc3d2JiooiKiqKqqoqMjIySEtLIy0tjfz8fPR6PQaDAa1Wi0qlIj4+vt7jN2/eTLt27Zqp9eJqagJTCQkJ7Nmz57oCU/b29tx3330MHDhQAlN1hISE4ObmRl5eHtt2bOOdv71D8CPBbNy6kbNnz7BkyZdMmPA6I0a8yMaN60lJSSKvRM+jy3/ix9EPNyh4UVBqeXxNbYvAwGBGjHgRgMWLv6CoqBCAgY8MxGA0kPxzMmB5f4eEhFjniQsh7ijV1dUsW7asuZtxkSDvdjhrry/9nbPWjse82rHpcPMEKS5n2bJlzJkzR6lVJIQQQgghRHOQwIW4LckM7tuLra0t3bt3p3v37owZM+ai+0+fPk379hfniRY3F7PZTHJyMgsWLGDDhg1XTblxORUVFaSmppKamsoHH3zA0KFDmTBhAoGBgXd0KjBbW1vGjx9PVFQUJpOJNfFrGPPMGDZt24TZbOazz6bx2GNP4OPjx+efL+LJJx8hJyeb/adLCFiUQkzI/deVNmrz4QIi4ncrQYsOHTyYPXshKpWKw4cPMGvWdMCykmrMsDGsiV+DyWSZVTx+/Hj5zL2FGI1G9u/fz+HDhykvL1e+Sx0cHPDx8alXHF6IxmZjY4O9vT3FxcXN3ZR6hnVtWBD9mT+533SBC3t7ewlaCCGEEEKIZiejBuK2ITO4hbh5JSUlERkZyYEDBy66r629mg7Otri2sMHBVo3JbMYMmAHVhf/UKhXlVSbyS6rJKa6isMIyAF5dXc369etZv349Xbt2JTo6+o5OQRQeHs6MGTOorq7m67iveTbkWUY/PZpl65ZhMBiYPDmcuLhkXFzcWLs2geHDB5KTk01eiZ4nVqUy1M+VV3t7Eeh51yWDQGazmeSsM8zfmanUtABL0GLt2gRcXNyorKxk8uQIDAYDAGOGjaFNqzZ8Hfc1YAmwhIeHN02HiAapqqoiPj6exMRE0tLS2Lt3L0aj8bLH1xSHDwgIIDg4mJCQEAlMiWvWkMDYa6+9xltvvdVMLb5Yt3YtGHFvhwY9dsS9HZi54zC/ny6xcqsabvLkyc3dBCGEEEIIISRwIW5tMoNbiJtbcXExr7/+OrGxsfX2O2lU9HbT0tpeTW5xNTklVew7ZaTafPlz2ajAtYUNPm3s6OdsQ1GFiZ15BkqNlgcdOHCA4OBgIiIimDVrVrMUNm1ubm5uhIWFERMTQ1l5GVNnTeWLGV+QkppCdk426ek7iYwcy/z5S/H09Ob777fz2mvjSElJAmBDRj4bMvJxa6Gjp1srurdzxsHOhvLKavadLmZX3jllhUWNfv2C+PzzRbi4uGEymYiMHEt6+k4APDt6MilsEq+89wpl5WUAjBgxAldX16btGHFN8vLyiImJYdGiReTl5V3z44xGI7t27WLXrl0sXLgQd3d3xo0bR3h4OG5u11esWNz+rBEYe+ONNzCZTEydOvWqf/vd09aJLm0crf00ALBRqbjvbmde79sFjU3DVihobNT8FPYXZu84wp6TxVSbr/BFeAMOF5Zy+GzZFY+xtbXlww8/5I033miUNgghhBBCCHE9VGZzI/11fBvJycmhY8eOAJw4cYIOHRo2o+pOc6n0PadOnbJa3YHGmsFdV1PP4G7sPrtdSb9dv6bos6SkJMLDwzlx4oSyz6OlLQGuGs4bzPyap6fY0PCvoJZaNb3ctDhrVaTlG8k+X6Xc17FjR2JjY6363r1VXmfnzp2je/fu5ObmAvDBlA/w6ezD6MjRGCstg4NPPTWCOXNisbOzw2w2s3r1UmbOjOLUqYJrvk779i68+eZ0Rox4EZVKRWVlJZGRY4mL+wYAjZ2G5dHLOZR5qF5R7iNHjuDt7W3FZ3x7aY7X2blz53jzzTdZsmTJRYPAKpUKzw6edPftjq+XL06OTtjZ2lFZVUlJWQkHjx5k/6H9ZOVk8cc/KW1tbXnppZeYOXMmrVq1arT2w63z/ryZNHWfNTQw9kd1A2PHjx/n+eef59ixY5c9XmerZk7wvYwP8LwjJ6OYzWb+b1cWryX9hr7q4r91a3Tu3JnVq1fz4IMPWvX68t68MfI7VAghhBB3MglcXAP5g7FhGuuHyvXM4M4vqb6mGdwdWtjifokZ3DWaaga3/LhrGOm369eYfWY2m5k2bRozZsxQ9mlt4DFvB06VVbMrz4DpD+/LGxkcVaugp5uW9g42/JBZjqHOuGtNgXdrDFbdSq+zLVu2MGjQIAAcHRxZOXcleSfzePX9V6k2WTrI3783c+bE4uPjB1hmzSckfMc33ywjLS2VkpKL88c7O7fE3/9BnntuDAMHDlHStxw+nMHkyeHKSgsbtQ3zZ8zH7W43Rk4aqay2gJu3z24WTf0627JlCxEREUqgC0CtVtO/b3+GDx6O/73+6LQ6jmYfJeNIBsWlxVRWVWJna4ezkzN+Xfzw9vBGb9CT/ls6a+LXkPxzslLPBCwDzTExMTz++OON8hzg1np/3iyaqs8aOzD27rvv8ve//53Vq1dfsR1PdXUlJuQB2tjfOfVYzlYYCf/+f8TVSe13KSNGjOCf//wnLVu2tHob5L15Y+R3qBBCCCHuZBK4uAbyB2PDNMYPldttBvcfyY+7hmnsfrsdi703Vp9ZUgVFMn/+fGVflzZ2+LtoSDxawXlD7WCmtQdHW2rVBHvbk15g4MjZ2vfuq6++SnR09A0XGr3V3p9hYWF89dVXALRt3ZYV0Ss4dvwYk2dMVlZeaLVapkyJYuzYv6HT6ZTHmkwmsrKOcvz4MQwGA1qtlk6dOuPp6V2vH/V6PYsXf8GsWdOVmhYaOw3RUdF4dvRkVOQoCosK67XrZu6zm0FTvc5KS0uZOHGi8hoBS5Br1FOjeDbkWTR2GtZtXse2Hds4ePQgeoP+sufSaXX4evvSv29/hg0ahsFoYE38Gr6O+7pe0CosLIy5c+fi5ORk1ecCt97782bQFH3WVIGxRYsWcerUKf72t79RVnb5dEgdnO1Z+VQAf/W4y2rP8Wb17+wzjPxXGjnFl6/55ujoyJdffsno0aMbbTWKvDdvjPwOFUIIIcSdTAIX10D+YGwYa/5QuV1ncP+R/LhrmMbot9u92Htj9JnZbGbSpEn1ghbB3vYUllezK782f3ljD472ctPQxt6GxKO1/2YTJ04kOjr6ht63t9r7s7S0lMcee4zU1FTAErxYPHMxeqOet/7xFtk52cqxrVu3ZcSIFxk1KgIPD6+rnjs7O5MVK2JYvXopRXUCE54dPfnk7U/QarSEvxl+UdACbu4+uxk0xeusqKiIQYMGKa8NgId7PswHUz6g8Fwhy75dRuL2RCqrKq/73Ha2dgQ/EsyYZ8bQtlVbps6ayo5dO5T7+/Tpw6ZNm2jdurVVnkuNW+39eTNozD5rrsDYK6+8Qnh4OP/73/8uez61Ct77qy9T/+qL7Q0GtG9GVSYTH2w/yIf/OXjR38Z1PfDAA3zzzTfcc889jdoeeW/eGPkdKoQQQog7mQQuroH8wdgw1vqhcjvP4P4j+XHXMNbqN2sVe6/Lxsbmpiz23hivtWnTpjF9+nTAUkdmqJ8DaflGjtdZudRUg6MeLW15wFXDdxnl1HzJRUVFMW3atAY/v1vx/VlUVET//v3ZvXs3YBk4fOvltxg8YDDzvprHsnXLLgrcenh40aOHPz16+OPi4opGo8VoNFBQkM/evens3ZtOdnZmvceoVCrGDBvDpLBJxP8Yz6f//LTegGJdN3ufNbfGfp0VFRURGBjInj17AMtr4u0Jb/NE/yeYu2Quy9cvv+g14enpTY8e/tx77wO4uropr4n8/Dx+++1/7N2bTlbW0XqPqXlNTHxpIpu2beKTBZ8or4n777+fbdu2WTV4cSu+P5tbY/VZcwfG/vWvfzFz5kzmzJlzxXP9uVNbVj4VQKeWDtfdjptV9rlyRv5rFz+dOHvF41577TU+/vhjtFpto7dJ3ps3Rn6HCiGEEOJOJoGLayB/MDaMNX6o3O4zuP9Iftw1jDX67XYs9n4l1n6tJSUlERwcrGyH+jmQmmMgv9QS/GmOwVG3Fjb0dteyIaO8Xjsfe+yxBj3HW/X9eaVBxLPnzrJs3TIStidQWdmAQUQ7OwY+MpAxw8bQplWbiwYRe/bsya5du+o95lbos+bU2LPgr3UVTps2dymrcDp16nzVcx8/fowVK2JYteqreqtwPDp48OnfP0Wn0TH2zbHKKpyHHnqIH374wWppo27V92dzaow+u5kCYz///DMvvvgip0+fvmx7W+nsiA25n6f/dPOtjLxe63/PJTx+N+f0l/8sb9euHcuWLWvUejN/JO/NGyO/Q4UQQghxJ5PAxTWQPxgbxho/VG73Gdx/JD/uGuZG+u12LvZ+JdZ8rZ0/f557771XqT0T7G3PgTOVyvu0OQdHO7W0petddkrQsWPHjuzbt69BfX8rvz9LS0uZNGkSS5YsUfY5OjjyQugLPBvyLFqNlnWb15H8czIZRzKuGvD16+JHYJ/Aq6Ztee+99+jcuf6/663SZ82lMV9n11r35I03phEW9spFdU+OHTvC8ePHlPo+Hh5el6x7smTJl3z22bSr1j0JCwtj8eLFN/y84NZ+fzYXa/fZzRgYKykpYfTo0fz4449XPP/4AE8+D+6Og93NXZ/qUsorq5icsI9F6VlXPO6xxx5j+fLluLi4NE3DLmiK96bRaGT//v0cPnyY8vJy5TPKwcEBHx8funXrhkZzaxZll9+hQgghhLiTSeDiGsgfjA1zoz9U7oQZ3H8kAy8N09B+u92LvV+JNV9rERERSuCnSxs7WmlVyoqom2FwtKebhnN6k5LuLSIigkWLFl3387wd3p+XK5Qb2CeQ4YOHE3BvADqdjszjmUqKPWOlEY2dRkmx59XJC71eT9pvaayJX0NKakq9FHsdOnQgJiaGgQMH3pR9VlVVxYEDB0hLSyM9PZ28vDz0er3yetPpdLi5ueHv709AQABdu3bF1rbpBjMbq8+2bNnCoEGDAMv358q5K8ktyGVi1ESqTZbvVX//3syZE4uPjx9gGQzcsmUD33yzjPT0XygpKb7ovC1aOOPv/yDPPTeGxx8fqgwOHj6cweTJ4aSn7wTARm3D/BnzcbvbjZGTRirfq1u2bGHgwIE39Nzg9nh/NjVr99nNGhgzmUzMmjWLd999l6qq2u/hP/pTuxZ883RP7r27ZYOef3PYe/I8I9bv4vfTJZc9xtbWlo8//pjXX3/d6ilOr0VjvDerqqqIj48nMTGRtLQ09u7di9FovOzxGo2GHj16EBAQQHBwMCEhIU36uX4j5HeoEEIIIe5kEri4BvIHY8PcyA+VO2UG9x/JwEvDXG+/3SnF3q/EWq+1ugFGrQ0M8XVk7e+WAcmbaXB0eDdHvssoU/o+MTHxuoNGt8v78/z587zxxht89dVXFw3iqVQqPDp40P2e7vh6++LkUPs6Ly0v5eDRg+w7tI+sE1kXndfW1paXXnqJzz77jJYtLQN/N0uf5ebmEhsbS0JCAnv27KGiouLqD7rA3t6e++67j4EDBxIeHo67e+OmlGmMPjt37hzdu3dXAlYfTPkAn84+jI4crQwoP/XUCObMicXOzg6z2czq1UuZOTOKU6cKrvk67du78Oab0xkx4kVUKhWVlZVERo4lLu4bwDLAvDx6OYcyD/H+7PcBS6Br3759ymumoW6W19qtxJp9disExnbu3MmIESPIzMy86Do1tDZqPg/uzss9O980NakuxWw2s+DXY7yetA9D9cWpKWt4e3uzevVqevXq1YStq8+ar7O8vDxiYmJYtGgReXl5DW6Tu7s748aNIzw8HDc3twafpynI71AhhBBC3MkkcHEN5A/GhrmRHyrWnMF9rZpjBvcfycBLw1xPv91Jxd6vxFo1aLp166bUBRns48B/juuVPryZBkdbatX8tZOO+MOW1VJdu3Zl//791zUwdbu9P/Py8oiNjWXhwoU3PAA0fvx4wsPDcXV1rXdfc/aZ2WwmOTmZBQsWsGHDBqqrq6/+oKuwsbFh6NChTJgwgcDAwEYZ2GyMPhs3bhwxMTGAJb3i/BnzCR0XqgT9n3pqBPPmfYVaraagII/XXhtHSkpSvXO4tdDRy60V3do546ixocxYzf7Txfyad468kvqpxfr1C+Lzzxfh4uKGyWTi1VdfVN6fnh09iVsUxyvvvaKkY7TGd+jt9v5sCtbqs1spMFZcXMzLL7/MqlWrrnitIb4uLH7Sn7YON196ocJyI2O/T+e7g1fuu5EjR7JgwYJmTUsJ1nmdnTt3jjfffJMlS5Zc9Fl+IxNLagLuM2fOpFWrVg1+jo1JfocKIYQQ4k4mgYtrIH8wNsyNpO+50RncN6IpZ3D/kQy8NMy19tudVuz9SqzxWtu2bRsDBgwALCm27nayYWeuJeh3Mw6O9nbXUlBarazc2rZtG4GBgdf8fG/X92dNyo2kpCTS0tLYs2fPFVNuaLVaJeVGUFDQFVNuNFefJSUlERkZqQTV6mprr6aDsy2uLWxwsFVjMpsxA2YstZRUgFqlorzKRH5JNTnFVRRWXDyjuWvXrkRHR1s93Zu1+ywvL49OnTpRXV2No4Mj8UviWbZuGcvWLQMs359xccnY2dlx7NgRhg8fSG7uceXxQ/1cmdjbi36ed13y88lsNpOSdYZ5OzPZkJGv7O/QwYO1axPw9PSmsrKS0NBA5Xv1xWdeZPTTowkJC6GsvAxbW1uOHz9+UeDretyu78/GZK0+u9UCY2azmRUrVjBhXijH9wABAABJREFUwgTKysq4HPcWOlY+1ZNHPO+6rv5oTClZp3nhX2nkllz+bxEnJycWLFjAqFGjmrBll3ejr7PLpTisO7HEycHpqucpLS+97MQSd3d3YmJimrRo+bWS36FCCCGEuJNJ4OIayB+MDdOQHyo3OoPbWppqBvcfycBLw1xrv91pxd6vxBqvtWHDhrF+/XoAnvJzYMPBckxmbtrBUbUKhvo68K8LNWqGDRvGt99+e83P9055f9YtclpRUYHBYECr1WJvb88999xDt27drvnztqn7rLi4mNdff11ZsVfDSaOit5uW1vZqcourySmpIr+kmuor/AVkowLXFjZ0aGGLu7MNRRUmduYZKDXWf1BERASzZs2y2qxma/fZjBkziIqKAmD8yPE8+pdHGf7ycMxmM1qtlqSkX/Hx8aOgII+QkL8q70u3FjpiQu5nkM+1F/LdfLiAiPjdykBzhw4efP/9dlxc3Dh8OIOgoF4YDAZUKhXf/vNbfvjPDyxcuVBp53vvvdeg5wh3zvvTmqzRZ7dyYOzw4cM899xzpKenX/b5qYCpf/Xl/Ud8sW2G+hA1qkwmpqdk8NF/DnGlH24BAQGsXr0aHx+fJmvb1TT0dVZaWsrEiROVuilQf2KJa/uGBzrzTuZdcmJJWFgYc+fOxcnp6oGQpiK/Q4UQQghxJ5PAxTWQPxgbpiE/VG5kBre1NcUM7j+SgZeGuZZ+uxOLvV/Jjb7WcnNz8fDwoLq6mhYaFQ+66/jxmGUFyc08OPqolz2pOXpKjWZsbGw4fvz4Nee3lvfn9WvKPktKSiI8PFypjQSW75EAVw3nDWZ+zdNTbGj4nzwttWp6uWlx1qpIyzeSXSfg2bFjR2JjY62y+sKafVZZWYmnpyd5eXmo1Wp+XPUjn8d8zsatGwGYOvUfTJjwOmazmZEjQ5RZ8N3bO/PDqL64OF1/2sWCUj2PLv+J/ReKBffrF8TKlfGoVCq+/HIWH330DgAhj4YwOXwyjz7/KCaTCXd3d7KyshpcMFfen9fPGn12qwfGjEYj77zzDrNnz77itft2bMOqp3ri0crhmttrLdnnynn+X7vYceLsFY+bMmUKH330kVIH5GbRkNdZUVERgwYNIjU1VdlXM7HE7W7r1aTIO5l30cSSPn36sGnTJlq3bm2169wI+R0qhBBCiDtZ800dEuISFixYoNwOcNWwK88StHB0cOSDKR8wd8lcJWhRkx6qseoCqNVqoqMX4+/fG4CsE1nMXTKXD6d8iKODIwC78gz0dK39gVi3/eLmcf78ecLDw5XtYG970vKNStCibeu2rJy7Ep/OPoSOC2XZumVK0KJNm7t45ZUppKYeZMeOA/zf/63klVem8NRTzzN48NM89dTzvPLKFP7v/1ayY8cBUlMP8sorU2jdui1gmS269NulhI4LxaezDyvnrqTthfvySqpJzzcS7G2vtG3s2LEUF19coPRmExsbq+SZ7uWmZWeeZSBJrVbzbMizLPu2tg/feGMaPj5+mM1mXnttnDJw1b29M2nj+l3XwBXAIB8X0sb1o1u7FgDk5GTz2mvjMJvN+Pj4MWWKZRDNbDazbN0yng15Vvmc+DXXQC83LQDV1dVKehNx6zKbzURFRREcHKwELbQ2MPgeB+52smHDwXK2HquoF7RQqVR07tiZkEdDmDJuCtMmT+OjNz5i2uRpvD7udQYPGEznjvWL8543mPjxWAUbDpZzt5MNg30c0NpY7jtx4gTBwcFMmzbtooBnc9q4caNSv6R/3/5oNVoStycCls+2sLBXAFi9eqkStHBroWtw0ALAxUnHj6Mfxq2F5fEpKUmsXr0UgLFj/6Z8NiZsT0Cr0RLYxxLsz83NJT4+vmFPVDSLyspKFi60BAZu9s/+hQsXUlVVddE5NRoNs2bNIiEh4aLB9bp2nDjLff+3jeRjp6+rzTcq+dhp7vu/bVcMWrRv356EhAQ+++yzmy5o0RBFRUUEBgYqQYua3wCxM2OtGrQAcLvbjcUzF/PBlA+Uv+1//vln+vfvT1FRkVWvJYQQQgghrp8ELsRNIzc3lw0bNgDQQqOi2GDGdGH854XQFyg8V8jy9csBS451a6eHuhQ7OzvmzIlFq7UMdC5bt4yz587yQugLAJjMUGw046SxDG7FxcXdUJFb0TimTJmiDGh2aWNHYXntKpmaYu+5BbmMjhytBMa0Wi1Tp/6DXbsyeffdj+nUqfM1XatTp868++7HpKUdY+rUfyivneycbEZHjibvZB4rolcowYvj56sorKimSxvLLOMTJ04wZcoUqz7/xpCQkKDcbm2vVgaFb/bB0fMGE23sa7/6EhMTG3R9cXMwmUxMmjSJGTNmKPu6tLFjiK8j/8nWszPXoHyPqNVqHv3zoyz6ZBG/bvyV+K/iCR8RTru27aisquR86Xkqqypp37Y9Ec9HEP9VPL9u/JVFnyxiwMMDlAFQkxl25hr4z3E9Q3wdlfcuwPTp05k0aVK93OnNqe7re/jg4azbvE5JfTdixIvodDqMRiOffvq+clxsyAMNfl/WcHGyzKavMXNmFEajEZ1Ox4gRLwKWQe91m9cxfPBw5bikpCTEreN2CowFBwezZ8+eK66aOm+oYuiaXygxXH/6yIYoMVQy5JtfOG+4OOBSIzg4mL1799ZbUXorKy0tZdCgQezZsweonVjyzBPPNFoNMJVKxTNPPFNvYsnu3bsZNGgQpaWljXJNIYQQQghxbSRwIW4aDZnB3RRkBvetLSkpScl3r7UBfxeNUojb0cGRxTMXc+z4MSZGTVTqpvj79yYp6VcmTHgdna5hgys6nY4JE14nKelXZdWOsdLIq++/StaJLBbPXFxn5Y4Rf1etMns7Jibmph7Aq6qqqh1UuFAzoMatMDiaW1KtBC927959yVm44uZnNpuJjIxk/vz5yr5gb3taaVWs/b1MqY3k6ODI/3vh/7F19VamvzadA0cOMPaNsfR8oidDxg7hrX+8xUfzP2LmP2fy0fyPeOsfbzFk7BB6PtGTsW+M5cCRA8x4fQY/rvqR8SPHK+/b8wYTa38vo7VOXW/V1Pz585k8efJNsfIiLS0NsAzM+d/rz7Yd25T7Ro2KAGDLlg2cPn0SsNQbeNznbqtce5CPC0P9LDnoT50qICHhu3rXBUj+OZmAewMuaq+4NdxugTEXFxe2bNnCZ599dtmJMcWGKn7JbZqZ+L/kFlFivPT3k52dHbNmzWLz5s3cfbd13rM3g4kTJyorLWomlvh1uba/900mE8dOHOM/O//Dtp+28Z+d/yErJ+uaA8l+XfzqTSxJTU1l0qRJDXsiQgghhBDCKiRwIW4aDZnB3VRkBvetqWZgs8ZjXg4kHq1Qtt+e8DZ6o57JMyZTbbIMvj/11Aji4pKtFhjz8fEjLi6Z0NDnAKg2VRM5PRK9Uc9bL7+lHJd4pIIgr9rc2ZGRkTfFwOelHDhwgIoKSz92cLYlp8QysHKrDI7mFlfRwdkyS76iooKMjAyrtEU0renTpytBCxWWujUHzlQqgUmw5ESPXxLPgD8PYPai2fQb3o85sXPY8/se9Ab9Fc+vN+jZ8/se5sTOod/wfnwe8zmP/uVR4pfE07dnX+W4X/OMZJypZKifAzXzgefNm8f06dOt/ZSvi9FoZO/evQB4dvBEp9Vx8OhBy7ant7KK7JtvlimPmdjby6pteLXO+Wqu4+HhhYeHZX/GkQx0Oh2eHT0B2Lt3L5WVTTObXdy42zEwplarmTJlCjt27LhsDQbXGwy8XKvLBXjat2/Pjh07eP311xstXWpjMxqN/O9//2Pt2rUsXbqURYsW8dprrymFuB3sHVg8czFena78mWSsNLJ522bGvjGW3k/25vHRjxPxVgQTpk4g4q0IBo4aSO8nezP2jbFs3rZZmaByOV6dvOpNLFmyZEm93ydCCCGEEKJp3Zp/7YrbTkNmcDclmcF9a0pOTubAgQOApUjvqfJqZRb2wz0f5on+T/DWP95SfsjWFHu3dgoyOzs75s9fqgQvjJVG3v7kbUIeDVEGQM8bTJwsr6ZTS8uA+oEDB0hJSbFqO6yl7uCPawsb8kss79dbZXA0v7QaNyebSz4fcWtISkqqFxgY6udAao5BSQFXkxN9/oz5LFu3jOEvD2fj1o3K9whYXp9PPvkM7777MV98sZRFi1bzxRdLeffdj3nyyWfw9PRWjq2sqmTj1o3/n70zj4/p7v74e7JMJhGxlWYjEUKUeoilVV2ENhRRUY3GWhG0/NomGnQVS7XWWuspiX0rRWhsoRL6lCqSokJskZDNGrLOksz8/rhyk5QgTDa+79err85M7nLudefOzPmc8zn4fOTDqs2rWDh5YTFP9MQ7eRxJ1vCOW6H4OGnSJPbu3VvWp6JEYmNj0Wqle1uLpi24mHhRFmtatnQHpArlmJi/AMnCp5Pzc0aNwcP5OdnSJybmL7nyuWD/ao2a+MvxtGjSAgCNRkNsbKxRYxCUDU+7MPbiiy+i0Wjued25phUv3J2xUdY0r1sdpxqW97yuVqt58cUXyyWGssLFxQV3d3f69evH0KFDGTlyJHPmzJH/rtFq+HrW1wT/EMze/+0lL7/492qDwcCmHZvo8n4XxkwZw8FjB8nKvr+tU1Z2FgePHWTMlDF0eb8Lm3ZsemBhiFtjt2KFJcOHD+fOnTtPeMQCgUAgEAgEgsdBCBeCSsHjVHCXN6KCu+ohhr2XDTExMfJjKzMT8u/+/q8qydE8PViZF3plC+GianHnzh38/f3l510bWRKdqiU1SxLQCjzRXRu64j3Cm5WbCm0Ga9d+jtGjgzh8+CyHDp3hp5/WMnp0EH369Kdnz3fp06c/o0cH8dNPazl06AyHD59l9OgguePOYDCw4pcVeI/wxrWhazFP9JTMfGJStcVso4YNG0ZGRkZ5nZpinD9/Xn7c1KUpcRcKP5defLE1AJcuXSAzU4qvnX1No3vIKxQK2trXBCAj4w4JCReBwvcmSMnlpo2ays/PnTtn1BgEZcPTLoz99ttv933v9nGzK7NZC/9GoVDQp9m9w6gzMjLYt29fucTwpKSkpDBz5sx7Xi+4dkoiPz+fU2dPsSF8Ax9P+Jgu73fhx5U/cvXGVa7euMrw8cP5etbXXL9VOCzdvrqKd5ra8uWrTZjauRlfvtqEd5raytcIwPVb1/l61tcMHz+cqzeulrj/93q8JxeWJCUlMXbs2NIeukAgEAgEAoHACAjhQlApeJwK7vJGVHBXLVJTU8Ww9zKiaEz6IlWLVSk5qi9SbJmammrUeARlS1BQEFeuXAGkQdw3c/LlTosCT/TktGQGBwyWhUkLCwu+/vp7jh2L56uvvpM/R/R6PRcvniMqKoKIiHCioiKIjz8vJ0AbNGjIV199R3T0Jb7++nv5vZuYlMjggMGkXE0p5ol++U4eN3Pz5YHdV65cISgoqPxOThFycnLkx9bVrMnIKkzC2tlJydDLly/JrzWva1MmcbQost2C/dna2smvZWRlYG1lLT8vKGIQVG6edmFs8+bN93393RfuFRLKknfvI1xAyfFVFm7fvs2IESNo0KDBPcKFQqGgYf2GeL3pRdCIICYGTmTq2KlMDJzIZyM+o2eXnjSs37DY9XL1xlUWrFhA536deXvw2/xx9A/5b73d7Igc3JGkwK5sff9lpnZ5gS9fa8rULi+w9f2XSQrsSuTgjrK1GMAfR//A9/98uZx8+b7xKxSKYoUly5cvF98VBAKBQCAQCCoAIVwIKgWlreCuKEQFd9VhzZo1Yth7GaFWF84GKGq2UJWSo0XjLno8gsrNnj17CA0NBcDCFNxtlfJMi2pW1Vg6YymXLl/ik+BPZAs4d/f27NlzlFGjPpOHBW/bthFf3x40a1aP115rwYABXgwd+i4DBnjx6qvNadasHr6+Pdi2baM89HfUqM/Ys+eo3DWl1Wn5eMLHJFxJKOaJfixFi7udBRZ3teyQkJCHDgUuC4pWNJubmRezyVIqLe5ZppqyUHw3JlbmhdstsN4p2D9I59HczPyeZQSVm6dZGNPpdGzbtu2e1+2rq3jZsfaThFtqOtSvfd+ZGtu2bau0tqS7du2iRYsWhISEyN/DTExMePPVN1kybQlHtx8lfHk4/r7+1K1TF12ejjtZd9Dl6ahXpx7D+w8nfHk4R7cfZcm0JXTp2EX+jpSvzycnV7r27Kur2NH/ZcL6vYRHw7olCmMKhQKPhnUJ6/cSO/q/LHdgpFxN4YPPPiix88L+eXu5sCQvL0/+7BEIBAKBQCAQlB9CuBBUCkpbwV1RiAruqkNkZKG9mBj2blyKJjuLCgBVKTlaNG6RKK0aGAwGAgIC5OdvuVgRcbEwCfn5qM9Ra9UETg4kXy8ly/r08SUsLApXVzcMBgPr1i2nffvGfPTRQA4c2CtXg/+bzMwMDhzYy0cfDaR9+8asW7ccg8GAq6sbYWFR8ryafH0+AZMCUGvVxTzRIy7k4ulSOO8iICDggZ7qZYFSWWg7p8vTFbv+tVrNPctkawtnSxmTHF3hdgs6Vgr2D6A0Vxa7bxQsI6jcPM3C2IEDB7h169Y9r3u72WFSTjZRBZgoFHgX6RQo4ObNmxw4cKBcY3kYWVlZ+Pn50b17d5KTkwFJUP5w4IfsW7+PSWMmcebCGYaNHUbbHm15Z9g7jP9+PFMXTGXGf2cwdcFUxn8/nneGvUPbHm0ZNnYYZy6cYfJnk9m7di+Odo7yvlrUsyF6RCe6u9qWKsburrZEj+hE87tzSlKupvDVjK9KvD8XLSxZvHhxpRWLBAKBQCAQCJ5WhHAhqBSUtoK7ohAV3FWH06dPA2LYe1lQNNlZNIVTlZKjReMWidKqQVRUFGfOnAHAqYYZ13LyuaORLJ06tu1Ij849GP/9eLnTok8fX+bPX465uTlpaSkMGOBFUNBIrl1Lk7f5KJ7o166lERQ0kgEDvEhLS8Hc3JwFC1bI4oVWp+XzaZ/j9aaX7Il+R6Pnak4+DWpIllFnzpxh//79ZX6OimJlVSicZGVnYWNdWJmemioVCxS1Xoy9XjazOE4V2W7B/tLSCsV9G2sbsnIKh+paWt47jFhQ+XiahbFNmzbd9/W+5WwT9bD9lhRnRZCens5bb73F8uXL5dc6tu1I+LJwurzahdlLZtPJpxNzQudw4vQJuZO6JNQaNSdOn2BO6Bw6+XQicHIgSalJgHTf3jvoFWzv04nyKNhaq/htcEf5Pv/H0T/YvPP+1lv2z9vLhSXJycmEh4c/1j4FAoFAIBAIBI+HEC4ElYLSVnBXFKKCu+oghr2XHUWFnqICQFVKjhaNu7yFK8HjUXRYfRs7JcdSpPtsNatqTAmawrxl8+SZFu7u7ZkzJxQTExMuXbqAl9fr7N9faNf0OJ7o+/fvoVevN0hIuIiJiQlz5y6VbaMSriQwb9m8Yp7ox1I0tLUrTNwWjb88cHV1lR+fjT+LW+NCO7x//vkbgIYNG1O9uvSePZpy2+hdIQaDgWMptwGwsamBs3MjAE6eLLSHdGvsJs+xAmjSpIlRYxCUDU+rMJafn09YWNg9r9e1UvJaA+MOF39UXnOqw3NWynteDwsLk62YKpL09HQ8PDw4fPgwUHhPXjB5ASs3rcTnIx+279te7Pu8s3MjevV6j6+++o6FC1ewZMl6Fi5cwVdffUevXu/J9wqQhLGTZ07Kz0O9Wj+2aFGArbWKEK9W8vN5y+bJove/KVpYUhG2fwKBQCAQCATPMmYVHYBAAKWv4K4oRAV31cOuuimnrkk/RivjsPfExPhiw94TriSQmpVP87pKTt61XY6OjqZFixYVEuf9sLcvrP4saptxNv4sr730mvz838nRzMwMOTlqzCGtj5oc/f2v34vEXbi+nd29NhyCykVycjJbt24FoLpSQYbGINvzDfQeyM3bN1m1eRUg3X/nzAmVOy18fLqRfHcAq311KVn1MHuRAk90j4Z12Xk+jeHhx0nJVJOUlIiPTzd+/fUAtrb2zJkTiqdnOzQaDSs3raRnl54M9B7I4rWL0RsgQ2vAWqkgS2sgLCyMlJSUYu+fsqR58+YolUq0Wi2nzp6ikVMjVBYq1Bq1/N4wMTHB3f0lDhzYS0qmmv0JN/BoWNdoMUQl3CAlU6qsdnd/SbZcKdi/ykKFSwMXTp07BUj/ds2bNzfa/h8FrVZLbGws58+fJycnB61Wi1KpxMrKCldXV/k8Corzb2Gsqtz7HyaMHTx4kGvXrt3zem83O0xNSh+7wWAgKuEGJ9Lu8B/bGng4P1fqc2BmYkLvpnaE/p1Y7PWrV69y6NAhXnvttRLWLHuysrLo3r07J06cAKBOrTosnbEUtVaN9whvWUwGyZrT1/cDBg0a/kjfvS5fvsTq1SGsWPET2dmS+NTbzY63XZ83SuzdXW3p7WbH1rhUrt+6zr4/9vG2x9v3LFe0sETMsBMIBAKBQCAoX0THhaBSUNoK7opCVHBXPcSwd+Pj7l543nLy9JjeDbVochS4JzkKyMlRY1La5KiZCeToCivL27Rpg6ByExoaKlcWt7O34EiK9O9tYmJCP69+rPxlpdwtMHbsRHmmxZgxI2TRwlie6ElJiYwZM0KeeREUFAxICcqVm1YW80Q/mqyhnb0kZOfn5xMSEvKEZ+LRUSqVtGzZEoCEpATUGrU8lykh4aI8yPj994fI68w/Em/UGBYU2V7BfhIT40lMlF53a+yGWq0m4UoCAC1btsTc3Pye7RiTvLw8wsLC+PDDD2nXrh3Vq1fH3d2dfv36MXToUEaOHMnQoUPp168f7u7uVK9enXbt2vHhhx8SFhZW6az7Koqigk5Vufc/ijC2efP9LYPebVZ6wfF6tgav9YfpsuogY/acosuqg3itP8z17NIX4bxbgl1USfGWF5988oncaVGnVh1Wz11NcloygwMGy6KFhYUFX3/9PceOxfPVV9/JooVer+fixXNERUUQERFOVFQE8fHn0eslC8AGDRry1VffyZ1tAJ+0dzFq/B8X2d7mXfc/l9bVrHGu7wzAyZMn0el0911OIBAIBAKBQGB8hHAhqBQ8qIL7fvYWFcWD7C1EBXflRAx7Nz5FE/2pmfnYVZeGo1aV5KidtSkpWYX2GkK4qPzs3r1bflzL0oQMjfQG6fxKZyyUFkQckIbY1679HH5+owFYv36FbA9lbE/0/fv3sH79CgCGDfs/atWqI8V5YDcWSgvZE/2ORi/PqwGIiIh4rP0/LgXXtsFgIOafGDq/0ln+2+rVkojy9tu9qVdPEnO2xqWy83zavRt6DHacS2NrnHTvqlfPlm7d3im2XwCPDh5E/1MozJblezElJYVJkybh5OREnz59WLx4MceOHStmVXk/tFotx44dY/HixfTp0wdnZ2cmT55MSkrFFlJUNE+jMKbX69myZcs9r9dUmZe6E2lf/HVa/hTJjvNXi72+4/xV/vNTFPvir5dqe50b1qWGxb2N8lu2bDG6xdujsmvXLnmmRTWraiydsZRLly/xSfAnsu2Su3t79uw5yqhRn6FSqdBqtWzbthFf3x40a1aP115rwYABXgwd+i4DBnjx6qvNadasHr6+Pdi2bSNqtZrjx48B0n28k7Nx7bo8nJ+T7+snTp+QRZN/U1BYotFoiI2NNWoMAoFAIBAIBIKSEcKFoFJQ2gruikJUcFc9xLB349OsWTPZJzwpIw87a0m4qCrJUQcbM5IypKppS0tL3NzcEFRe8vLyCm1ILE1IzigUnXx6+rBp5ybZts/X9wM5OTZ9+gR5ubLwRJ8xIxitVotKpcLX9wMAdDodm3ZuKuaJnpyZL4sXx48fL9eK/a5du8qPN27fSN/ufWX7xfXrV6BWq1EqlYwbN0lebnj4cdKynuyek5alZsT24/LzceMmoVQqUavVsuBjbm5O3+592bh9o7ycp6fnE+33fty+fZsRI0bQoEEDJk6cWExwUCgUNKzfEK83vQgaEcTEwIlMHTuViYET+WzEZ/Ts0pOG9RsWs/ZJTk4mODgYJycnRowYwe3bt40ec1XhaRPGjh49SlJS0j2v92pqi9L00X4y6fL1fP5bLG+tPkha1v07K1Kz1Ly1+iBf/BaLLv/+ifJ/ozQ1oVfTe4tirly5wtGjRx9pG8bk9u3bDB9eOKvr81Gfo9aqCZwcSL5eukf36eNLWFiU3AG3bt1y2rdvzEcfDeTAgb1kZt5/7klmZgYHDuzlo48G0rati7xcO/uaRrUaA+ke0Na+prTf7Ewup1y+73JFC0vOnTtn1BgEAoFAIBAIBCUjhAtBpeBxKrjLG1HBXTURw96Nj5mZGf/5z38AuJmrl2eIQGFy1MxUqgytjMlRh+qm3MqVkkWtWrXCzEyMe6rMnDlzhtzcXAAcbcxIypQS/wqFAvcX3Yk8FCkvWzD0fteurVy/LlU6l4UnOsC1a2ns3r2t2H4Bov6MKuaJnpyRh6ONdI3l5uYSFxdHeeHl5SV3NEYeikSj1dD1DUnMuHXrBsuW/QhIgk+nTpJokJKp5s1VBx/7/ZmWJa1fYOHj4dFVFnaWLl1IevpNALq90Q2NVkPUn1EAODg44OXl9XgHWgL79u2jRYsWhISEyFZjJiYmvPnqmyyZtoSj248Svjwcf19/6tapiy5Px52sO+jydNSrU4/h/YcTvjyco9uPsmTaErp07CLbEeXl5RESEkKLFi3YtWuXUeOuKjxtwtimTZvu+3rfR7SJik/P5tXl/2P6wfM8rAfCAEw7eJ5Xl/+P+PTsR9p+3xLsokqKuywZN24cycnJAHRs25EenXsw/vvxcqdFnz6+zJ+/XJ41NGCAF0FBI7l2rVC4sq+u4p2mtnz5ahOmdm7Gl6824Z2mtnIHBEj3qQIa2BQOhDcmLeoWWtJeSbly32WKFpYUfB4JBAKBQCAQCMoeIVwIKgX/ruB2rC4leR5UxVfeiAruqokY9l42FE1Y5RYpIN93cB/fLfxOThJWtuRoDQsTWbT493EIKidFZ7zYVTclNVO6tpwdnVFZqGTLPmfnRrJ3+s8/r5TXKUtP9IL9ODm54OQkvR53IQ6VSiV7oqdm5WN/tyvp38dT1piZmTFy5EhAssHZEL6BIe8NkauWZ86cyPnzcSgUCn74YQmOjk4AxF7PpM2S/aWujt95Po02S/YTez0TAEdHJ2bPXoxCoeD8+TPMmiUlsBUKBUP6DmFD+AbZmmXkyJFGFxF9fX3l5Go1q2p8OPBD9q3fx6Qxkzhz4QzDxg6jbY+2vDPsHcZ/P56pC6Yy478zmLpgKuO/H887w96hbY+2DBs7jDMXzjD5s8n8tu43Rg4YSTWraoDUgdG9e3eGDRtGVlbWg8J56niahDGDwXDfeRHWSjPealTvoXGt/yeJVj9FcSQ5vVTHcyQ5nVY/RbH+n3s7Pf6NZ6N6WCvvfY9s3ry5XO2iUlJSWLZsGSC9r6YETWHesnnyTAt39/bMmROKiYkJly5dwMvrddm2DyQxOXJwR5ICu7L1/ZeZ2uUFvnytKVO7vMDW918mKbArkYM7yiJxAav/ucLFW48m8pQGK/PC+3NJ8yuKfnesbMUkAoFAIBAIBE8zQrgQVAr+XcHtYFP4I6KkKr7yRFRwV13EsHfjo9fruXy5uJ1CgRWOwWBgR+QODEXqTYsmR2fMWMTzz0vJiIpIjrZzsOBoipR0MDU1LWZ1IaicxMQUWgRamZmQf/fSatG0BRcTL6LWSJ8HBTNj9Ho9MTF/AWXviR4T85d8bRXsX61RE385XvZEz9ODlXnhO7o8hQsAf39/TE2lz9Q1YWuoU7MOg98dDEgJuMBAf3Q6Hba29mzcuFsWL1Iy1fRYdxjvDX8Reel6iYlRg8FA5KXreG/4ix7rDssJZUdHJzZu3I2trT06nY7AwOFywm9I3yHUrlmbNWFrAOk7gL+/f5mdg45tOxK+LJwur3Zh9pLZdPLpxJzQOZw4fUK+fkpCrVFz4vQJ5oTOoZNPJ34I+YE3X3uT8GXhvNL2FXm5ZcuW4enpSXp66RLXVZmnSRg7fvw4ly7d29Hbs8nzqMxM77OGRJY2j6HbYui/5RiZ2pJt4BwdHUv8W6Y2j/5bjuG3LYasB2xDZWZKj/t0j8XHx8t2euVBaGioXJww0HsgN2/fZNXmVYBUaDFnTqjcaeHj043kZOn7gn11FTv6v0xYv5fwaFi3RNsnhUKBR8O6hPV7iR39X5bvt7fVOrqs+oOUTON2POToCjumS5qBUrSwpDIWkwgEAoFAIBA8rQjhQlBp6Natm/w4PVePjYX0g+ZBVXzlhajgrrqIYe/GxWAwEBAQIA/kBOjayFK2wimgmlU1WrpJg1s1Gg2+vt3p0eNVXn/9Ra5eLRRsyjM5aqIAG6WCLK20D29vb7laWFB5KTqTQF/k+mjq0pS4C4W2Sy++2BqAS5culJsnekbGHRISLgKFwgVIXRdFPdH1RS7r1NTC6788sLe3x8/PD4DsnGy+nvU1n/p9itPdJHJMzBECAoah1+txdm7Er78ekKvjQZpL0GXVQRznRPDOz4f5at9ppv5+lq/2neadnw/jOCeCLqsOyvMGADp18uTXXw/g7NwIvV5PQMAwYmKOAOBc35lP/T7l61lfk50jVU8PHTq0TO5zBdXgCyYvYOWmlfh85MP2fduLJSGdnRvRq9d7fPXVdyxcuIIlS9azcOEKvvrqO3r1eg9n50bysro8Hdv3bcfnIx9WbV7FwskLmRI0Re6++PPPP+ncufMzJV48LcLY/botAN59gE1UTOpt3BdHseL4/ecigDTEfO7cuSQmJjJnzpwHDgdffvwybZbsJyb1donLlBRPSfEbG51Ox+LFiwHJdq2fVz9W/rJS/vcbO3aiPNNizJgRsmjRop4N0SM60d3VtlT76+5qS/SITjSvWx2AxDu5+G3726gdJqeuF87aqG9f/77LFC0sKegQFwgEAoFAIBCUPaIsXFBp8Pf3Z8qUKeTn53M0RcNLDip+u5RbrIpvR+QODAYDM2dO5K23euDqWvaWTI9SwX04SfohLSq4Kx8Fw97zDcWHvas1ajHs/TGYNGkSCxYsAKSukN5uVkSnarl8p7BKtGPbjkwJmkLK1RRGfD6CnNwcUlKSSEkp2Qpja1wqW+NSsa+uoq19TVrUtcHK3JQcXT6nrmdwLOW2nLAqoFMnT374YQm2tvYlJkdHfzNaTo62tbfgWGrhPI5Ro0YZ67QIypCiHXZFU1XW1azJyCpMONnZSQm9onOQmhfxLjcmLera8OvZNHl/Li6u2NoWJt4zsjKKeaIXjbu8OwYBZsyYwc6dO0lOTubQsUPsiNzB9C+mMzhgMFqdlrCwn1EoFMyZE4qtrT1r14azfv0KZswIlj3pUzLV/Ho2TT7u+1Gvni3jxk3C1/cDFAoFOp2OgIBhhIX9DEiWeNM+n0b4b+EcOnYIkCrRZ86c+cTH+G+bpjq16rB0xlLUWjXeI7xlGxuA2rWfw9f3AwYNGi7biz2Iy5cvsXp1COvWLSc9/SYGg4EVv6wg6s8opn8xnbXz1jJs3DBupt/k+PHjdO/enb1792Jtbf3QbVd1CoSxkJAQWRhbOHkh+w/vJzEpURbGFixYIQtjY8aMkK2DyuPe/zBhzGAw3HdOhKWZKW83vrfDQW8wMO/wRcb/FotOX3ICvUmTJvz888+0bi2JqgEBAbz++uv4+vqWOOD53M0sXg49wPQ3mxPwcqN7hNe3XZ9HZWaCOq/4UO/NmzczZcqUEmMxFtu3b5fF5M6vdMZCaUHEgQhAel/5+Y0GpO7ogn9j++oq9g56BVvrx+setbVW8dvgjrRZsp+UTDURF6+x7O9Ehrk7P/HxGAwGjqXcBqB6teo0sG9w3+WKFpY0adLkifcrEAgEAoFAIHg0RMeFoNLg4OBA7969AcjUGrCxUMhV5w+q4itLRAV31UcMezcee/bsYdKkwiGrvd2sOJykkUWLf1c3DwoYRE5uTrFtFK1uXrBgOYMHj8DGpob894Lk6Hd/nOPrqDN898c5fj2bVixxVa+eLbNmLWbt2nC52vbjjz94YHK0hoUJz1uZyrE2a9aMTp06lcl5EhgXrbZQbCqaIjQ3My9WOV8w7L7o8tWUJVu8PAlFPdELPh8K9g+g1WmLeaIXjbsi/NFr1qxJSEjhnKZpi6ahUqqYGzwXUxPpWLZsWY+3t4ds7dO//1COHLnATz+tpVMnT6pXv78IZGNTg06dPPnpp7UcOXKB/v2H3rXuicPb20N+X5qamDI3eC4qpYrp/50urx8SEkKNGjXuu+3S8NVXX8mP69Sqw+q5q0lOS2ZwwGBZtLCwsODrr7/n2LF4vvrqO1m00Ov1XLx4jqioCCIiwomKiiA+/rxcoNCgQUO++uo7oqMv8fXX38tWMYlJiQwOGEzK1RRWz11NnVp1ADh8+DCffvrpEx9TVWHGjBk4ODgAFBPGlOZKAMLCfuaTT4bKnRdr14Yza9Zi6tUrrL4vq3v/owhjp0+f5uzZs/e83q1xPar9a6bEtWwNPdcdZsyeUw8ULfz8/IiOjpZFiwLc3d2Jjo5m6NChJa6r0xsYs+cUPdcf5lp28fuFtdKMbvcRU86cOcPp06dL3KaxiIiIkB/79PRh085N8n3Y1/cDVCoVWq2W6dMnyMuFerV+bNGiAFtrFSFereTnX0edQZuvL3mFRyQq4YZ8jf3nhf9gYnL/n8YFhSUWFhY0b978ifcrEAgEAoFAIHg0hHAhqFQUrYCOTtXS1l5KDjzM3qIseBR7C1HBXXkRw96Ny507d4pZbXRtZEl0qpbUuwJLnVp1WDtvLa4NXfEe4c3KTYXWEbVrP8fo0UEcPnyWQ4fO8NNPaxk9Ooh33x3AtGkLOXky+aHJUQBLSyvGjZv0WMnRro0t2RNfKKLMmzfP6BZCgrJBqVTKj4v+i+nydMXEgYJh90WXz9bmUxYU9UQvSGIX7B+kBGpRUaVo3BXlj/7222/LydLsnGyGjRuGc31n5k+aLyeYY2KO4OnZjh9/nIVarUapVNKr13usW7edM2eu8ccfsaxbt53lyzezbt12/vgjltOnr7Ju3XZ69XoPpVKJWq3mxx9n4enZTv78VJorWTB5Ac71nRk2bpj8Gern51fMJvJx2bVrF+vXrwckAXXpjKVcunyJT4I/QauTPqPd3duzZ89RRo36TE6ubtu2EV/fHjRrVo/XXmvBgAFeDB36LgMGePHqq81p1qwevr492LZtI1qtFpVKxahRn7Fnz1Hc3dsDkkj18YSPSbiSwNIZS2XbqGXLlrF79+4nPraqQFUXxkqyWer7QvFClL0Xr9Hyv5HsunC1xG3Z2Niwfv16li5dWmLHjbW1NcuWLWPdunXY2JT8mbfz/FX+81Mkv8VfKx5XBdpFFczoUSgUuL/oTuShSPlvgwZJHce7dm3l+nXpHPV2s+Pt+8zleBy6u9rKA7vTsjTF7OkelwVH4uXH77797n2XycrOkgtLWrZs+UC7L4FAIBAIBAKBcRHChaBS4eHhQbNmzQBIvJNHPStTalhIl+nDqviMiajgrvq88MILgBj2biyCgoK4cuUKAI1rm3MzJ1++9p+0uvngwShatGjFmjW/FkuOLlnyM76+Q+UkQW5uDvPmfUdUVESpkqNt7ZXEpGrQ3M01Dx8+nLfeeqvczp3gySg6nL6oAJCVnYWNdWHSLzVVsi8pav0TW8S73JgU9UQv2F9aWmESzcbappgnetG4ix5PeTN//nxefvllAG6m32RQwCAcbB1YNXeVXBSg0WiYOvVL2rRpyLfffiF3hpmYmODi4kqnTp507epFp06euLi4yhXKiYnxfPvtF7Rp05CpU7+UO0uc6zuzau4q7J63Y1DAIG7enRfVoUMH5s+f/8THdPv27WIWjZ+P+hy1Vk3g5EDy9dKbvk8fX8LComTv/XXrltO+fWM++mggBw7slWei/JvMzAwOHNjLRx8NpH37xqxbtxyDwYCrqxthYVF4e78PQL4+n4BJAai1asZ/NF5ef/jw4dy5c+eJj7EqUJWFsfsl/JWmJvRsInWEaPP1jN8bi+eaQ1zNLrlj6uWXX+b48eO8//77j3TOfH19+fvvv3nppZdKXCYtS4Pn6kN8/lssursdBj2b2GJucq/wXtbChVar5eTJkwA4OzqjslDJFkrOzo3ke+HPP6+U1/mkvYtRY/i4yPaW/Z34gCUfzo5zabL4Ubd2Xbq82uW+yxUtLKksHbACgUAgEAgEzwpCuBBUKhQKBXPnzpWf743PoWujwiF4D6viMwaigvvpoHPnwq4KMez9ydizZw+hoaEAWJiCu61S7jQydnXzgAFe/PPP37zySid69uzD7NmL+e23aLm6WaPR4OfXlxdfdCiWHAUYM3zMPclRpxpm1LE05cItSWRp0KABs2bNKrdz91hcuwYrVsD48dL/r1172BpPNUXt90yK3GPPxp/FrXFhN9I///wNQMOGjeXq7aMpt406xBWKe6Lb2NSQhzcXnZnj1titmCd60RxjWQyhflSsra3ZuXMnrVq1AiTxYsCnAzgXf46wJWF88N4H8udYevpNFi2aTYcObnTo4MbIkf358cdZbN68lvDwTWzevJYff5zFyJH95WUWLZot39sUCgUfvPcBYUvCOBd/joGfDpTfl61atWLHjh1Uq1btiY9p3LhxJCcnA9J8nR6dezD++/HyvahPH1/mz1+Oubk5aWkpDBjgRVDQSHl2B0ge/O80teXLV5swtXMzvny1Ce80tcW+eqHIdO1aGkFBIxkwwIu0tBTMzc1ZsGCFLF5odVo+n/Y5Xm968UrbVwBISkpi7NixT3yMVYWqKIxduHBBTsYX5S2XuthYmHPxVjavLvudGYfOl7gNhULBl19+ye+//07Dhg+fmVIUFxcX/ve///HFF1+U+B3SAEw/eJ5Xl/+Pi7eyqaEy561G9e5Z7sSJE1y8eLFU+y8NsbGxshVfi6YtuJh4EbVGKvxo2dIdkAoTYmL+AqT3VSfn54wag4fzc/L78nDSLfSPeX9Py1IzYvtx+fmnfp/KAtu/KVpY4unp+Vj7EwgEAoFAIBA8HkK4EFQ6PD09ZUsaTT7EpGlpayf9mHjUKr7HQVRwP10MHDgQU1NJ3DqaoqG9vfRDt+iw94IkwcyZE40mfD2MRxn2fjRFSshUhmHvBoOBgIAA+flbLlZEXMyVn1dEdbPBYCA7OxMARZFa9kWrFjHgkwFy4srMBFo9b14s3tDQ0Adac1Q4e/dCixYwdCjMmCH9v0UL+O23io6swnB3d5cf5+TpMb37T37q7CkaOTVCZSG9twuEAxMTE9zdpQrmlEw1+xNuGDWeop7o7u4vyYnVgv2rLFS4NHCRPdHNTCBHV5hcq+iK3Vq1ahEZGSknmLNzspkwewIfT/iYwe8O5pf//oLXm17F7FASE+MJD9/E1Klf8vHHQxk5sj8ffzyUqVO/JDx8k5x8BqmLzOtNL3757y8Mfncwo78ZzYTZE+TPzw4dOhAZGUmtWrWe+FhSUlJYtmwZUDhjZ96yeXLXl7t7e+bMCcXExIRLly7g5fW6PDAYJBubyMEdSQrsytb3X2Zqlxf48rWmTO3yAlvff5mkwK5EDu4o29MA7N+/h1693iAh4SImJibMnbtUFlYTriQwb9k8vg36VraMWr58OampT25pUxWoisJYSV0K7zazZ+3JK7ReHMXRu0JlSWzatImpU6c+toWQubk53333HXv37n2gsHkkOZ3Wi6NY988V3q0Au6jz5wvFm6YuTYm7UPi96cUXpVkely5dkD/j29nXNHpBj0KhoK19TQDuaPK4eCu71NtIy1Lz5qqD8n38tfav8W73+9tEpVxNkQtLHBwc8PLyerzABQKBQCAQCASPhRAuBJWS2bNnU79+fQAu3NJRx8qUBjUku5zSVvE9jNJW8VXJCu5nEDs7OzHs3QhERUVx5swZQLr2r+Xkc0cjiSwVWd0MUqJyzfw1cnVzRlZGsWHgeXrYdq5QtAgODq7cAuONG+DjA9evF3/9+nXp9Zs3KyauCqZooj81Mx+76pIgmZCUgFqjpmmjptLzhItcvnwJgPffHyKvM//Io30WPCpFPdEL9pOYGC9/5rg1dkOtVsue6HbWpqRkFc7EqGjhAiTxYu/evfj5+cmvHTx2EC8/L/b+by+B/oHs37CfQP9AWjVvJYtDJaGyUNGqeati6+393168/Lxke0WQrHv27t1rFNECJCEyP186twO9B3Lz9k1WbV4FSFZ1c+aEyvciH59uJCdfBqR70I7+LxPW7yU8GtYtMbmqUCjwaFiXsH4vsaP/y/I9KikpER+fbvK9ac6cUHl2ycpNK7l1+xYDvQcCkJeXJ3esPQtUNWFs06ZN9319S1wKA8OiydTmPXQbr7322iPt62F06dKFEydO0KNHjxKXydTmMWBLNGFxKff9e0nHYwxycgo/X62rWZORVViEYGcnfVcpuAcDNK9bNkUCLYps9+dTSaVad+f5NNos2U/sdan4wf55e74d+22J94CihSUjR46sFNadAoFAIBAIBM8SQrgQVEpsbGyK/dCPuJiLu50S+7sJq4qq4rOvbkprW2XVquB+hhHD3p+cRYsWyY/b2Ck5drcbpDJUN2fnZLP3f3uLVTcDONUonGlSwCeffEJwcLBxT46xmTMHbt++/9/S0+GHH8o1nMpCs2bNsLSULAOTMvJwrC4ljgwGAzH/xND5lUJbuIKh92+/3Zt69SR/+q1xqew8n4YxKOqJXq+eLd26vVNsvwAeHTyKeaI72JiRlCElPy0tLXFzc6MyYG1tzdKlS9m5cycODg6A9J5avHYxb/Z/kwmzJ+DWyI3Q6aEc23GMX5f9yowvZ/D1J18z7qNxfP3J18z4cga/LvuVYzuOETo9FLdGbnwz6xve7P8mi9culu9tjo6O7Nq1i6VLlxrFHgokIXjx4sWA1GXTz6sfK39ZKVuDjR07Ue76GjNmhCxatKhnQ/SITnR3tS3V/rq72hI9ohPN61YHJPFizJgRcldYUJB0fzEYDKzctJJ+Xv3kbpzFixeTl/fwBPjTQlURxhITEzl27Nh9/7b9XMkDuMuSunXrEh4ezrx581Aq729dBCXHd/ToUS5fvlwmsRXYRAGYm5mjyyss9lAqLe5Zppry3s9iY2BlXrjdCfvj8N7wF5GXrpdoC2gwGIi8dB3vDX/RY91hudPC/nl7VsxewfPP3X94eMrVFLmwxMzMTO4GFwgEAoFAIBCUH6JsRFBp8fT0JDg4mEmTJFudbXE5vONmRUyqlst38uQqvogDEUwJmkLPLj1ZuWkluw/slivnC6pgw8MfXoFmbm5Otze6yVXwo78ZXewHsVMNM1rbKdkWV1hxVukruJ9xCoa9nzlzhsQ7ebxYT0kNCxPuaPTFhr0PDhiMVqclLOxnFAqFXKVrLHQ6HQEBwx5p2PuRZEkYqAzD3pOTk9m6dSsA1ZUKMjQG9HfzAqWtbg7xavXQRGFBdbNHw7rsPJ/G8PDjpGSq5ermX389gK2tPXPmhOLp2Q6NRsPKTSvp2aUnA70HsnitlMR0raPkZq5a7lzx8/Njzpw5lXsGjcEAGzc+eJmNG+Hbb6EyH0cZYGZmxn/+8x8OHz7MzVw9nWxMQRppwMbtG5k0ZhILVyxEl6dj/foVfPbZBFQqFePGTSIoaCQAw8OPEz2iE7bWjz8Y+9+e6OPGTZKHBa9fvwKQPkf6du/LhNkT5OUcqptyOEl6X7dq1arSVey+/fbbxMbGMnbsWJYvX05eXh56vZ59B/ex7+A+FAoFTo5OtGjSgqaNmmJtZY1NNRt0eTqu3rjK73/9zqlzp+QOk6KYmZkxdOhQZs6cSY0aNYwa9/bt20lJkarOO7/SGQulBREHIgCoXfs5/PxGA7B+/QpZQLWvrmLvoFce+zqwtVbx2+COtFmyX7Ih27+H9etX0L//UIYN+z+5CGL3gd18PupzPDp4sO/gPpKTkwkPD8fb29sIR141KBDG+vbty/Dhw0lOTpaFsZD1IXh08MCnpw8Deg9ApVIRfzmeuAtxZGRloNVpUZorsbG2wa2xGy4NXFCr1UT/E803s75h/+H9xYoMHB0dCQkJeaRB3EXZsmVLqY/L1dW1mGVSWaBQKPjkk094/fXXef/99zl79uzDVyrCli1bilk8GouiQoouT4e5WeH3JK1Wc88y2drCTjNjkqMrvt2tcalsjUvFvrqKtvY1aVHXBitzU3J0+Zy6nsGxlNuyWFHAq+1eZeq4qSWKFgaDoVhhydChQyt0PpFAIBAIBALBs4rouBBUaoKDg/n4448BaTjh1rgcmj1nTlv7wh9G5VHF19Zeidtz5myNy6GgnqtKVHA/44hh709GURuWdvYWHEmRfvhX9urmo8ka2t3trgGoX7++/LdKy8mTcOHCg5e5cAH++ad84qlkFE1IpufqsbGQ3huRhyLRaDV0fUMaYn/r1g2WLfsRAF/fD+jUSRqkmpIpeZqnZT3eDKR/e6J7eHTF1/cDAJYuXSh37HV7oxsarUb2RK9hYcKt3MIEa9euXR9r/2VNjRo1WLJkCYmJiUyaNKmYRZ3BYCDhSgLb921n9pLZTJo7ia9nfc2kuZOYvWQ22/dtv0e0cHBwYPLkyVy+fJklS5YYXbQAiIiIkB/79PRh085NcgW4r+8HqFQqtFot06cXikihXq2fSLwCSbwI8WolP58xIxitVotKpZKvCZ1Ox6adm/Dp6SMvt2fPHp5FCoSx4cOHy6JdgTA28ouRtPNqR8+hPVmydglXb1zF1MQUm2o2mJqYcvXGVZasXULPoT1p27MtI78YSeShSFm0MDMzY/jw4Zw6darUogWUfh6Ev79/uf47tmrViujoaIYNG1aq9cpqzoWVlZX8OCs7Cxvrwm7j1FRJRGzQoHA4eez1+8+zelJOFdlu7dqFw79TMtX8ejaN7/44x9dRZ/juj3P8ejatmGhRt3Zdvg36lpDpISWKFgC/7PhF/h3g6OjIzJkzy+BIBAKBQCAQCAQPo5JncgTPOgWJ5wLxAiTbqNtqPT4vVKOGhXQJl5W9RQ0LE3yaV+O2Wl/MHuqTTz6p/BXcAkAMe38Sdu/eLT+uZWlChkYSKcq7urnAV76guhlg2LD/o1atOlKcB3ZjobTAo4MHAHc0empbFn68VYmE4aMmmspw8Gplxt/fH1NTSVw8mqKhvb10Tej1ejaEb2DIe0Pk+/HMmRM5fz4OhULBDz8swfGuHVzs9UzaLNlfatuof3uiOzo6MXv2YhQKBefPn2HWLKkrUKFQMKTvkGKe6O0cLDh6117N1NSU4cOHP+GZKFvs7e2ZMGECiYmJbNmyhQ8//JB27do90LIGpI6rdu3a8eGHH7JlyxYSEhL45ptvyrRCOTpasuNSKBS4v+hO5KFI+W+DBknnedeurVy/Llnq9Haz423XkhOVpaG7q61saXftWhq7d28rtl+AqD+jaPNi4TyTgngrEq1Wy99//83GjRtZsWIFq1atKpf9VkZhLCUlhUOHDj18wbvxb9iwgZCQEKNZnT0q1apVIzQ0lJ9//vmRbUkPHjxYJgPhXV1d5cdn48/i1rjQ9u6ff/4GoGHDxlSvLsV5NOV2ifZNj4vBYODY3WHpNjY1OHYsnp9+WkvduiW/t60srXi13avMmTCHfT/vo2+Pvg/8/h53Ia5YYUlISEiZiK8CgUAgEAgEgocjhAtBpcfExIR58+YV6264cCuPbWezeb2BivYOFvLQZWNV8ZkooL2DBa81ULE1LlsexA1SF8jcuXMrfwW3QEYMey89eXl5nDhxAoA6liYkZxRaM1SF6ubkzHxZvDh+/Hjl95cXwsUDcXBwoHfv3gBkag3YWCjk+/6asDXUqVmHwe8OBqT3bmCgPzqdDltbezZu3C2LFymZanqsO/zYnuiOjk5s3LgbW1t7dDodgYHD5fd4gc1ggSe6iQJslArZsszb27tYwrYyY2Zmhre3N//97385cuQImZmZxMTEsGHDBlasWMHixYtZsWIFGzZs4O+//yYzM5MjR47w3//+F29v7zK3w9JqtZw8eRIAZ0dnVBYqzl6U7HScnRvJVd8//7xSXueT9i5GjeHjItsr2I+TkwtOTtLrcRfiUKlUONd3BuDkyZOyjWV5kZeXR1hYmCxAVa9eHXd3d/r168fQoUMJCgq6Zx1PT08+/PBDwsLCjH7frEzCWFhY2CMl1Tt06MDx48fx8fF56LJlSb9+/Thx4oQ89PxBGAwGwsLCjB5D8+bN5X+rU2dP0cipkdzZfPJkDCB9Z3d3fwmQ7rf7E24YNYaohBvy/djd/SVUKhW9er2H1d05V0pzJYu/X0y95+oB0iyOP7f+SeiMUN72eFsuUCmJ+MvxxQpL/Pz8HqubRyAQCAQCgUBgHCqX0fJD0Gq1rF69ml9++YUTJ05w69YtzM3NcXBwoGPHjowYMeKRvtALqh4KhYKJEyfyyiuv4O/vz5UrV9DkQ/j5HBrUMOOdplZkagwcSVHLVeEFVXwFlXyPQg0LE9o5WGCjVHAsVSvPGwDJbmbp0qWVohJeUDoKhr0X2LREXMylt5sVeXoDKZn58rD38R+NJ2xJGPOXz2flJskGqWDY+6JFs3FycqFlS3datnTH1tYOpdICrVZDWloqJ0/GcPJkzD0CR0EV9qd+nxL+WzjT/ztd/kFcMOx969lCi6jKMuz9zJkz5OZKXUaONmYkZUoJrILq5h9X/SgvW17VzVvjUuXq5l693mPQoOEsWjQbkKqbB/QeIK+TnJGHo40Zt3K15ObmEhcXR4sWLYwSj9GJi4PTpx9t2dhYOHsWmjYt25gqIaNGjZItUKJTtbS1t+BIsobsnGy+nvU1CycvZP/h/SQmJRITc4SAgGEsWLACZ+dG/PrrAcaMGSF3Az2OJ3qnTp788MMSbG3t0ev1BAQMk7upnOs786nfp4z+ZnSRTioLjqVqi8VfVVEqlbRu3ZrWrVtXdCgAxMbGykOAWzRtwcXEi6g10r9Xy5bugFTIEBPzFyB1f3Vyfu7+G3tMPJyfw766ipRMNTExf6HX6zExMaFlS3cSE+NRa9TEX46nRZMWJFxJQKPREBsbS6tWrYwax/1ISUkhJCSEJUuWyHNAHpXjx49z/PhxFi9ejIODAyNGjMDf39+ooluBMFYw80Or1RIbG8v58+fJzc1Fo9FgYWGBpaUlTZo0oXnz5kadOwUPt1NSKBR89dVXBAcHV5q5NM7Ozvz+++9MmjSJ77777oHCy+bNm41+z1EqlbRs2ZJjx46RkJSAWqOmaaOmnDh9goSEi1y+fIkGDRry/vtDOHBgLwDzj8Tj0bCu0WJYcKTwO9b77w8BCufZAbzQ5AXavNiGazeuAeDW2A0LpcW9G7oPZy6cwX+cv1xY0qFDB+bPn2+02AUCgUAgEAgEpadyfBN/BK5cuUKPHj3451/+3lqtlnPnznHu3DmWL19OYGAgs2fPFhY+Tymenp6cOnWKoKAgQkJCALh8J4/Ld/KwVipoZ29BbUsTkjPzSc7IIyUzn/wHFNSZmYCdtSkONmY4VDflVq6ew0mFQ30LGDFiBDNnzqwUCWXB4yGGvZeOorYmdtVNOXVNShJWZHXz1rhUeT+9er0nVzcnJsYXq25OuJJAalY+zesqOXm18HgqrXBR2i6KzZvhyy/LJpZKjIeHB82aNePMmTMk3snjxXpKaliYcEej59CxQ+yI3MH0L6YzOGAwWp2WsLCfUSgUzJkTiq2tPWvXhrN+/QpmzAjm2jXJLqrAE/3XsyXbR9WrZ8u4cZPw9f0AhUKBTqcjIGCYPLdGaa5k2ufTCP8tXH6P17Aw4XkrU1n8btasGZ06dSrbE/QMUXQ4clOXpsRdKJxJ9OKLkrhy6dIFMjMlL/x29jWN/r1QoVDQ1r4mv55NIyPjDgkJF3FxcaVlS3f5MyLuQhxNGzWViyfOnTtXpsLF7du3GTduHMuWLZPnExWN19nRmRZNW9DUpSnW1awxNzNHl6cjMzuTsxfPEnsuloSkBDkhnpycTHBwMFOmTGHo0KHMmDGDmjVrGj3u8hbGDAYDf/zxR4l/t7e3Z82aNXh4eJRLPKXB3Nycb7/9li5dujBw4MAShak//vgDg8Fg9Ou+TZs2HDt2DIPBQMw/MXR+pTMnTkvdmatXh/DVV9/x9tu9qVfPlmvX0tgal8rO82mlnnN1P3acS5O/B9SrZ0u3bu/I+y3Ao4MH0f8Ufn9p3qT5Q7drMBj4ZccvxQpLWrVqxY4dO8rdGkwgEAgEAoFAUJwq4XWTl5dXTLRo2bIlK1as4M8//2TPnj1MmDBB/mI5Z86cSmGzIig7bGxsWLJkCRERETRr1kx+PUtrICpBzeYzOZy7qaOWpSlvuVji7WZF76ZWvNPUil53/9+7qRV93Kx4s6EltSxNOXdTx+YzOUQlFBctmjVrxp49e1i8eLEQLZ4CxLD3RycmJkZ+bGVmIguAFV3dLMX2l2zrVrD/otXNAHl6sDIvTNhUBn/5Enkc4eIZpGDmUQF743Po2shSfj5t0TRUShVzg+diaiLNw9iyZT3e3h7yzIv+/Ydy5MgFfvppLZ06ecpe7P/GxqYGnTp58tNPazly5AL9+w+9O9MiDm9vD1m0MDUxZW7wXFRKVTFP9K6NLdkTXyhKzps3TxRUGJGcnMJza13NmoyswmG9dnZSZ8Dly5fk15rXLZvP7xZFtluwP1vbQvuijKwMrK2s5ecFXWxlwa5du2jRogUhISGyaGFiYsKbr77JkmlLOLr9KOHLw/H39adunbro8nTcybqDLk9HvTr1GN5/OOHLwzm6/ShLpi2hS8cusiVmXl4eISEhtGjRgl27dpXZMZQXeXl5Jb4fe/XqxYkTJyqlaFEUDw8PTpw4gZeXV4nLlIVFYkHnKsDG7Rvp270v5mZSN8z69StQq9UolUrGjZskLzc8/DhpWY83L6yAtCw1I7Yfl5+PGzcJpVKJWq2WZ1+Zm5vTt3tfNm7fKC/XsW3HB2435WoKw8YNY8LsCbJo0aFDByIjI6lVq9YTxSwQCAQCgUAgeHKqRMfFtm3bZNGiQ4cO/O9//5OHdAK89dZb9OrViw4dOqDT6fj+++8JDAysNK3dgrLB09OT2NhY9u/fz6JFiwgLC5N/rN/K1XMrVytXW5cGU1NTvL29GTVqFJ06dRLJpqeIoonPBQsWAJJtVOPaZvi8UI2Ii7nc0ejlYe8h60Pw6OCBT08fBvQegEqlIv6yVN2fkZWBVqdFaa7ExtoGt8ZuuDRwQa1WE/1PNN/M+ob9h/fLCXaQqrC7NrYkJlXDsZRCC5nKOOy9aBWnvogdRVWqbtYXaZwqi0GlRiE+Hv7+u3TrxMRI67kYt6ulKuDp6Ym/vz+hoaFo8iEmTUtbOyXHUrVk52QzbNwwVs9dzfxJ8wmcHIhWpyUm5gienu0ICgpm2LD/kz3Re/V6D71eL1ucFNjTNGjQEGfnRsXmGKnVapYuXcisWZPkmRZKcyVzg+fiXN+ZQQGDilhEKYlJ1aC5W/A+fPjwStNJ9bRQYBMFkod9jrpQyFDetYUpukw1ZeF3RmNiZV64Xfm6KGJLo9Vpsalmc88yxiQrK4tPPvmE5cuXy69Vs6rGoD6D6OfVD6W5kk07N/Hjqh85e/GsLDrfD5WFiqaNmtL5lc5M/mwyGq2GDeEbWBO2huycbJKTk+nevTt+fn7MmzcPa2vrErdVmTE3N2fYsGH897//lV+zsLBg9uzZjBo1qlJ9Fj+I5557jm3btvHjjz8SFBRU7Pry9/c3ur0WgJeXF/b29qSkpBB5KJIv/+9Lur7Rle37tnPr1g2WLfuRUaM+w9f3A7Zv38z+/XtIyVTz5qqD/Da442PNvUrLktYvsO/z8Ogqz7haunQh6Xetnbq90Q2NVkPUn1EAPP/c83i8cn8BKuVqSrFruwA/Pz/mz58vOi0EAoFAIBAIKglVIrN/8OBB+fEXX3xRTLQooE2bNvTs2ZOwsDDS09Mrt5+5wGgoFAo8PDzw8PAgOTmZ0NBQIiIiOH78eKkqGy0tLWnVqhVdu3bF398fBweHMoxaUJEUDHuvXbu2bBt14VYeV+7k4elixdWcfI6laNAbCoe97zu4D4VCgZOjEy2atKBpo6ZYW1ljU80GXZ6Oqzeu8vtfv3Pq3CkSriTcu0+F5Hdfz8qUrXHZaIs4eAQHBxMcHFzpEiVqdWFyq6hxWkVXNxdY+ly+fAkXF9cHVjcXjbvo8VQqHrd7YssWuM9g3WeB2bNnExERwZUrV7hwS0fXRpY0qGHG5Tt53Ey/yaCAQSydsZRVc1cx/vvxJCYlotFomDr1SxYtmo2v7wcMGjQcJycXTExMcHFxxcXF9b77SkyMZ/XqENavXyEnx0CaaTHt82lYKC0YFDBI9kR3qmFGHUtTWZhs0KCB6AItA4oOc9bl6eSKbwCtVnPPMtna4rZJxiJHV7hdC4sCwaQweaw0V6LL092zjLFIT0+ne/fuHD58WH6tY9uOTAmaws3bN5m9ZDYRByKKxfAg1Bo1J06f4MTpEyxcsZCub3RlyHtD6OfVj69nfS13Di5btowzZ86wY8eOKluVPn/+fJycnIiKiqJ+/foEBgbywgsvVHRYpUahUPB///d/dO7cmTlz5nDlyhU8PDz47LPPymR/ZmZmjBw5kuDgYPR6PRvCNzDkvSHsiNyBwWBg5syJvPVWD1xd3fjhhyX06vUGSUmJxF7PpM2S/YR4tSqVbdTO82kMDz8uixaOjk7Mnr34bgfcGWbNmiSfhyF9h7AhfINcMNLPqx9mpoU/dbOys4j+J5oN4RvuKSxxdHQkJCREDOIWCAQCgUAgqGRUCeGiaNWcywMqTBs1aiQ/LouqNkHlxsHBQU4C5+XlERcXR3R0NNHR0aSmpqJWq+WKWpVKhZ2dHW3atKFNmza4ubmJDp1nCDHs/eEUve8WFQCqUnVz0bgr7WfC4woXmzc/s8KFjY0NoaGhsmVJxMVcertZkac3kJKZz830mwz4dADjPxpP2JIw5i+fz8pNKzEYDKSn32TRotksWjQbJycXWrZ0p2VLd2xt7VAqLdBqNaSlpXLyZAwnT8bIA18LKEiOfer3KeG/hRfzRLevbkprWyVbzxa+P0JDQ4XNYBlgZWUlP87KzqJuncLhv6mpUrdYwewdgNjrhWKrMTlVZLsF+0tLK+zusrG24eqNwtZPS8tCa7MnJT09XbYLAqnL4vNRn9Ojcw/mLZvHqs2r7hne7OzciJYt3XnxxdbY2dnL13xqagr//PM3J0/GkJBwEZAEoe37trMjcgdD+g5h4eSF7IjcwbRF08jOyebPP/+kc+fOVdZSx8zMjPHjxzN+/PiKDsUovPDCC/Lst7LG39+fyZMnk5+fz5qwNfTz6sfgdwezctNKNBoNgYH+hIVFYWtrz8aNu/Hx6UZSUiIpmWp6rDtMbzc7Pm7vgofzc/ct2jAYDEQl3GDBkXh5pgVIosXGjbuxtbVHp9MRGDhc/mwvmCe2JmwNIBWpmJmZEbI+hLMXz5ZYWGJmZsbQoUOZOXMmNWrUKJsTJhAIBAKBQCB4bKpEprZJkyby4/j4eJo3v/+gtYsXpR9bCoUCV9f7V08KKpYbN26U276ef/55unfvTvfu3R+6bHp6ejlE9HDud37K85xVVR73vLVu3Zr9+/czceJEVq9eDZTPsPdBgwYxceJEqlevzvXr10t3sEaiNOesaFqhKlU3F41boVA88bk29vvTJCWFOn/99XgrHz7MzRMn0NvbP/b+y4Oyuqe1bt2aoKAguZthW1wO77hZEZOq5fKdPLJzspkwewIRByKYEjSFnl16snLTSnYf2I1OJ10jiYnxJCbGy1ZjD8Lc3Jxub3STk2OjvxldbG6NUw0zWtsp2RZXKFoEBQXRqlWrUl934nPg4Tz3XOEMnbPxZ3ntpdfk5//8I1mvNWzYmOrVbcjMzOBoym2jDyo2GAwcS7kNSDNRnJ2l4pmTJwvnA7k1duP3v34vFrcx7vlZWVm89957smhRp1Ydls5YilqrxnuEN4lJifKytWs/J3cZFRVzSuLy5UusXh3CunXLSU+/icFgYMUvK4j6M4rpX0xn7by1DBs3jJvpNzl+/DhvvfUWv/zyS5W1jSot4v0p3Q/79+/P6tWryc7J5utZX7Nw8kL2H95PYlIiMTFHCAgYxoIFK3B2bsSvvx5gzJgR7N+/B4CtcalsjUvFvrqKtvY1aVHXBitzU3J0+Zy6nsGxlNtyh0UBnTp58sMPS7C1tUev1xMQMIyYmCOA1AH3qd+njP5mtCwk6/V6fgj5ocRjcHBwYOTIkfj7+2NnZ1ficgKBQCAQCASCikVh+Hc5ViXk+vXrNG7cmIyMDDp27MiBAwfusYv6+++/efnll9Fqtfj6+rJu3bpH3n5SUtID/56amkr79u0BuHLlCo6OjqU/iGeQ69evU69evYoOQyB4YmpbmuBoY4a9tSmW5goMBqma34CUHFcg2UHl6AykZOWTlJHHrVz9gzdahejd1EquIg8aEUTdOnUZ/71UpfrVV98xenQQFy+e47XXJHu+d5rasvX9l40exzs/H5atov74IxYXF1d+/HEWU6d+CcCML2dw9cZVZi+ZfU/clZGPgflPuP5CI8XytNC1kSU3c/OLzZCpZlWNgd4D6efVDwulBZt2biLqzyjiLsQ91O/frbEbHh086Nu97z1+/wW0tVdSx9KUiItlN3hZUDIN6zckfHk4bXu0Ra1R4+zciEOHzgDg69uDAwf2AhA5uCMeDes+aFOlIvLSdbqskqxMO3XyZN06qROvQwc3EhPjUVmoOLbjGD2H9rxvpbexqFOrDqvnrubS5UvyXBeQxN2xYyfi5zcalapwroBer+fSpQtcvnwJrVaLUqnEycnlvnNdli37kZkzJ5Y41+VmEfs0wbPNlKApuDZ0ZXDAYPka7NPHlzlzQjE3N8dgMLB+/QpmzAjm2rW0R95uvXq2jBs3CV/fD1AoFOh0OgIChhEW9jMgXZOr5q7iXPw5JsyeUOJ2LCwsaNmyJW3atMHT0xMvL68q02mdlJRE/fr1AfE7VCAQCAQCwbNHlfjGVrduXVasWMGAAQM4ePAg7dq1IyAggCZNmpCVlcXBgweZPXs2Wq2WVq1a8cMPJVfY3I+CL4MCgUBwP55k2PvTgEmRKuWqVN1sUrnGhtxDXyOsL4SL4kRczKVxbTN8XqhGxMVc7mj0ZOdks3jtYkLWh+DRwQOfnj4M6D0AlUpF/OV44i7EkZGVgVanRWmuxMbaBrfGbrg0cEGtVhP9TzTfzPrmHk/0GhYmdG1sSUyqpphQIihfEpISUGvUNG3UlBOnT8jD1hs0aMj77w+RhYv5R+KNKlwsOFJoI/b++0OAwi4ekO5HarW6TEWLalbVWDpjKZcuX+KT4E/I10tdae7u7ZkzJxRXVzdAsvLbtWsrP/+8kpiYv8jMvNc6q3p1G9zdX+L994fw9tu9UalUjBr1GW+91YPAQH9iYo6g1Wn5eMLHLJi8gKUzljLg0wHFRDzBs8u0RdNYO28tc4Pn8vGEj8nX57Nly3oSEi7K12L//kPp23cAu3dv4+efVxIdffi+16KNTQ35WuzW7R25o/P8+Tj5WgQwNTFlbvBcVEoV0/87XV5/zJgxNG3aFAsLCywtLWnSpAnNmzcvk2HlAoFAIBAIBIKypUp0XBRw+vRpfvjhB5YtW3aPb+/zzz/P+PHjGTFiBNWqVSvVdkuTXBOVLo+O6LgQCJ4OujW2ZO/FXPINVae62cwE3mxoye5KWgX/PJACmDxswQegB+yAa0aJ6OnCwhQ8Xay4mpPPsRQN+n9901EoFDg5OtGiSQuaNmqKtZU15mbm6PJ0ZOVkPdAT3UQBbe0tqGdlyp74HMrIGU1QCpZMW8KZC2eYEzoHgNGjg/jqq+/QarW0b99YrvDe0f/lUg0GLokd59LouV4aiF2vni1HjlxAqVTy7bdfsGiR1PEV6B+IWyM3Rn4x8on3VxKVvcpd8GzxoO6foKBghg37v3u6fwqExoIZdA0aNLxv98/SpQuZNWvSQ7t//Pz8WLp0aTkeddkjOi4EAoFAIBA8y1QZ4UKn0zFp0iRCQkK4du3+aZp27doRHBxMjx49SrVtYRVVNgjhQiB4OvjP80pu5uaTlJGPQqHg6PajDBs7jBOnJX/1w4fP0qBBQ7Zt28hHHw0EoLebHWH9XjJaDN4b/pKHdP7001p69XqPxMR4OnSQKopbNW9F6PRQ2vZsC0B9G1NqWZpy8mrlrIQfCfz0kGWy271KtaN/PHQ7S4wV1FNIgxpmtLFTkqkxcCRFTYbm8b/y1LAwoZ2DBTZKBcfuztKoKBQKBc6OzrRo2oKmLk2xrlYovGRmZ3L24lliz8WSkJRwT6HH08ibr77JpDGT6OTTCV2ejtq1n+PYsXhUKhXr1i0nKEgSD+yrq4ge0Qlba9VDtlgyaVlq2izZL3vwz5q1mP79h6JWq2nTpiHp6TcxNzdn/4b9TJg9gX0H9xnlGP9Nx7YdWTB5QbGZFn36+DJ//nJMTExIS0spNlegAPvqKtrZ16R5XRuqKU3J1uYTe13qlHvYXIGPP/5AFi+c6zsTtiTsnnkvgmebovNWxn8/vti8lVq16sjzVpycXB66rcTEeFavDmH9+hWkF7Elc67vzLTPp2GhtMB/nL8sWnTo0IG9e/eWuoCtsiOEC4FAIBAIBM8yVUK4yM7Opnv37vz++++Ympry2WefMXToUFxcJBuHv/76i8mTJ/PHH3+gUCiYM2cOn376qdH2L74wPh73Ey5Onz5dbKimoDg3btzghRdeKPaaOGcPR5y30vOwc5aXl0ejRo3Izc2ljqUJrrXNOZwsVTpWhermlx0tOHdTx61cPZaWlly8ePGJ/ayNeZ3V6NsX5e+/l/h3g5k58at34zKoG4oiA8f/jfaNN7jzyy+l3n95Ud7vzczMTCZOnMjq1auLvW6tVNDO3oLaliYkZ+aTnJFHSmY++Q/4BmRmAnbWpjjYmOFQ3ZRbuXqOpmjI0hZfadCgQUycOJHq1asb5Rjud84ATExM6PxKZ3x6+uD+ojsqCxUXEy/KVle6PB3mZuay1VUjp0aoNWpi/olhQ/gGov6MKmZ1ZWdnxw8//ECXLl2MEnd5k5eXh7u7O2lpaZiYmPDbut/4IeQHtu+TurG+/vp7Ro36DIPBwIABXnICv3nd6vw2uONjiRdpWWreXHWQ2OuZAHh4dGXNml9RKBTF5u14velFoH8gb/Z/E71ej52dHdHR0U90D0pLS6N169bk5+dTzaoa4cvCWblpJSs3rQQke6iwsCjMzc25dOkCPj7dSE6+LK/f282OT9q70Mn5uft2GhsMBvYn3GD+kXhZJAZwdHRi48bdODs3QqfT4e3tIVv1fPDeBwx+dzBefl5k52RjZmbG33//zfPPP//Yx1nZEd837uX27dv06dOHU6dOAZKF2fiPxtOzS0/mL5/Pyk0r7xFQnZxcaNnSnZYt3bG1tUOptECr1ZCWlsrJkzGcPBkj264VoFAoGNJ3CJ/6fUr4b+FM/+902aqsVatWREZGUqtWrfI56HJE/A4VCAQCgUDwLFMlhIugoCBmz5aSUytWrGDIkCH3LJOXl4enpydRUVGYmJjw999/07JlS6PsX3xhfDzuJ1xcu3aNunWNZx9TQF5eHmfOnCE6OpqYmBhSUlJQq9Xy4EmVSoW9vT3u7u60adOGZs2aVcqhfOV5zp4mxHkrPY9yzjp06MDhw5Jg8G4zKzafkQZdV4Xq5qLxdujQgUOHnrwi2GjX2c2b8PzzkF+yx1DWS2+QPG0xDp+PwPqvkgUOzMzg6lWoXbt0MZQTFfXe3LNnDwEBAZw5c+aev9W2NMHRxgx7a1MszRUYDGBA+k9x9z8TBeToDKRk5ZOUkcetXP0922nWrBnz5s3jrbfeMlrcWVlZjBgxgvXr18uvVbOqxqA+g+jn1Q+luZJNOzcReSiSsxfPPnS4eNNGTen8SucHDhf38/Nj3rx5WFtbG+04yovJkycTHBwMwMgBI3nztTfx+cgHg8GAhYUFe/YcxdXVjbS0FHr1eoOku9Xf9tVVhHi1KpWwuvN8GsPDj8v3IkdHJ3799QC2tvacP38GT8/2aDQaFAoFv/z3F/b+by+L1y6W4/zmm2/K7Vi9vF6XRQvjH2scnp7tyvRYKzPi+8b9SU9Pp3v37vJ3BpC6gqYETeHW7Vus3LSS3Qd2o9OVLMSXhLm5Od3e6MaQvkOoXbM2X8/6uliXT4cOHdixY8dTKVqA+B0qEAgEAoHg2eZJ7LXLBYPBwPLlywFo0qTJfUULADMzM6ZMmQJInqkF6wieXpKTk5k0aRIdOnTAxsaGli1bMnToUBYsWMDmzZvZsWMHe/fuZceOHWzevJkFCxYwdOhQWrZsiY2NDR06dGDSpEkkJydX9KEIBJWSbt26yY/Tc/XYWEhVupGHItFoNXR9oysAt27dYNmyHwHw9f2ATp08AUjJlKqT07JKTq4+iILq5oLkmYdHV3x9PwBg6dKFsnVEtze6odFqiPozCpAsfYommrt27fpY+y8zfv31gaIFQObr0jnMes3zwdvKy5O2JyiGp6cnsbGxREZG0rdvX0xNTeW/3crVc/Kqlt0XcwmLy2Hr2Ry2nc3h17v/33o2hy1xOey+mMvJq9pi15KpqSl9+/YlMjKS2NhYo4oW6enpvPXWW8VEi45tOxK+LJwur3Zh9pLZdPLpxJzQOZw4feKBogWAWqPmxOkTzAmdQyefTvwQ8gNvvvYm4cvCeaXtK/Jyy5Ytw9PTk/T0dKMdS3nh7+8v/9uuCVtDnZp1GPzuYAA0Gg2Bgf7odDpsbe3ZuHE3jo5OgHRv6rHuMN4b/iLy0vUS7bQMBgORl67jveEveqw7XCyRv3Hjbmxt7dHpdAQGDpe99wuSq2vC1gDS91N/f/8nOk6dTsfixZIwYGJiQj+vfqz8pbCKfezYibi6umEwGBgzZoQsWrSoZ0P0iE6l7nzr7mpL9IhONK8rdRElJSUyZswIDAYDrq5uBAUFy+dn5aaV9PPqJ88kWLx4MXl5FWejJqgYatWqxd69e/Hz85NfO3jsIF5+Xuz9314C/QPZv2E/gf6BtGreCpXFgwsaVBYqWjVvVWy9vf/bi5efVzHRws/Pj7179z61ooVAIBAIBALBs06l77hIS0vDzs4OgH79+vHzzz+XuKxarcbS0hKQEm67du0ySgyi0uXxKIuqNIPBQFRUFIsWLWLr1q3kPyT59yiYmprSu3dvRo0ahYeHR6mGtRsbUcn3eIjzVnoe5ZwlJyfj5OREfn4+1ZUKXnJQ8dsladh1Za5uftPFksNJarK0BkxNTbl8+TL29vZPdL7AiNdZjx6wc2eJfzaYmHJhyx/oa9TC9E46jfq8ikL/gHtdjx6wfXvpYignKst7Mzk5mdDQUCIiIjh+/Di5uY8+tN3S0pJWrVrRtWtX/P39cXBwMHp86enpeHh4cOKENDemmlU1Ph/1OT0692Desnms2rzqnuS6s3MjWrZ058UXW2NnZy9braSmpvDPP39z8mQMCQkXi61TYLXyydBP2BG5g2mLplV5q5URI0YQEhICwCttX2Hh5IXF5j54e7/PggUrHjr3oa19TVrUtcHK3JQcXT6nrmdwzAhzH4YPH86SJU82iSYsLIw+ffoAVaPjbcuWLXh7ez/RMVdWKss9rTKza9cuhg8fXqwwyMTEBI8OHvj09KHNi21QqVTEX46Xre60Oi1Kc6VsdefSQLIDjv4nmg3hG9h/eH8xqztHR0dCQkKKFVg8rYjfoQKBQCAQCJ5lKp9Xzr8oaufzsAquou3HldEGSPBkPMj6o85d6w+76qZYmZmgNxjuY/2hICdPT2qmZP1x824VbX5+Pps3b2bz5s00a9aMuXPn4un5kCpngeAZwMHBgd69e7N582YytQZsLBSYKEBvkKqb+3n1Y/C7g1m5aaVc3RwWFiVXN/v4dCMpKVGubu7tZsfH7V3weIDHelTCDRaU4LH+KNXNJgqwUSrkOQTe3t5GES2Mxp07sHfvAxfJadUefQ0peZxfoxY5/2lHtb8Pl7zC3r2QkQE2NsaM9KnCwcGB4OBggoODycvLIy4ujujoaKKjo0lNTUWtVqPRaLCwsEClUmFnZ0ebNm1o06YNbm5uZfqdIisri+7du8uiRdHhtkUT8AC1az8nD7dt0KDhQ7d9+fIlVq8OYd265aSn38RgMLDilxVE/RnF9C+ms3beWoaNG8bN9JscP36c7t27s3fv3iplGzVjxgx27txJcnIyh44dYkfkDqZ/MZ3BAYPR6rSEhf18d/5ZKLa29qxdG8769SuYMSNYnseTkqnm17Np/Ho2rcT91Ktny7hxk/D1/QCFQoFOpyMgYJgsWijNlUz7fBrhv4XLooWjoyMzZ8584mOMiIiQH/v09GHTzk3o7s6+8fX9AJVKhVarZfr0CfJyoV6tn0i0ALC1lkTnHuuk+8+MGcH07TsAlUqFr+8HLFo0G51Ox6adm/Dp6SMLF3v27HlqhQvBw3n77beJjY1l7NixLF++nLy8PPR6PfsO7mPfwX0oFAqcHJ1o0aQFTRs1xdrKGptqNujydFy9cZXf//qdU+dOkXAl4Z5tm5mZMXToUGbOnEmNGjXK/+AEAoFAIBAIBOVKpe+40Ov11KpVi4yMDOzt7UlMTCwxgbB9+3a8vLwA+Pjjj5k/f75RYhCVLo+HsarSMjIy+OyzzwgNDS32urVSQXt7C2pZmpCckU9SZh6pDxm2aqoAu+qmOFY3w8HGlPRcPUfuM2x1+PDhzJo1C5tyTgSKSr7HQ5y30vOo5ywyMlIe3utUw4znrU05cndId2Wsbm7vYEFaVj6X7+TJ8Xt4eBjjlBnnOlu7FgYOfOAiaYETudPrffl5zW3reX7upIdvt3//R4+jnBDvzYfj5+cn21vWqVWH1XNXc+nyJQInB6LVaQGwsLBg7NiJ+PmNRqUqTEbr9XouXbrA5cuX5JlOTk4uODs3kq17QOpIXbbsR2bOnCiLfkpzJXOD5+Jc35lBAYO4edd6zc/Pj6VLl5bX4RuFXbt20b17d0DqVlk7by0pV1P4eMLH5N/tVnJ3b8+cOaG4uroBoNVq2b17Gz//vJLo6MNkZmbcs10bmxq4u7/E++8PoVu3d1AqlQCcPx9HYKC/PKTa1MSUBZMXYP+8PQM+HSB3sezatcsoFeHt2rXj2LFjKBQKjm4/yrCxwzhxWhK6Dh8+S4MGDdm2bSMffSTdW3q72RHW76Un3m8B3hv+ksXkn35aS69e75GYGE+HDtK5bNW8FaHTQ2nbs60c75EjR4y2/8qEuKeVjpSUFObNm8eMGTOeaDsODg6MHDkSf39/uRP/WUH8DhUIBAKBQPAsU+mFC4D+/fvLns8TJ06UhxMWJT09nVdffZXTp08DUnWasarmxRfGx8MYP+727NmDv78/V65ckV9zqmFGGzsldzQGjqaoydA8/iVcw8KEdvYW2FgoiE7VkninsKunfv36hIaGlmv3hfhB/HiI81Z6HvWcGQwGmjdvLnc69XS14n+X1dzRSB1LU4Km4NrQVa5uBujTx5c5c0IxNzfHYDDcU938KDxKdfOquas4F3+OCbOlKuMaFia83kBF+HlpKHezZs2IjY01mv2bUa6zPn0gLKzEPxsUCi5u+p382oXbNL11nUZ9X0fxoI/rPn1g8+ZHj6OcEO/NB3O/hHtyWjKfBH/ywIT7rl1b+fnnlcTE/HXfhHv16jZywv3tt3tXWMK9PCn6XfFBAlBQUDDDhv3fPQJQQsJFLl++JHfeNGjQ8L4C0NKlC5k1a1K5CUBarZbq1auj1WppWL8h4cvDadujLWqNGmfnRhw6JN2bfX17cOCA1M0VObgjHg2N9x6LvHSdLqsOApKYvG6dZE3XoYMbiYnxqCxUHNtxjJ5De5JwJQELCwsyMzMxNzc3WgyVBXFPKz33O2dKpRKtVlviOhYWFrRs2ZI2bdrg6emJl5fXM9tNL36HCgQCgUAgeJapEsJFXFwcbdq0ISdHSkZ5eXkxZMgQXFwk/9PDhw8zd+5cLl+WhhF26dKF3377zWj7F18YH48n+XFnMBiYOHEikydPll+zMIW3GllxLTufYyka9P+6chUKBc6OzrRo2oKmLk2xrmaNuZk5ujwdmdmZnL14lthzsSQkJdzjFW6igLb2FtSzMmVvfA6aInbyBfYi5TH7QvwgfjzEeSs9pTlne/bskQdcW5jCO02rsfG0lOCsTNXNPs2rsS0uW37/7tmzx6jDk5/4OsvKgrp1QV3yUOWclm25Mm/NPa/X/2QAVv9El7xtS0u4fh2qVXu0WMoJ8d4smdu3b9OiRQvZB74yiYCOjo6cOnWqSlmxXLp0CRcXF/l5Ucut8d+PL2a5VatWHdlyy8nJ5X6bK0ZiYjyrV4ewfv0K0u8KEyB1fU37fBoWSgv8x/nLokWHDh3Yu3cv1Yzwfvz7779xd3cHwOtNL/x9/Xln2DsA9Or1Hj/9tBa9Xk+zZvXIzMzAvrqKpMCuRv3OYjAYcJwTQUqmGhubGpw+fRUTExNGjuxPePgmAH5d9itL1i5h+77tctytWrUyWgyVBXFPKz33O2dJSUlcu3aN8+fPk5ubKwuGlpaWNGnShObNmz+VwtfjIH6HCgQCgUAgeJapEqUrbm5ubNu2DV9fX27cuEF4eDjh4eH3XbZz58788ssv5RyhwJjo9XoCAgJYsGCB/Frj2ua42yqJuJgrV3qDNOyv8yud8enpg/uL7qgsVFxMvCgP+8tR52BuZk69OvV4/aXXaeTUCLVGTcw/MWwI30DUn1Ho9Xr0BjiSrKGGhQnvNK1GTJqGC7ek7otJkyZx69Yt5s6dW6zyUiB4VvD09MTf35/Q0FA0+RCTpqWtnZJjqVqyc7IZNm4Yq+euZv6k+XJ1c0zMETw92xWrbu7V6z169XrPqNXNBaJFW3slMakaWbQYPny4UUULo7Br1wNFC4DM1+7f4ZX1uueDhYvcXGn7ffs+SYSCcmTcuHGyaNGxbUd6dO6B9wjvYqLF/PnLH2q71s6+Js3r2lBNaUq2Np/Y6xkcLWK7du1aGkFBI9m+fbNsu7ZgwQoAwsJ+RqvT8vm0zwlbEsbuA7s5dOwQSUlJjB079omHSpcn/57LcTP9JgM+HcD4j8YTtiSM+cvns3LTSgwGA+npN1m0aDaLFs3GycmFli3dadnSHVtbO3nIeVpaKidPxnDyZAyJifHFtl0w5PxTv08J/y2c6f+dXmzI+Y4dO4wiWgCcP39eftzUpSlxF+Lk5y++2BqAS5cuyGJwO/uaRi+0UCgUtLWvya9n08jIuENCwkVcXFxp2dJdFi7iLsTRtFFTWbg4d+7cUylcCIyDUqmkdevWtG7duqJDEQgEAoFAIBBUYqqEcAHw5ptvEhcXx9KlS9m1axexsbHcvn0bMzMzbG1tadeuHf3796dXr17lUhkvKBsMBsM9okXXRpbczMmXK7xBqvIe1GcQ/bz6oTRXsmnnJn5c9SNnL55FrSk5MaiyUNG0UVM6v9KZyZ9NRqPVsCF8A2vC1pCdk80djZ6Np7NpZ6+kayNLIi7mArBgwQIUCgVz584V15fgmWT27NlERERw5coVLtzS0bWRJQ1qmHH5Th43028yKGAQS2csZdXcVXJ1s0ajYerUL1m0aHax6mYTExNcXFxxcXG9774epbq5qCWLUw0z6liacixFSvg2aNCAWbNmlf1JKS2PYOWU9fr9xZbM196i3o/fP3z7QrioEqSkpLBs2TJA+jybEjSFecvmyV0BBR1LJiYmXLp0AR+fbiQnX5bX7+1mxyftXej0gEH3+xNuML/IoPv9+/fQq9cbbNy4G2fnRsydu5TExHhiYo6QcCWBecvm8W3Qt3j5eZGdk83y5cuZNGlSlfaTz87JZsLsCUQciGBK0BR6dunJyk0r2X1gNzqdNNw6MTGexMR4OQH/IMzNzen2RjeG9B1C7Zq1i83XAanTYseOHdSqVctox1DQbQxgXc2ajKzCbjU7O3tAGsJeQPO6ZTObq0VdG3l4+eXLl3BxccXWtvDayMjKwNqqUDzKzc0tkzgEAoFAIBAIBALBs0OVES4A6tSpw7hx4xg3blxFhyIoIyZNmiSLFgqgt5sV0alaedAuSJWpU4KmcPP2TWYvmU3EgQh0ebpH2r5ao+bE6ROcOH2ChSsW0vWNrgx5bwj9vPrx9ayv5QTE0RQtTjXM6O1mxba4HAzA/PnzqVWrFhMnTjTyUQsElR8bGxtCQ0Nly6iIi7n0drMiT28gJTO/wqqb7aub0tpWydazhcm90NBQbGzKJnn32KjVsGPHAxfJbfYf8urdP0mc97w9uW4tsYw7WfIGtm+X9lPEu19QOQkNDSU/X2oPGug9kJu3b7Jq8ypA8nYvsIdKS0spJlrYV1cR4tWK7q62D9y+QqHAo2FdPBrWZef5NIaHHyclU01SUiI+Pt349dcD2NraM2dOKJ6e7dBoNKzctJKeXXoy0Hsgi9cuJi8vj9DQUL755puyPRnlwMFjB/Hy82Kg90AC/QP5fNTnbNq5iag/o4i7EPfQgge3xm54dPCgb/e+9xQ8FODn58f8+fON1mlRQNE5AOZm5uSoC+91SqXFPctUU5oadf8FWJkXblfugLu7fwCtTotNNZt7lhEIBAKBQCAQCASCx6VKCReCp5s9e/YwadIk+XlvNysOJ2lIzZKSO9WsqvH5qM/p0bkH85bNY9XmVffMqnB2bkTLlu68+GJr7Ozs5aRoamoK//zzNydPxpCQcBEAXZ6O7fu2syNyB0P6DmHh5IXsiNzBtEXTyM7JJvFOHjq9gXfcrNgaJyUKJk2aRMeOHSufBY1AUA54enoSHBwsv0+3xeXwjpsVMXfFxfKubnaqYUZrOyXb4goTecHBwQ9+f+p0cPo0ZNw7Y+Oh8dy+zav/fu3wYahZ8+ErHzsmzbh4AJmv398mqoCs1z0fLFxkZcF//wtt2z48HmNiYwMvvADCj/yR0Ol0LF68GJDsDvt59eOHkB/kz7OxYyfi6uqGwWBgzJgRsmjRop4Newe9gq116YSp7q62RI/oxJurDhJ7PZOkpETGjBnB2rXhuLq6ERQUzNSpX2IwGFi5aSWB/oGErA9Br9ezePFivvjiiyo7FHf9+vUEBQWRnJxMdk42i9cuJmR9CB4dPPDp6cOA3gNQqVTEX46XLSa1Oi1KcyU21ja4NXbDpYE0Ty36n2i+mfUN+w/vR68vtKx0dHQkJCSkzIaZF8z6Ael7i7lZ4ftMq9Xcs0y2tsiQLiOSoyvcroVFgWBSKE4ozZXFikgKlhEIBAKBQCAQCASCx6Vq/hIVPHXcuXMHf39/+XnXRpZEp2pl0aLokE3vEd7FhmzWrv2cbEPToEHDh+7r8uVLrF4dwrp1y0lPv4nBYGDFLyuI+jOK6V9MZ+28tQwbN4yb6TdJycwnJlVbzDZq2LBhnDp1qvJVdAsE5UBwcDC3bt1iwYIFGICtcTl0bWRJvWomslVTeVQ3t7VXUsfSVBYVAT755BOCg4Pvv+H8fJg6FaZNk+ZBPAY1gf/9+8VevR5rW/cj6yHCRebrntRd8hALrDFjjBZPqbC0hM8/h6++AtOyqfh+Wti+fTspKSkAdH6lMxZKCyIORADS55mf32gA1q9fIc+0sK+ueizRogBbaxW/De5ImyX7SclUs3//HtavX0H//kMZNuz/WLRoNunpN9l9YDefj/ocjw4e7Du4j+TkZMLDw/H29jbCkZc/Xbp0ITY2lrFjx7J8+XLy8vLQ6/XsO7iPfQf3oVAocHJ0okWTFjRt1BRrK2tsqtmgy9Nx9cZVfv/rd06dO0XClYR7tm1mZsbQoUOZOXNmmQ4xt7Kykh9nZWdRt07hEOjUVOk6KvrdJ/Z66UXZR+FUke0W7C8tLVV+zcbahqs3rsrPLS0tyyQOgUAgEAgEAoFA8OwghAtBpSAoKIgrV64A0iDumzn5sj1UnVp1WD13NZcuX5IH/4JUzTd27ET8/EajKoU1SoMGDfnqq+/47LMJLFv2IzNnTkSj0ZCYlMjggMHMDZ7L6rmrZQ/9y3fyqFfNhMa1zbhwK48rV64QFBRUpYaWCgTGomDWCyDbukVczKVxbTN8XqhGxMVc7mj0ZVbdXMPChK6NLYlJ1chCCUiixZw5c0qeQRMYCEVm51Q21I2bobOv/8BldA4NUDdyQ3Ux7oHLVQi5uRAcDDduwPz5FR1NpSYiIkJ+7NPTh007N8mV6r6+H6BSqdBqtUyfPkFeLtSr9WOLFgXYWks2Uz3WHQZgxoxg+vaV3pO+vh+waNFsdDodm3ZuwqenD/sO7gOkbsiqKlwA1KhRgyVLljBx4kRCQ0NZvHixLBwZDAYSriSQcCVBHir9MBwcHBg5ciT+/v7lMv/D1bVwFtDZ+LO89tJr8vN//vkbgIYNG1O9ug2ZmdJgdoPBYNR5XAaDgWMptwGwsamBs3MjAE6ejJGXcWvsxu9//S4/b9KkidH2LxAIBAKBQCAQCJ5NTCo6AIFgz549hIaGAmBhCu62So6lSgnJalbVWDpjKZcuX+KT4E9k0cLdvT179hxl1KjPSiVaFEWlUjFq1Gfs2XMUd/f2gOTR/PGEj0m4ksDSGUupZiV5VR9L0eJuZ4HF3ULikJAQ9uzZ8ySHLRBUWUxMTJg3b16x7oYLt/LYdjab1xuoaO9ggcndnFlBdfPIL0bSzqsdPYf2ZMnaJVy9cRVTE1NsqtlgamLK1RtXWbJ2CT2H9qRtz7aM/GIkkYciZdHCRAHtHSx4rYGKrXHZXLhVOPcmODiYuXPnYmJSwkfahQvw449ldj6MwcNsogp4WFdGhbNokXS+BSUSHR0NSCKg+4vuRB6KlP82aNBwAHbt2sr161L1em83O952fd4o++7uaktvNynZfu1aGrt3byu2X4CoP6No82Kbe+Kt6tjb2zNhwgQSExPZsmULH374Ie3atStms3Q/LCwsaNeuHR9++CFbtmwhISGBb775ptyGljdv3lyO8dTZUzRyaoTKQvreUyAcmJiY4O7+EoDUUZNww6gxRCXcICVT6pRzd39JvtcW7F9locKlgQunzp0CpHPWvHlzo8YgEAgEAoFAIBAInj1Ex4WgQjEYDAQEBMjP33Kxki2ZAD4f9TlqrZrAyYHk6yXbqD59fOXBpcbA1dWNsLAoAgKGERb2M/n6fAImBbBq7irGfzSeCbOlqteIC7l4ulgRfl6ypgkICCA2NtaoVY0CQVVBoVAwceJEXnnlFfz9/bly5QqafAg/n0ODGma809SKTI2BIylqMjSSd//jVDfXsDChnYMFNkoFx1K1HEku9FSvX78+S5cuffjMmePHoUjXRmXkUQWJzNc9eW55Je5oyM+HEyegceOKjqRSotVqOXlSmlPi7OiMykLF2YtnpefOjWQLnp9/Ximv80l7F6PG8HF7F7bGpcr76dXrPZycXHByciExUeqGUqlUONd3JuFKAidPnkSn0xntM7eiMTMzw9vbW+4i0Wq1xMbGcv78eXJzc9FoNFhYWGBpaUmTJk1o3rx5hR67UqmkZcuWHDt2jISkBNQaNU0bNeXE6RMkJFzk8uVLNGjQkPffH8KBA3sBmH8kHo+GdR+y5UdnwZF4+fH77w8BCucVgdRtoVarZUutli1bPjXXi0AgEAgEAoFAIKg4RMeFoEKJiorizJkzgDRo91pOPnc0UoKxY9uO9Ojcg/Hfj5c7Lfr08WX+/OVG/0Fsbm7OggUr8PZ+H5A6Lz6f9jleb3rxSttXALij0XM1J58GNSS978yZM+zfv9+ocQgEVQ1PT09OnTrF8OGFFduX7+QRFpfD4WQ1bewseLeZFS87WlDfxhTTh+h8ZiZQ38aUlx2l9dztlBxOUrMlLke2jwMYMWIEp06derhoAZCX9/BlKhCNU2O0To0eaVmtc2M0j7hshaHTPXyZZ5TY2Fi0WunzrEXTFlxMvCjPfGnZ0h2QupRiYv4CpNkWnZyfM2oMHs7PYV9dqtiPiflL7moq2L9aoyb+cjwtmrQAQKPREBsba9QYKhNKpZLWrVvj4+PDkCFDGDFiBEOGDMHHx4dWrVpVigR8mzZSB4zBYCDmnxg6v9JZ/tvq1SEAvP12b+rVswVga1wqO8+nGWXfO86lyUJXvXq2dOv2TrH9Anh08CD6n8LOnIJ4BQKBQCAQCAQCgeBJEMKFoEJZtGiR/LiNnZJjKVI1dTWrakwJmsK8ZfPkQdzu7u2ZMye0ZDuYJ8TExIS5c5fKtlEJVxKYt2we3wZ9W8QySkNbu0JbiaLxCwTPKjY2NixZsoSIiAiaNWsmv56lNRCVoGbzmRzO3dRRy9KUt1ws8XazondTK95pakWvu//v3dSKPm5WvNnQklqWppy7qWPzmRyiEtRkaQ3yNps1a8aePXtYvHgxNjY2jxagpyeYVd4Gw9tePqVbvme/MorECJiZQdeuFR1FpeX8+fPy46YuTYm7UDiv5MUXWwNw6dIFMjOlQcjt7GsavatPoVDQ1r4mABkZd0hIuAgUChcAcRfiaNqoqfz83LlzRo1BUDq6FnlPbdy+kb7d+2JuJgkq69evQK1Wo1QqGTdukrzc8PDjpGWpn2i/aVlqRmw/Lj8fN24SSqUStVrN+vUrAKnwo2/3vmzcvlFeztOzklvaCQQCgUAgEAgEgiqBEC4EFUZycjJbt24FoLpSQYbGgP5ufnKg90Bu3r7Jqs2rAMkv2Zj2UCVhbm7OnDmhWFhYALBy00pu3b7FQO+BAOgNkKE1YK2UEklhYWHykE+B4FnH09OT2NhYIiMj6du3L6ampvLfbuXqOXlVy+6LuYTF5bD1bA7bzubw693/bz2bw5a4HHZfzOXkVS23cgutnUxNTenbty+RkZHExsY+WpdFUWrXhhkzjHWYRkXduBm33/Et1Tq3e/uibtzs4QtWBDNnQq1aFR1FpSUnJ0d+bF3NmoysDPm5nZ09AJcvX5Jfa173EcW5UtKiyHYL9mdrWzizISMrA2sra/l5bm6hhaOg/PHy8sLeXro+Ig9FotFq6PqGJGbcunWDZcukGT6+vh/QqZMkGqRkqnlz1cHHFi/SsqT1C2ZbeHh0xdf3AwCWLl1IevpNALq90Q2NVkPUn1GANLzcy8vr8Q5UIBAIBAKBQCAQCIoghAtBhREaGkp+vjS3op29BUdSpB/HJiYm9PPqx8pfVmIwSErG2LETcXV1K5e4XF3dCAqShg4bDAZWblpJP69+cqfH0WQN7ewlYSM/P5+QkJAStyUQPGsoFAo8PDz45ZdfSExMZOLEiXTo0AFLS8tSbcfS0pIOHTowceJEEhMT+eWXX/Dw8Hj86vPAQJg9u9J0XuTVqkN6L18uz18LZqUUZM3MuTx/Lem9fMmrWbtsAiwtZmbwww9QZGaR4F4KbKIAzM3M0eUV2moplRb3LFNNWSj+GRMr88LtajSaYvsHyS7RvMh1WbCMoGIwMzNj5MiRgGQltiF8A0PeGyLfD2fOnMj583EoFAp++GEJjo5OAMRez6TNkv2lto3aeT6NNkv2E3s9EwBHRydmz16MQqHg/PkzzJoldXYoFAqG9B3ChvANsuXYyJEjMask91mBQCAQCAQCgUBQtRG/LAQVxu7du+XHtSxN5AG+nV/pjIXSgogDEQDUrv0cfn6jyzW2YcP+j0WLZpOefpPdB3bz+ajP8ejgwb6D+7ij0VPbslDzi4iIIDg4uFzjEwiqAg4ODgQHBxMcHExeXh5xcXFER0cTHR1NamoqarVaHoSrUqmws7OjTZs2tGnTBjc3N+Mnv8aMgddeA19fuHixVKvmV69B2phJ5LY0gne7iSn5NWrBE1gAGSytuBYYzLWACZjeSQd9/hOHZXkyGtsfgjHNvFO6FRs1gvXroV27J47haUepLLQa1OXpiokDWq3mnmWytU/+73o/cnSF2y3oMCzYP4DSXFlMVClYRlBx+Pv7M3nyZPLz81kTtoZ+Xv0Y/O5gVm5aiUajITDQn7CwKGxt7dm4cTc+Pt1ISkokJVNNj3WH6e1mx8ftXfBwfu6+ArDBYCAq4QYLjsTLMy1AEi02btyNra09Op2OwMDhspA1pO8QateszZqwNYAksPj7+5fPCREIBAKBQCAQCARPPUK4EFQIeXl5nDhxAoA6liYkZxQmUXx6+rBp5yY5aeLr+wEqlapc41OpVPj6fsCiRbPR6XRs2rkJn54+7Du4D4DkzHxqW5pwK1fP8ePHycvLExWGAsEDMDMzo0WLFrRo0YIhQ4ZUXCDt2kFMDIweDWvWPPJqppl3sJ8yhpuDR3Nz4IdgWjaV8KVGoSD/Sbsu8vOos+Yn6qxahEKvf/jyRRk0CH78EapXf7IYnhGsrKzkx1nZWdStU1d+npoq2Q42aNBQfi32eqGVlDE5VWS7BftLSytMVttY23D1xlX5eWk7pgTGx97eHj8/P0JCQsjOyebrWV+zcPJC9h/eT2JSIjExRwgIGMaCBStwdm7Er78eYMyYEezfvweQBnZvjUvFvrqKtvY1aVHXBitzU3J0+Zy6nsGxlNuyLVQBnTp58sMPS7C1tUev1xMQMIyYmCMAONd35lO/Txn9zWiyc7IBGDp0KHZ2dggEAoFAIBAIBAKBMRBWUYIK4cyZM7JntqONGUmZeYBkO+D+ojuRhyLlZQcNGl4hMRbdb9SfUbR5sbDSOjkjD0cbSajIzc0lLi7unvUFAkElxcYGVq+GVavA2vrhy99Fodfz3IoF1B8zBLNrqQ9foQpgdi2V+mM+4LkVC0snWlhbS+dv1SohWpQCV1dX+fHZ+LO4NS60QPznn78BaNiwMdWrSzMojqbcli0TjYXBYOBYym0AbGxq4OzcCICTJ2PkZdwau3H24ln5eZMmTYwag+DxmDFjBg4ODgAcOnaIHZE7mP7FdJTmUpdOWNjPfPLJUHQ6Hba29qxdG86sWYupV89W3kZKpppfz6bx3R/n+DrqDN/9cY5fz6YVEy3q1bNl1qzFrF0bLndafPzxB4SF/QxIHTnTPp9G+G/hHDp2CABHR0dmzpxZXqdCIBAIBAKBQCAQPAMI4UJQIURHR8uP7aqbkpopdVw4OzqjslDJCRNn50bFqk/LEycnF5ycXACIuxCHSqXCub4zAKlZ+dhbF1ZcFz0egUBQRRg0SOq+aFM6+yerk8dw9u+N9f/2llFg5YP173tw9u+N1cljpVuxbVv4+2/p/AlKRfPmzWUrqFNnT9HIqREqC6mjsEA4MDExwd39JUBKMu9PuGHUGKISbshJanf3l+T5TQX7V1mocGngwqlzpwDJJqp58+ZGjUHweNSsWbPYXK1pi6ahUqqYGzwXUxPpO8mWLevx9vaQZ1707z+UI0cu8NNPa+nUyVMWxf6NjU0NOnXy5Kef1nLkyAX69x96d6ZFHN7eHrJoYWpiytzguaiUKqb/d7q8fkhICDVq1CjDoxcIBAKBQCAQCATPGkK4EFQIMTGFlZ1WZibk3y0obdG0BRcTL6LWSEmVli3dKyI8mYL9qzVq4i/H06JJCwDy9GBlXugRLYQLgaCK4uoKhw5BUFCpVjPNvIPDhI+pN2cSCo364StUIhQaNc/PmYhD8Celn2cxdiwcPAiNG5dNcE85SqWSli1bApCQlIBao6Zpo6bS84SLXL58CYD33y+0U5t/JN6oMSwosr2C/SQmxpOYKL3u1tgNtVpNwpUEAFq2bIm5eSkHyAvKjLfffpuhQ4cCkJ2TzbBxw3Cu78z8SfPlzouYmCN4erbjxx9noVarUSqV9Or1HuvWbefMmWv88Ucs69ZtZ/nyzaxbt50//ojl9OmrrFu3nV693kOpVKJWq/nxx1l4eraT7aGU5koWTF6Ac31nho0bJltE+fn50a1bt4o5IQKBQCAQCAQCgeCpRQgXggohJSVFfqwvYoPR1KUpcRcKbZdefLF1ucb1b4oKJ3EX4uQEE4C+iHtHaurTYRsjEDyTKJUwcybs3g316pVq1Vq/rsfpw/dQXjpXRsEZF+Wlczh9+B41f/25dCs+/zxERMCMGdL5Ejw2be52+BgMBmL+iaHzK53lv61eLVXTv/12b9neZ2tcKjvPpxll3zvOpcmDl+vVs6Vbt3eK7RfAo4MH0f8UivFtStmRJCh75s+fz8svvwzAzfSbDAoYhIOtA6vmrsLJ0QkAjUbD1Klf0qZNQ7799gtZmDIxMcHFxZVOnTzp2tWLTp08cXFxlTtvEhPj+fbbL2jTpiFTp34pD+J2ru/MqrmrsHvejkEBg7iZfhOADh06MH/+/PI+BQKBQCAQCAQCgeAZQAgXggpBrS6sUC7q3m1dzZqMrMKhoXZ29uUY1b3Y2hYOmczIysDaqtAPv2jcRY9HIBBUUbp2hZMnpf+XAouE8zh9+B41fv0ZjDyPwGgYDNTcJoksFgnnS7du165w4gR4epZNbM8YXYtcXxu3b6Rv976Ym0kdDevXr5Ar5MeNmyQvNzz8OGlZT/Y5k5alZsT24/LzceMmyZX169evAMDc3Jy+3fuycftGeTlP8e9e6bC2tmbnzp20atUKkMSLAZ8O4Fz8OcKWhPHBex+gUEhdoenpN1m0aDYdOrjRoYMbI0f258cfZ7F581rCwzexefNafvxxFiNH9peXWbRoNul3hQmFQsEH731A2JIwzsWfY+CnA2XRolWrVuzYsYNq1apVyHkQCAQCgUAgEAgETzdmFR2A4NlEq9XKj4um+czNzMlR58jPlUqLcozqXoruX6vTYlOt0Bu6aNwFFYkCgaCK8/zzsHMnzJkDX3wBOt0jrWai1WA7ZyLVjh0kLWgKepuaZRtnKTDJuI3tzK+p/sdvpVvR3By+/x4CA8FE1DkYCy8vL+zt7UlJSSHyUCRf/t+XdH2jK9v3befWrRssW/Yjo0Z9hq/vB2zfvpn9+/eQkqnmzVUH+W1wR2ytVaXeZ1qWtH7BbAsPj674+n4AwNKlC+Ukdbc3uqHRaoj6MwoABwcHvLy8jHPgAqNSq1YtIiMj6d69O4cPHyY7J5sJsycQcSCCKUFT6NmlJys3rWT3gd3o7t7HCizBwsM3PXT75ubmdHujG0P6DqF2zdqM/ma0PIgbpE6LHTt2UKtWrTI7RoFAIBAIBAKBQPBsIzIRggpBWcRqRFHkdV2eTq48BdBqK1YQKLp/pbkSXV5hErNo3BYWFSuwCAQCI2JiAp99Js2+KOUsh+r/24uzf28sTxwto+BKh+WJozj79y69aNG4Mfz5p3QehGhhVMzMzBg5ciQAer2eDeEbGPLeELlCfubMifJg5R9+WILjXeuf2OuZtFmyv9S2UTvPp9FmyX5ir2cC4OjoxOzZi+8OXj7DrFlSZ4dCoWBI3yFsCN+AXq8HYOTIkZiZiRqXykqtWrXYu3cvfn5+8msHjx3Ey8+Lvf/bS6B/IPs37CfQP5BWzVvJg+BLQmWholXzVsXW2/u/vXj5eRUTLfz8/Ni7d68QLQQCgUAgEAgEAkGZIn6NCioElarwx3NRASArO4u6derKz1NTU6hI0tIKZ1fYWNtw9cZV+XnRuIsej0AgeEpo2xZiYuD//g9WrXrk1cyvp1F/zBBuDvqIm4M+AtMK+KjNz6POqkXUWfMTirtJ6EdmyBBYsACqVy+b2AT4+/szefJk8vPzWRO2hn5e/Rj87mBWblqJRqMhMNCfsLAobG3t2bhxNz4+3UhKSiQlU02PdYfp7WbHx+1d8HB+ThY8imIwGIhKuMGCI/HyTAuQRIuNG3dja2uPTqcjMHC43DFYUFm/JmwNIAks/v7+5XNCBI+NtbU1S5cupW/fvgwfPpzk5GSyc7JZvHYxIetD8OjggU9PHwb0HoBKpSL+cjxxF+LIyMpAq9OiNFdiY22DW2M3XBq4oFarif4nmm9mfcP+w/tlEQvA0dGRkJAQMYhbIBAIBAKBQCAQlAtCuBBUCPb2hbMrTIokXc7Gn+W1l16Tn//zz9/lGte/OXkyRn7s1tiN3//6XX5uUiRXZGdnh0AgeAqpXh1WroS33kL/4YeYZGc/0moKvZ7nVv6I1d9/kfrlDPKeL795PWZXU7CbOharIgOWHwlra/jpJxgwoGwCE8jY29vj5+dHSEgI2TnZfD3raxZOXsj+w/tJTEokJuYIAQHDWLBgBc7Ojfj11wOMGTOC/fv3ANLA7q1xqdhXV9HWviYt6tpgZW5Kji6fU9czOJZyW7aFKqBTJ09++GEJtrb26PV6AgKGERNzBJAGL3/q9ymjvxlNdo50jQ8dOlR8tlUh3n77bWJjYxk7dizLly8nLy8PvV7PvoP72HdwHwqFAidHJ1o0aUHTRk2xtrLGppoNujwdV29c5fe/fufUuVMkXEm4Z9tmZmYMHTqUmTNnUqNGjfI/OIFAIBAIBAKBQPBMIoQLQYXg7u4uP87J02OqgHwDnDp7ikZOjVBZqFBr1MWEg4qgYP8qCxUuDVw4de4UAGYmkKMrnHLRpk2bColPIBCUEwMHku7qysWXX6Z9KVazOnkMZ//eJM0IRd2sZZmFV4DqzEkcx/ljmpVRuhXbtYP166FRo7IJTHAPM2bMYOfOnSQnJ3Po2CF2RO5g+hfTGRwwGK1OS1jYzygUCubMCcXW1p61a8NZv34FM2YEc+2aZBeVkqnm17Np/Hq2ZPuoevVsGTduEr6+0sBmnU5HQMAwwsJ+BiQbxGmfTyP8t3DZDsjR0ZGZM2eW/UkQGJUaNWqwZMkSJk6cSGhoKIsXLyYlRepcNRgMJFxJIOFKAtv3bX+k7Tk4ODBy5Ej8/f2FiCUQCAQCgUAgEAjKHWFcLagQiib6UzPzsatuCkBCUgJqjZqmjZpKzxMucvnypQqJsWCIJUjdFmq1Wq5EtLM2JSUrX15WCBcCwdOP3sWFV4HppVzPNCsDhy9GYlrEaq4sML1xVdpPaUWL8ePhjz+EaFHO1KxZk5CQEPn5tEXTUClVzA2ei6mJ9Jm4Zct6vL095JkX/fsP5ciRC/z001o6dfKkenWb+27bxqYGnTp58tNPazly5AL9+w+9O9MiDm9vD1m0MDUxZW7wXFRKFdP/W3hlh4SEiMr6Koy9vT0TJkwgMTGRLVu28OGHH9KuXbti88VKonXr1nz44Yds2bKFhIQEvvnmGyFaCAQCgUAgEAgEggpBdFwIKoRmzZphaWlJbm4uSRl5uNY2JykjH4PBQMw/MXR+pTMnTp8AYPXqEL766rtyj3H16sKEkkcHD6KL2K442Jhx7qY0qNvS0hI3N7dyj08gEJQ/OuBzYB+wCrB9xPXM7qRjE7mTdJ+hZRabTeQOzO6kP/LyhuefR7F6Nbz1VpnFJHgwb7/9NkOHDmX58uVk52QzbNwwVs9dzfxJ8wmcHIhWpyUm5gienu0ICgpm2LD/Q6VS0avXe/Tq9R56vV4W+DUaDRYWFjRo0BBn50aYFBmqrlarWbp0IbNmTZJnWijNlcwNnotzfWcGBQySLaL8/PzEDIOnBDMzM7y9vfH29gZAq9USGxvL+fPnyc3N5caNGwQFBRVbJyIigrp1695vcwKBQCAQCAQCgUBQroiOC0GFYGZmxn/+8x8AbubqcbAxlf+2cftG+nbvi7mZOQDr169ArVbfdztlhVqtZv36FQCYm5vTt3tfNm7fKP/dobopt3KlgZWtWrXCzExogALBs8ReoCWg7dz5kddRnT1VZvFI24995GV3Aq/Z2LDHYHjosoKyZf78+bz88ssA3Ey/yaCAQTjYOrBq7iqcHJ0A0Gg0TJ36JW3aNOTbb7+QuwFNTExwcXGlUydPunb1olMnT1xcXGXRIjExnm+//YI2bRoydeqXsmjhXN+ZVXNXYfe8HYMCBnEz/SYAHTp0YP78+eV9CgTlhFKppHXr1vj4+DBkyBAGDx5c0SEJBAKBQCAQCAQCQYkI4UJQYRSt6EzP1WNjIU27jjwUiUaroesbXQG4desGy5b9WK6xLV26kPS7iZxub3RDo9UQ9WcUADUsTGTRAqBr167lGptAIKgcXAfurFsHP/wA5uYPXT6v9nNlGs+jbF8LBAA9gYPnz9O1a1dGjBhBRkYp7aUERsPa2pqdO3fSqlUrQBIvBnw6gHPx5whbEsYH70mzKQDS02+yaNFsOnRwo0MHN0aO7M+PP85i8+a1hIdvYvPmtfz44yxGjuwvL7No0Wz580yhUPDBex8QtiSMc/HnGPjpQFm0aNWqFTt27KBatWoVch4EAoFAIBAIBAKBQCAoiigTF1QY/v7+TJkyhfz8fI6maHjJQcVvl3LR6/VsCN/AkPeGsCNyBwaDgZkzJ/LWWz1wdS17S6bz588wa9YkQEryDOk7hA3hG9DrJbGinYMFh5OkDhBTU1OGDx9e5jEJBIJKiokJBAZCZiYEBz9wUfULrco0FHWz/zx0mfU1zbhiq6RBqpbEO3mANM9g9+7dhIaG4unpWaYxCu5PrVq1iIyMpHv37hw+fJjsnGwmzJ5AxIEIpgRNoWeXnqzctJLdB3aj00k2hQVzmMLDNz10++bm5nR7oxtD+g6hds3ajP5mtDyIG6ROix07dlCrVq0yO8aqTFGLpZycHLRaLUqlEisrK1xdXWnevPkjzY8QCAQCgUAgEAgEAsGjI4QLQYXh4OBA79692bx5M5laAzYWCkwUoDfAmrA19PPqx+B3B7Ny00o0Gg2Bgf6EhUVh/giVzY+LTqcjMHC4bKdRkORZE7YGABMF2CgVZGklexVvb2/s7e3LLB6BQFBF2LfvgX/WKy3Ievn1Mg0h6+XX0ZsrMdFpS1zG6XYeW+/k0dbeghfrKdkbn4MmH65cuULXrl0JDg4mODhYrvAXlB+1atVi7969jBw5knXr1gFw8NhBvPy8GOg9kED/QD4f9Tmbdm4i6s8o4i7EodaUbKOoslDh1tgNjw4e9O3eF41Ww4bwDawJWyPPswBppsX8+fNFp0UR8vLyCA8PJyIigujoaE6ePIlWW/L7SqlU0rJlS9q0aUPXrl3x8vISFpICgUAgEAgEAoFA8ISIX1WCCmXUqFFs3rwZgOhULW3tLTiSrCE7J5uvZ33NwskL2X94P4lJicTEHCEgYBgLFqwoNnTUWOj1egIChhETcwSQPMA/9fuU0d+MlpM8be0tOJZamLwYNWqU0eMQCARVjKtX4X//e+Ai2e1exWBZtolhg5U12e1epfqhyBKXeQ2oY4AjyRpqWJjwTtNqxKRpuHBL6r6YNGkSt27dYu7cuWVynxU8GGtra+bOnSsLFwDZOdksXruYkPUheHTwwKenDwN6D0ClUhF/OZ64C3FkZGWg1WlRmiuxsf5/9u48Lqq6e+D4ZwaYGRZxJxYVRBHMJUPNdkULNHcjzUzN/cl+mabZZqHtuaKmlYBrrmmoqImW4FMaqfC4izsom7uyzgww8/tj5AKJKAqidt6vV69m7tz7vd97EWbmnnvOccSnoQ+e9TzR6/XEHojlk6mfEB0TrWQOAtSpU4eQkBBpxF1ESkoKISEhzJs3j5SUlNvezmg0smfPHvbs2cOPP/6Im5sbw4cPZ+jQoXJzgxBCCCGEEELcIQlciErl5+dH48aNOXLkCInX8mjmpKGqVs01g4mde3aycdtGvv3wWwaMHoAx10h4+ApUKhUzZoSWa+ZFbm4uo0cPITx8BQAaGw3ffPANEb9FKOU0qmrVPGJnxa5kSzZG48aNadeuXbnNQQjxgFq7Fm7R5Dqz7b3phZPZNqDUwIUV0Eej4TujkWsGE6sOZ9HaVUNAA1siT+YAMHv2bFQqFcHBwZJ5cR8xmUz8vuN3ft/xOyqVCvc67jRt1BTvBt442DngaO9Ibl4u5y6e479//5eDxw6ScDbhhnGsra0ZNGgQU6ZMoWrVqvf+QO5DV69eZfz48cyfP5/8/Pxir6lUKjzqeNDUuynent442DtgY21Dbl4uGVkZHD15lEPHDpGQlID5+t+B5ORkgoKC+Pzzzxk0aBCTJ0+mWrVqlXBkQgghhBBCCPHgksCFqFQFF8cKGlxvPZVNd297Vh22ZDh8M/cbls5cSnBQMG9/+jb5pnx++WU5CQknmTEjtFx6Xhw/Hs+YMUOVTAsrtRXBQcHoNDq+/f5bZb2Ahrasiy8srzFz5ky5qCeEgOtZYzdjtrYh86l292QqmU/7Yba2QZWXe9N1Jvk0J06jUYKyu1OMuFe1poePHeviszEDs2bNonr16kycOPGezFuUbvz48fz0009KFoDZbCbhbAIJZxPY8PuG2xrDzc2NESNGMHToUFxcXCpyug+UX3/9lWHDhpGcnKwsU6vVtH+6Pb279Ma3mS86rY6TiSeV7JZsfTY21jY41XTi+TbP08C9AXqDnrgDcayMWEnUX1GYTCby8vIICQlh06ZNhISE0KlTp0o8UiGEEEIIIYR4sEjgQlQ6f39/hg4dSmhoKIZ8iEsz0spFw55UI1nZWQwZP4QlwUuYNWkWYz4bgzHXSFzcLvz9WzNuXBBDhvwfOp2uzPvV6/WEhX3H1KmTlJ4WGhsNwUHBeNT1oP/o/kVKRGmISzVguH4j5rBhw3jxxRfL7RwIIR5MqsuXYdvNMxwAslo+hcnB8Z7Mx+TgSJbvkzjsunnpKscDsXy/Yhvrd//JN3O/ISs7i8RreeSazHT3sWNtfDZgKRv1zDPPyN+6+8C4ceP48ssviYiIYMuWLcTGxrJv375S+y5otVql74K/v7/0XfiHzMxMRo0axYIFC5Rl9nb29O/Vnz5d+6Cx0bB602rmLJ7D0ZNHb9lPxLuBN+2fbs9nYz+7oZ9IcnIyL730EoMHD2bmzJk4ODjci0MUQgghhBBCiAeafIMV94Vp06YRGRnJ2bNnOXE5l4AGttSras2Za3lcunKJ/qP7EzY5jMXBi3n/6/dJTErEYDDw5ZcfMXfuNPr2fYP+/Yfh7u55y30lJp5iyZIQli9fyJUrl5TlHnU9+OaDb9BqtPQf3Z9L119zr2pNTVsr9qRYLhDVq1ePqVOnVsyJEEI8UDSRkfCP0jL/lPmc/+0PaDZjHxNNtbXLsL5yibzqNbna4zWynmwHt5nhlfm8f6mBC2uzmcX/CaT1F3NYOnMpQ8YP4dKVS6Rk5BOXaixWNmrIkCEcPHgQR8d7E3gRN2dtbU3Pnj3p2bMnYOmrcOjQIY4fP05OTg4GgwGtVoutrS2NGjWiSZMm5VpS8WFy5coVXnrpJWJiYpRlz7R6hs/Hfc6lq5eYNm8akdsjyS0lc6kovUHPvsP72Hd4H98t/I6AtgEMfGUgfbr2YcLUCUp20/z58zly5AgbN26kevXqFXJsQgghhBBCCPGwkMCFuC84OjoSGhqqlIyKPJlDDx878kxmUjLyuXTlEv3e6cf7b75P+LxwZi2YxaLVizCbzVy5com5c6cxd+403N09ad7cl+bNfXF2dkGj0WI0GkhLS2X//jj2748jMfFUsX2rVCoGBg7kncHvEPFbBN9+/62SaeFaxYrHnTWsPZqtrB8aGioX8YQQAGg3lF6mx6y2IvPZDrc1ltW1KzhP/giHnVHFljvs+oPMp/1IG/8V+VVvfbEz85kOmKcHoSrSiPmf2l65RODoAQQHBbMkeIkSrD1zLQ8nezUNa1hz4nIeZ8+eZdy4ccybN++2jkHcOxqNhscff5zHH3+8sqfyQLly5Qp+fn7s27cPsGRZfDDyAzq378zM+TNZvGax0quigIdHA5o396VZs8dxcXFVPlukpqZw4MD/2L8/joSEkwDk5uWy4fcNbNy2kYGBA/nus+/YuG2jkt30119/0b59e7Zt2ybBCyGEEEIIIYQohQQuxH3D39+foKAgJk2aBMC6+Gy6+9gRl2rkzLU8srKz+HTap0Ruj+TzcZ/TpUMXFq1exObtm8nNtdwVmZh4isTEU0RErL7l/mxsbOjYtiMDAwdSo1oN3vrkLeWuSLBkWjzuomFdfGHQIigoSMqmCCEAqAJotm8vdZ3sx1rfVrDB9n8xuHw1HpuL50t83WFnFO5Du5P60WRyHn+y1LHyq9Ug+7HW2P/v75uu4w9oc428/enbzP5sNmGTw+j3Tj+ysrPYk2KkdxN7zl7Lw5APISEhBAYG4u9fhswRIe5DmZmZvPTSS0rQomb1moRNDkNv1NNzeE8SkxKVdWvUqKVkc9arV/+WY585c5olS0JYtmwBV65cwmw2s/DnhUT9FcW3H35bLLtp7969vPTSS2zdulXKRgkhhBBCCCHETagrewJCFBUUFMTbb78NgBlYG59N41o2tHLVKOvs2LODroO7svWPrYwZOoboldGMGTqGFk1aoNOW3utCp9XRokmLYttt/WMrXQd3LRa0aOWqwaeWDWuvN6oFGDVqFEFBQeV9yEKIB1QXQFVKjwGAzLYBpQ+Sl0ut0BnUHTvopkGLAjYXz1N37CBqhQXDLUrYZD5f+n61QGcg35TP6Emj0Rv1vP/m+8rrkSdy8Pe0U56PHj36hrvQhXjQjBo1SikPVbN6TZYELyE5LZkBowcoQQutVsuECV+zZ88pPv74KyVoYTKZOHnyGFFRkURGRhAVFcmpU8cxXc9sqlevPh9//BWxsaeZMOFrtFotAIlJiQwYPYCUcyksCV5Czeo1AYiJieGdd96516dACCGEEEIIIR4YknEh7isqlYrg4GAAZs+eDVjKRjWsYU3vR+2JPJnDNYOJrOwsflz6IyHLQ/B7yo/eXXrTr0c/dDodp86cIv5EPOmZ6RhzjWhsNDg6OOLT0AfPep7o9XpiD8TyydRPiI6JVi46AFTVqgloaEtcqkHpaQGWix0zZsxAdZs15oUQD7+Xb/G6WaUi47kXbvq6TWoSLl+Mxfbwvtvep8pspuZPP2D3vxhSJkwlz7lOietlPPcCTrM+R1VKsGGUax1WpCRhzDXywTcfED4vnM3bN7Nzz06uGUycy85Xeg0dOXKE6Oho/Pz8bnuuQtxPfv31V6URt72dPWGTwzh95jSjgkaRb7L0qfH1fYIZM0Lx8vIBLH1Efv11LStWLCIu7m8yMtJvGLdKFUd8fdvw6qsD6dSpBzqdjpEjx/Lii50ZM2YocXG7MN4ku2n+/Pm88sordOzY8d6dCCGEEEIIIYR4QEjGhbjvqNVqZs6cWSy74cTlPNYdzeL5ejqecNOivh4/MJlM/L7jd0Z8OILWXVvTZVAX5i2dx7mL57BSW+Fo74iV2opzF88xb+k8ugzqQqsurRjx4Qi27dymBC3UKnjCTctz9XSsjc/ixOU8Zd9BQUEEBwejVsuvixDCwg7odIt1cpr6kl+jdomvVdm2CfdhPcoUtCjK9tBePIb2pErUryW+nl/TiZwmpfc+aHPlMk8/1hKAhLMJzJw/ky/GfYG9nT0Ae1IMtHIpzHabO3fuHc1ViMp29epVhg0bpjz/YOQH6I16xnw2Rgla9OrVl/DwKLy8fDCbzSxbtoAnnmjIm2++zvbtW0sMWgBkZKSzfftW3nzzdZ54oiHLli3AbDbj5eVDeHgUPXu+Ctw8u2nYsGFcu3atAo9eCCGEEEIIIR5MknEh7ksqlYqJEyfy9NNPM3ToUM6ePYshHyKOZ1OvqjXdve3IMJjZlaIn3WC5o9hsNpNwNoGEswls+L30hrkFqmrVtHbT4qhRsSfVyK5kg/Ja3bp1CQsLk54WQogbdMISvChN5vM39oRQ5WTjNPtLqv265q7nYJWVgetnY7i6Zwfn/+8jzLbFZ5T5vD92B+Nuur06J5uQl1/DN/4gBoOBRasX0aVDF17v+To/Lv0RkxnSjWYcNCoyjWbCw8NJSUnB1dX1rucuxL00fvx4kpOTAXim1TN0bt+ZnsN7Ysy1ZFb26tWXWbMWoFarSUtL4d13hxMdvaXYGK5VdLR2rUaT2o7Ya6zIMuZz6EI6u1OukpKhB+D8+TTGjRvBhg1rmD59Hs7OrsyevRCA8PAVJWY3JSUl8d577zFv3rx7d0KEEEIIIYQQ4gEgt5CL+5q/vz8HDx4sdqfkmWt5hMdnE5Osp6WLlpcb2/FkHS11Ha2wukUlJ2s11HW04sk6lu18XTTEJOn5JT6bM9cKsyyGDx/OwYMHJWghhCjRrcpEAWQ8V/zvh/bEEdxHvFwuQYuiqm1ajfuIl9GeOFLq/ktSP24X48ZZstvMZjOLVi+iT9c+SobZ7mQDrV0ttfrz8/MJCQkp17kLUdFSUlKYP38+YCkR9fm4z5k5f6bS06KgPJRareb06RN07fp8saBFDx8Xtg14hqQxAax99Um+7PAoHz3nzZcdHmXtq0+SNCaAbQOeoYePi7JNdPQWunVrS0LCSdRqNcHBYfj6PgGUnN20YMECUlNT79UpEUIIIYQQQogHggQuxH3P0dGRefPmERkZSePGjZXlmUYzUQl61hzJ5tilXKrbWvGipy09fezo4W1Hd287ul3/fw9vO3r52PFCfVuq21px7FIua45kE5WgJ9NYWAO+cePGbNmyhR9//BFHR8fKOFwhxH1Oi6Uxd2lyfJqT98j1zASzmWprFlNvZG+0Z09XzJzOnqbeyN5UW7MYrve1yHN2I8enWenb/baJIa8Po/r1hsGbt29Gq9Hi95Sll8U1g4katoUfFSIjIytk/kJUlNDQUPLzLeWgXu/5OpeuXmLxmsWApRH3jBmh2NjYkJaWQu/eHUlOPgNYMiw2vvYk4X3a4Fe/9k17XKlUKvzq1ya8Txs2vvYkrlV0ACQlJdK7d0fS0lKwsbFhxoxQpWH3otWLuHz1Mq/3fB2AvLw8QkNDK/Q8CCGEEEIIIcSDRgIX4oHh7+/PoUOH2LZtG4GBgVhZWSmvXc4xsf+ckc0ncwiPz2bt0WzWHc1m/fX/rz2azS/x2Ww+mcP+c0Yu5xQ25LaysiIwMJBt27Zx6NAhybIQQpTqRaDKLdYpKBNldfUybh/9h0e++wp1bu5t78Os0fKTTofh1qsq1Lm5PPLdV7h9/CZWVy8Xm8dNt8nMoOquP+nb9w0AcnNzWb1pNb279FbWSc7IV4IXe/fuJS8vr6ShhLjv5Obm8uOPPwKW/ll9uvZh0c+LMF8P7r333kSlp8W77w5XghZNnRyJHd6Ol7ycy7S/l7yciR3ejia1LX8hkpISeffd4UrPi9Kym3788Uf53RJCCCGEEEKIIiRwIR4oKpUKPz8/fv75ZxITE5k4cSJPPfUUtra2ZRrH1taWp556iokTJ5KYmMjPP/+Mn5/fTe+oFEKIArdVJup5f+xi/8JjaHccYraXafy8ht6sfu9T+uv1PAEkaaxuuU1RDn9F4zG0O3ZxMWTcInABoNsYTv/+heX4ov6KomWzlsrz5PQ86jhaWmLl5OQQHx9fpvkIUVm2bNlCSkoKAO2fbo9WoyVyuyVrqEaNWgwe/BYAy5cvVMpDuVbRsbX/0zg76O5on84OOn4b8IySeREdvYXlyxcCMGTI/900uyk5OZmIiIg7O1AhhBBCCCGEeAhJ4EI8sNzc3AgKCmLnzp2kp6dz4MABFi5cyNtvv01gYCBdunThxRdfpEuXLgQGBvL222+zcOFCDhw4QHp6Ojt37iQoKAg3N7fKPhQhxAPCBuh+i3UMHl5U3bSaOu8NxvrShTKNn91vCBc3xzDnz2gA9gMnX24Nj7uXaRzrSxeoM24QVTetweDesNR1dVsicHeti7u7JwDxJ+LR6XR41PUAIDUzH1eHwuBJbGxsmeYiRGWJiopSHvfu0pvVm1aTm2fJfOrb9w10Oh1Go5Fvv/1UWS+06+N3HLQo4OygI6RrC+X55MlBGI1GdDpdqdlNW7ZsQQghhBBCCCGEhXVlT0CI8mBtbU3Tpk1p2rQpAwcOrOzpCCEeUn5A9Vuso0k8Qc2E42Ua9yrwY6snGTDle0wmE3FxfwOWu7+f93oEGjlDAyeI+B8Ybq+cjMpspuayeZhvkUmmvnoFzY5omjf3JTHxFHqDnlNnTtG0UVMSziaQZwI7m8IxYmNj5e+seCDs378fsGRr+jbzZc7iOcprBVlGv/66lgsXzgGWRtydvB4pl32/5OVMDx8X1sancv58Gps3r6Nbt1fo338Yc+dOAyzZTf169FO2kaCgEEIIIYQQQhSSjAshhBDiNt1OmSjV9fr5t2sH8BiQEdANgNOnT5CRkQ5Aa9dqhSXsmrjBf/ygTo0yjX8789FtCqd5c1/lefyJeLwbeCvPTUWGSE1NLdP+hagshw8fBsCjjgc6rY6jJ49anns0oF69+gCsWLFIWX/UE57luv+3i4xXsB93d8+bZjft37+f3DL0whFCCCGEEEKIh5kELoQQQojbkZ9Pj3IczgxEtX6WtsAZwMXFFYAzZ04r6zSp7Vh8o2r2MOhZeK5ROc4EdJvX4+JUeKd5emY6DnYOxeZaQK/Xl+u+hagoRqMRgKbeTTmZeBK9wfJvtyBI98/spnYetcp1/34etZReF3Fxf2MymYrtv2h2E4DBYODQoUPlOgchhBBCCCGEeFBJqSghhBDiNtjExFCtnMZKAqL7DOFAjZrk7/4TAI1GCxRebAWwL6kxt1oN7R8Fz9rwSyxk3H0gwerieeqdSVCeG3ONONoXBk2KBi4MBsNd70+Ie8nb05v4E4VN5Zs1exwoJbupnKhUKlq5VmP90TTS06+RkHAST08vmjf3JSJiNVCY3bTh9w0AHDt2jBYtWpTrPIQQ4kFlNBrJzMwkKysLo9GoBICFEEIIcX9Qq9VoNBrs7e1xcHBAo9GU6/gSuBBCCCFugzYiolzGWQsMAUa51sUmr7AsjNFoCQgUfaPPMubffCCP2pbSUev/B0fT7npe7rt3Ko81NhqliTFA0cu5Wq32rvclxL3kYO9Aema68vy2spvKSdPajqy//vt55sxpPD29cHZ2UV7/Z3ZTTk5OhcxDCCEeJGazmYsXL3Lx4sXKnooQQgghbqHgRoNz585Ru3ZtatasWW43hUngQgghhLgVkwnNxo13NYQeWORkw3/OWwICmVmZ1K5ZW3k9NTUFQKm9D3DoQjqlstNCnzaw+zRsOQj5d34nokfcblRYsiscHRw5d/Gc8lrRjxw6ne6O9yFEZbCxtiFbn608v+3spnJgZ1M4bkG2UsH+4cbsJsloEkIISz+ta9euFVumUqmwsqqYv9VCCCGEuDP5+fmYi/TVvHDhAkajEVdX13IZXwIXQgghxK3ExGB17tyt17uJQ8CrQKMaGrgeuDh66ijPtXlOWefAgf8BUL9+Q6pUcSQjI53dKVcxm82l362gUsETnuBeE1bvgYsZdzRHx8x02gAxgE9DH/7793+V19RFdu/i4nLDtkLcz3LzcrGxtlGelzm76S5k5xaOW5CtVLB/uDG7STKahBD/dnq9vljQombNmjg6OqLVasu9pJ8QQggh7o7ZbMZgMJCens6lS5cAuHbtGjVr1iyX7zbSnFsIIYS4lTVr7njTo+3a0Ro4CGTnmbC6/p374NGDNHBvgE5ryWDYvz8OsNSI9PVtA0BKhp7ohNssk/BIVRjeFnw97niuLwM6rQ7Pep4cPHYQAGs1ZOcW3kHRsmXLOx5fiMqQmZWJo0NhVsMdZTfdoYNFxi3YX1paqrLM0cGRzOxM5bmtrW2FzEMIIR4UV69eVR47OTnh5OSETqeToIUQQghxH1KpVOh0OuU9u8CVK1fKZXwJXAghhBClMZvvLHBRrRqsXo1x1iwKqtanZuTjUsVS5iAhKQG9QY93A2/L84STSs39V18dqAwza9ep29+njTV0bQGvtAadzS1X/6eXAZ8G3uj1ehLOJgDg4mBFSmbhXeMSuBAPmqOnjuLT0Ed5/s/sJkDJbipPZrOZPSlXAXB0rIqHRwOgMEgJluymoyePKs8bNWpUrnMQQogHTXZ2YWm/atWqVd5EhBBCCFEmRd+3i76f3w0JXAghhBCl2bsXEhPLts2zz8K+ffDyyzRu3Fi5izopPY86VSxVGs1mM3EH4mj/dHtlsyVLQgDo1KkHTk7OAKyNT2XT8TI2337UDUb4Qd0aZdqsPvB6o6bEHohVlrk5WpOUngdY7gb38fG5ydZC3F8KSkGVe3bTbYpKuEhKhh4AX982qNXqYvv/Z3aTVqulSZMm5ToHIYR40OTnW26WsLa2lp4WQgghxAPEyspKee8ueD+/WxK4EEIIIUpz6NDtr6tWQ1AQREVBvXqA5Yv3Y489BsClHBNujoVfwldtWEXgS4FK/f3lyxei1+vRaDSMHz9JWW9YxF7SMvVlm3c1O3jjWXjeu3h37Vvo6t6AVRtWKc/dqlhxOcfS9LtFixZYW0t7LPFgePTRR4EKym66DbOLjFewn8TEUyQmWpb7NPQplt3UvHlzbGzKniklhBBCCCGEEPeD8i7tKIELIYQQojSZmbdeB6BOHUvAYuJE+MfF/Y4dOyqPr+SYcNRa3sy37dyGwWggoG0AAJcvX2T+/DkA9O37Bu3a+QOWu8FfWLyj7MELtRr8GnPplSdIU9/eBwhzVgZRf0UBUFWrVoIWAAEBAWXbvxCVqHnz5kAFZzfdxMZjaayNt/SycHJypmPH7sX2C+D3lF+x7CYpwyaEEEIIIYQQhSRwIYQQQpTmdi7W9+xpKQ31/PMlvjx06FAlZXJ3ioEnXC0la0wmEysjVjLwlYHKnQlTpkzk+PF4VCoV06fPo04ddwAOXcig5bzoMl9Y3XQ8jea/7qeJyUz4bay/+EIaJpMlWNHaTcvuFANgSfscNmxYmfYtRGXy8/NTHldodtM/pGXqGb5hr/J8/PhJaDQa9Ho9y5cvBMDGxobAlwKLZTf5+/vf1X6FEEIIIYQQ4mEigQshhBCiNPXrw1tvlfiSWaeD77+3NO+ucfN+Em5ubvTo0QOADKMZR62KggSIn8J/oma1mgx4eQAABoOBMWOGkpubi7OzK6tWbVaCFykZejovi6Hnyr/ZdvrCTZsJm81mtp2+QM+Vf9N5WQwpGXouA6Pc6nFq3KeWeZcgyb87M7euB0CtAkeNikyjZR89e/bE1dW11FNV0fLy8jhw4AALFy5k1KhRBAYG0qVLF/z9/enSpQuBgYGMGjWKhQsXcuDAAfLy8ip1vqJyBQQEKP9mKzy76bq0TMv2Bb0t/PwC6Nv3DQDCwr7jypVLAHRs2xGD0aBkN7m5udG1a9c7O1AhhBBCCCGEeAhJoWohhBDiVmbOJEunwzBtGjUAE7AOaBsZSY2bZFn808iRI1mzZg0AsalGWrlq2ZVsICs7iwlTJ/DdZ98RHRNNYlIicXG7GD16CLNnL8TDowHr12/n3XeHEx29BbCUtFkbn4prFR2tXKvRtLYjdjZWZOfmc/BCOntSrioXTgu0a+fP9OnzsHV25XzH7iT070br1GTUwFW1Gv2rQ+l79ABZ2VkAtHLVsifVWGz+lSE5OZnQ0FA2b97Mvn37yMnJue1tbW1teeyxx+jYsSNDhw7Fzc2tAmcq7jfW1taMGDGCoKCgYtlNG7dtxGw2M2XKRF58sTNeXj5Mnz6Pbt3akpSUqGQ3hXRtwUtezre9v03H0xgWsVf53atTx51p035EpVJx/PgRpk61ZHaoVCoGBg5kZcRKJbtpxIgR0j9GCCGEEEIIIYqQjAshhBDiVqysyH7/fdyAOkBtoBeQ37jxbQ/h5+dH4+vrJ17Lw8nOiqpay9vwzj072bhtI99++C0aGw0A4eErGDVqkJJ5sXRpBFOn/qjU4wfL3eHrj6bx1Z/HmBB1hK/+PMb6o2nFghZOTs5MnfojS5dG4OzsSm5uLm/OmcKTqcnUBjytbfht2kJCXOrwZ+xfgKW3xSN2Vpy5ZslYaNy4Me3atbvTs1dmZrOZbdu2ERgYiLu7OxMnTiQmJqZMQQuAnJwcYmJimDhxIu7u7gQGBrJt27abZqqIh0/RMm33KrsJLEGLVas2K79zY8YMw2CwlF0bGDiQGtVq8FP4T4AlwDJ06NAKPQ9CCCGEEEII8aCRwIUQQghxm/RAMnD5DrZVqVQEBwcrz7eeyiagga3y/Ju536DT6AgOCsZKbbnQ+ssvy+nZ00/pefHaa4PYtesEP/ywlHbt/KlSxbHEfTk6VqVdO39++GEpu3ad4LXXBl2/6zuenj39CA9fAcA1tRXvTZyJjYMj337/rbJ9QENbtpzKVp7PnDlT6cFR0bZs2UKTJk3o0KEDa9asIT8/X3mtpq2axx7R0LGhLb187OnhbUd3bzu6Xf9/D287evnY07GhLY89oqGmbeHHnPz8fNasWUOHDh1o0qQJW7ZsuSfHIyqXq6srgwcPBlCym94Z/A7u1wMUBdlNJpNJyW4qKBsFluymDot3UGdGJN1XxPDx74f58r9H+fj3w3RfEUOdGZF0WLxDacQNluym9eu34+HRAJPJxOjRQ4iL2wWAR10P3hn8DhOmTlCymwYNGoSLi8u9OiVCCCGEEEII8UCQnHQhhBDiHvH392fo0KGEhoZiyIe4NCOtXDTsSTWSlZ3FkPFDWBK8hFmTZjHmszEYc43Exe3C378148YFMWTI/6HT6ejW7RW6dXsFk8lEQsJJzpw5jcFgQKvVUq9efTw8GqBWF1601+v1hIV9x9Spk5S7vjU2GoKDgvGo60H/0f2LlIjSEJdqwHA9XjBs2DBefPHFCj836enpjB07ltDQ0GLLHTQqnnDVUt1WTXJ6PkkZeRw8byS/lKQJKxW4VLHCq4YN7RytuJJjYleKQenXceTIEQICAhg2bBhTp07F0bHkAJB4OEyePJlNmzaRnJxcLLtpwOgBGHONhIevQKVSMWNGqJLdtHz5QiZPDuL8+TSgMLtp/dG0m+7HycmZ8eMn0bfvG6hUKnJzcxk9eogSKNTYaPjmg2+I+C2CnXt2AlCnTh2mTJlS8SfhIWA0Gjl06BDHjx8nOzsbo9GIRqPBzs4OLy8vmjRpgkajqexpCiGEEEIIIcqJBC7EPXXx4sXKnsJ9raTzI+fs1uS8lZ2cs7Irr3P24Ycf8uuvv5KcnMyJy7kENLClXlVrzlzL49KVS/Qf3Z+wyWEsDl7M+1+/T2JSIgaDgS+//Ii5c6fRt+8b9O8/DHd3T9RqNZ6eXnh6epW4r8TEUyxZEsLy5QuVpsBguev7mw++QavR0n90fy5df829qjU1ba3Yk2LpbVGnTh0++OADLly4UObjhNs/Z1FRUbz77rskJycry9yrWtPSRcM1g5ndKXrSDbdf3infDEnp+SSl50OypfTVk246HLUqYlONJF4vgRUSEsKmTZuYPn06fn5+d3CE5U9+N+/Mrc7b1KlT6du3L2DJblo6cynBQcG8/enb5Jvy+eWX5SQknGTGjFC8vHx47bVBBAb2Y/PmdaxYsYjY2BgyMtJv2IejY1V8fdvw6qsD6dixu3Lh/PjxeMaMGapkWliprQgOCkan0RXLbpo6dSpGo/GOf8fuxv3+by0vL4/IyEiioqLYv38/hw8fxmg03nR9jUbDo48+SvPmzfHz8yMgIKDc+4bc7+fsfiTnR4iHk4eHB4mJiQwcOJCFCxdW9nTK3cN+fEII8aBQmaXQ8y0lJSVRt25dAM6ePUudOnUqeUYPhgsXLuDk5FTZ0xBCiPteDx87diUbSMmwpDnY29nz/pvv06VDF2YtmMWi1YtuqLHv7u5J8+a+NG/ui7OzCxqNFqPRQFpaKvv3x7F/fxyJiaeKbVPQFPidwe8Q8VsE337/rZJp4VrFiidctaw9mk1l0lrBiw3sOJ+Vz54UA6Z/fEpRqVR41PGgqXdTvD29cbB3wMbahty8XDKyMjh68iiHjh0iISnhhnOmVlmajjvZWbH1VLaSVSL+fWpWr8mS4CWcPnNayW4C0Gq1xbKbCpRndtOlIkFEIf6Nzp8/T+3atSt7Gg+Ef+P30OPHj5OXl4e1tTVeXiXfmCEq38N+Yf9hPz4hhKgo5f0+LhkXQgghRCVbF59Ndx874lKNnLmWR1Z2Fp9O+5TI7ZF8Pu5zunTowqLVi9i8fTO5ubmAJZsiMfEUERGrbzm+jY0NHdt2VJoCv/XJW0qpGrBkNzzuomFdfOUGLRrWsMHXWUPkyRyuGUzKcrVaTfun29O7S298m/mi0+o4mXiS+BPxpGemk63PxsbaBqeaTjzf5nkauDdAb9ATdyCOlREriforCpPJhMkMu5INVNWq6e5tT1yagROX8yrxiEVlqezsJlE2dxOwFEIIIYQQQjyYJHAhhBBCVDIzsDbe0qzbyV6tlGrasWcHXQd35fWerzNm6Bg+GPkBqzetJuqvKOJPxKM36G86pk6rw6ehD35P+RH4UiAGo4GVESv5KfwnJcsCLD0tatpasbaSgxYBDWy5lJ3PqsOFc7O3s6d/r/706doHjY2G1ZtWM2fxHI6ePHrLY/du4E37p9vz2djPbjj2awYTqw5n0dpVQ0ADWyJP5tyLQxT3mUtXLtHvnX68/+b7hM8LL5bddOXKJebOncbcudPKPbtJ3J7yClgKIYQQQgghHkxSKuo2/BtTdMuDlIoSQoiya1jDGl9nbYlZB35P+dG7S29aNmuJTqfj1JlTykU8Y64RjY0GRwdHfBr64FnPE71eT+yBWFZGrCQ6JrrYRbyqWjUBDW2JS63crAMVllJZsdezTQo80+oZPh/3OZeuXmLRz4uI3B5Jbl5umce3sbYhoG0AA18ZSM1qNZkwdcJNs03kA9G/V8G/t8tXL9+Q3VQW/8xu+ue/N3FrJQUst+3cVqaAZWnBWlH5pFTU7fs3fg+VUlH3XkpKCrNmzWLLli2cPHmSnJwcatSoQe3atWnatCkBAQH06tULR0dH2rVrx/bt20sdr23btkRHRwOQkJBA/fr1AViwYAFvvPEGv/zyC6Ghoezdu5fz58/z7LPPKusXSEpKYs6cOURGRnL69GlycnJwcnLiqaee4j//+c9t9Sa7cuUKc+bMYePGjRw/fpyMjAxq1qxJ69atGThwIL169bphm7IeH0B+fj5Llixh+fLl7Nu3j8uXL2NnZ0ft2rWpV68eHTp0oEePHjz66KO3nLMQQjzoyvt9XAIXt+Hf+IGxPJQUuDh8+DC1atWqpBnd/y5evHjDBxo5Z7cm563s5JyVXUWdM7PZzJQpU5g6daqyTGsF/p52nMu+eZ8H9zruNG3UFO8G3jjYFZZNyczO5OjJoxw8dpCEswk37K9on4ctp7IxFunzMG7cON577z1UKtVdHVOBks5ZSEgIw4YNU5739LEjJslAamZhf48PRn5A5/admTl/JovXLL6h9IuHRwOaN/elWbPHcXFxVe6AT01N4cCB/7F/fxwJCSeLbVNwB/yoQaPYuG0j38z9pnh/DzdtsayTVatW0a5du3I5D2Uhv5t3pqznLTMzkwkTJrBs2TJlmb2dPa/3fJ0+Xfug1WjLPbvptdde48svv8Te3v4uj7Z8VPa/tatXr9K3b19iY2OVZfcqYNmqVSuWLVtGtWrVyjRuZZ+zB1FJ50wCF7fv3/g9VAIX99Yff/xBly5dSE9PL3W9iIgIunTpcleBi/nz5xMVFcWSJUtuuj5AWFgYb7/9Njk5N8+IHTJkCD/88APW1iUXEdm0aRP9+vXj6tWrNx2jc+fOrFixAgcHB2VZWY8vMzOTl156iT/++KPUbV5++WVWr751eVchhHjQSeCiEvwbPzCWh5ICF/JFpXRyzu6MnLeyk3NWdhV9zrZs2cLQoUM5e/assqxeVWtaumjIMJjZlaIn3XDnb9lVtWpau2lx1KjY84/shrp16xIWFsaLL754V8fwTyWdMzc3N5KTkwFLeagjF3OVudSsXpOwyWHojXql50CBGjVqKT0H6tWrf8t9nzlzmiVLQli2bEGxngPuddz59sNv0Wl0DBk/ROk5UK+qNY1r2Shlo+rWrcvBgwdxdHS8u5NQRvK7eWfu9Lz9+uuvDBs2TPk3CeWf3VSnTh1CQkLo2LFj+R70XarMf2tXrlzBz8+Pffv2AZUTsGzRogXbtm2jevXqtz1v+f0sOzlnd+ff+D30di54mEwmLl36d/UMqlmzJmq1ulzHNBgMeHp6kpKSQpUqVXjzzTfx8/PDycmJ3NxcEhMT+euvv1izZg1z586lS5cunD59mqysLAICAkhJSaF79+588cUXxca1t7dXghVFAxfNmzdn//79PPfcc7z55ps0atSIq1evkpCQwJAhQwBLcKPgcdOmTRkxYgSPP/44dnZ2nD59mrCwMDZt2gTAu+++y7Rp0244rq1bt9KpUyfy8/Px8PDgzTffpE2bNjg6OpKcnMzKlSv56aefAOjVqxdr1qxRti3r8Y0bN06ZQ5cuXejXrx/16tVDp9Nx4cIF9u3bx4YNG3jkkUf4+eef7+4HJoQQDwAJXFSCf+MHxvIgX1TKTs7ZnZHzVnZyzsruXpyz9PR0xo0bR0hISLHlDhoVrV211LBVk5yRT3J6HikZ+eSX8g5urQYXByvcHK1xq2LF5RwTu1MMZBqLbzR8+HCmTJlSIRfoSysZ2LCGDdW0liAKWIIWS4KXcPrMacZ8NgZjrmW5VqvlvfcmMnjwW+h0OmV7k8nE6dMnOHPmNEajEY1Gg7u7Jx4eDYp9sdfr9cyfP4cpUyZiMBgA0NhoCA4KxqOuR7GGya1cNVzVm5TSWcOGDWPevHnlfl5KI7+bd+Zuztu1a9d47733WLBgAXl5xcum3U12k7W1NYMGDWLKlClUrVr1ro6vIlTWv7XMzExefPFFYmJigMoNWD755JNs3bq12N22pZHfz7KTc3Z3/o3fQ2/ngse/sSRxRfzebNu2jQ4dOgCFGRUlycvLIzs7u9hnRQ8PDxITExk4cCALFy686T6KBi4ABgwYwMKFC0vM7j179iw+Pj5kZ2czcOBAQkNDS8yo+Pjjj/nqq69Qq9UcOXKERo0aKa9lZWXRoEEDzp07h7+/P+Hh4djZ2d0wRkhICMOHDwfgt99+U85DWY+vXr16nD17lsDAwFIDE5cvX6ZGjRo3fV0IIR4W5R24kObcQgghxH3C0dGRefPmERgYyOjRozly5AgAmUYzUQmWUjU1bNXUcbSmSW0NtjYqzGZLc28zln4RKizloLJzzaRk5nPsUi4xSYYb9tW4cWNmzpxZ7lkWt0NrBb7OGqURt72dPWGTwzh95jSjgkaRb7KUjfL1fYIZM0Lx8vIBwGg08uuva1mxYhFxcX+TkXFjWYMqVRzx9W3Dq68OpFOnHuh0OkaOHMuLL3ZmzJihxMXtwphr5O1P32b2Z7MJmxxGv3f6kZWdxZ4UI72b2HP2Wh6GfMuX2sDAQPz9/e/dyRH3XNWqVZk3bx4TJ04kNDSUH3/8kZSUFMBSyi3hbAIJZxPY8PuG2xrPzc2NESNGMHToUFxcXCpy6g+kUaNGFQtalGfAsl69+nz88VeMHftpsYBlYlIiA0YPIDgomCXBS5SAZUxMDO+88w5hYWGVci6EEKIypaWlKY+ff/75m65nbW1dLje4VKtWje++++6mJUlnzpxJdnY2rq6upZaBmjRpEosWLSI5OZnFixcXy4hYsGAB586dQ6fTsWTJkhKDFmC5OSU0NJRdu3axYMGCGwIXt6vgHD733HOlridBCyGEuDPlm2sohBBCiLvm7+/PoUOH2LZtG4GBgVhZWSmvXc4xsf+ckc0ncwiPz2bt0WzWHc1m/fX/rz2azS/x2Ww+mcP+c0Yu5xSWrLGysiIwMJBt27Zx6NChSglaALzoaaeUZAL4YOQH6I16xnw2Rgla9OrVl/DwKLy8fDCbzSxbtoAnnmjIm2++zvbtW0sMWgBkZKSzfftW3nzzdZ54oiHLli3AbDbj5eVDeHgUPXu+CkC+KZ/Rk0Zb7vJ+831l+8gTOfh7Fn7JHT169A0la8TDydXVlU8//ZTExER++eUX/vOf/9C6dWs0Gk2p22m1Wlq3bs1//vMffvnlFxISEvjkk08kaFGCX3/9lQULFgA3BiwLgha+vk+wZctuRo4ci06nw2g0sm7dKvr27Uzjxk4891xT+vXryqBBL9OvX1eefbYJjRs70bdvZ9atW4XRaFQCllu27MbX9wkAJWCZcDaBsMlh2NtZeo3Mnz+fzZs3V84JEUKISlT0fargb3NF6tq1K1WqVLnp6+vWrVPWKxq0/idra2ueeuopAP76668Sx2jbtu0ts3IKgjX/HKMsCs7hypUryc7OvsXaQgghykoyLoQQQoj7kEqlws/PDz8/P5KTkwkNDSUyMpK9e/eW2qzwn2xtbWnRogUBAQEMHToUNze3Cpz1rblXteZ8dj7XDJaAyjOtnqFz+870HN5TuXDZq1dfZs1agFqtJi0thXffHU509JZi47hW0dHatRpNajtir7Eiy5jPoQvp7E65SkqGJTvl/Pk0xo0bwYYNa5g+fR7Ozq7Mnr0QgPDwFRhzjXzwzQeEzwtn8/bN7Nyzk2sGE+ey86lX1Zoz1/I4cuQI0dHR+Pn53buTJCqVtbU1PXv2pGfPnoAl0+fQoUMcP36cnJwcDAYDWq0WW1tbGjVqRJMmTbCxsankWd//rl69yrBhw5TnNwtYzpgRio2NDWazmeXLFzJ5chDnz6fdbFigMGC5fftWnJycGT9+En37vqEELEePHkJ4+AolYLk4eDHvv/k+n077FLDceXvw4MH7sqSXEEJUlGeffRZPT09OnTrF6NGjWbp0KT179qRt27a0atXqloH7smrevPlNX7t27RonTpwA4Mcff+THH3+8rTGLZo0A7NmzB4DIyMibZnbcaoyyGDhwIJ9//jk7d+6kfv36vPLKK3To0IFnn31WSuIJIUQ5kMCFEEIIcZ9zc3MjKCiIoKAg8vLyiI+PJzY2ltjYWFJTU9Hr9crFVJ1Oh4uLCy1btqRly5b4+PjcNNW+MrR00bD2qOWONHs7ez4f9zkz589U6toXlIdSq9WcPn2C3r07kpx8Rtm+h48Lo57wpJ1HrRK/kJrNZqITLjJr1ynWxqcCEB29hW7d2rJq1WY8PBoQHBxGYuIp4uJ2kXA2gZnzZ/LFuC/oOrgrWdlZ7Eo24OpQmJT69ddf89xzz91X51HcOxqNhscff5zHH3+8sqfyQBs/frzSBP1+C1gmJSXx3nvv3fOeNkKIO1OzZk3Onz9f2dO4p2rWrFnuY9rY2BAREUFgYCBHjhxh9+7d7N69G7Dc+NK2bVv69+9Pnz59imX/3qnq1avf9LU7/XkWzXLIzc3l6tWrdzVGWX3yySckJyezYMECzp8/z5w5c5gzZw4qlYomTZrQq1cvRo4cySOPPHLH+xBCiH8z+QYuhBBCPECsra1p2rQpTZs2ZeDAgZU9nTKpolGRbjBjul556fWer3Pp6iUWr1kMWEruFNxtnZaWUixo4VpFR0jXFrzk5VzqPlQqFX71a+NXvzabjqcxLGIvKRl6kpIS6d27I+vXb8fZ2ZUZM0Lx92+NwWBg0epFdOnQhdd7vs6PSy13+KVkFpbY2rp1K1WqVKFFixZ07NjxvshcEeJBkpKSwvz584H7N2C5YMECJk2aJCW+hHgAqNVquZu9nDz66KMcOHCAiIgIIiIi2L59OydPniQnJ4fNmzezefNmpk+fzqZNm+66IXppwY/8/Hzl8ejRoxkyZMhtjVk0K6ToGL179+aTTz65g1mWjY2NDWFhYYwdO5bly5ezbds29uzZg9Fo5ODBgxw8eJDp06fz008/0b179wqfjxBCPGykx4UQQggh7onWrlp2pVjuilar1fTp2odFPy9Seki8995EpafFu+8OVy5cNnVyJHZ4u1sGLf7pJS9nYoe3o0ltSz3lpKRE3n13uNLzYty4IMBy0XPR6kX06doHtbrkj0Z6vZ6YmBgmTpyIu7u70itE+l8IcWuhoaHKBaWyBiw3vvYk4X3a4Fe/9k3LfhQELMP7tGHja0/iWsVSG70gYJmWloKNjQ0zZoSi1WoBWLR6EZevXub1nq8DkJeXR2hoaIWeByGEuB9ZWVnRo0cPwsLCOHHiBCkpKYSFhdGyZUsAYmNjGTFiRIXOoWhGSXZ2tnKTzq3+a9SokbKdTqdTmnFfvXr1tsdo2rTpXc//0Ucf5fPPP2fHjh1cvXqVrVu3MmjQIKysrMjMzKRv376kpqbe9X6EEOLfRgIXQgghhLgnqtuqSTdYLvS3f7o9Wo2WyO2RANSoUYvBg98CYPnyhUqJGNcqOrb2fxpnh5s3aSyNs4OO3wY8o1zIjI7ewvLlCwEYMuT/qF7d8kV5U9QmfvvzNxrVL/wC3MZNS8eGtjz2iIaatoUfmfLz81mzZg0dOnSgSZMmbNlSvJyNEKJQbm6uUqv8fg9Y/vjjj+Tl5ZXLcQshxIPKxcWFwYMH89dff+Hr6wvAhg0bivVYu93+Eberdu3aSjbrb7/9dsc3hhSUddyxY8ddlYC6m+OztbXlhRdeYP78+UyZMgWAnJwcNmzYcMdjCiHEv5UELoQQQghRIYpeAKxpqyY5vUgKf5ferN60mty8XAD69n0DnU6H0Wjk228/VdYL7fr4HQctCjg7WMpMFZg8OQij0YhOp6Nv3zcASzDiq+++Iv5kvLLe38kGtp7M4VJOPl41bHi5sR3tPXQ4aAq/zB45coSAgACGDx9Oenr6Xc1TiIfRhg0bSElJAe6/gOXm7ZvRarT4PeUHQHJyMhEREXd2oEII8ZCxsbGhbdu2gOUzXdH+ETqd5e+rwWAot/1169YNgFOnTrF69eq7GiMrK4s5c+bc8VzK6/g6dOigPL548eJdjSWEEP9GErgQQgghRIU4duyY8riOozVJGZZAhkqlwreZL9t2blNe799/GAC//rqWCxfOAZa69p28yqeZ4UtezvTwsdSuP38+jc2b1xXb783kmyEpPZ+YZANrjmQTm2rkSTcdvXzscK9a2CosJCSEpk2bSvaFEP8QGRmpPL7fApa5ubms3rSa3l16K+vJ77AQ4t/ijz/+4MSJEzd93Wg0sn37dgAcHByK9RUp6Ad08uTJcpvPe++9p5Tz+89//sOePXtKXX/Tpk3s37+/2LL//Oc/1KpVC7A0zv71119LHWPHjh3897//vWH57Rzf5cuXWb9+fanZIUXfU+rXr1/qXIQQQtxIAhdCCCGEqBBFv0y6VLEiNcOSceFRxwOdVsfRk0ctzz0aUK+e5cvcihWLlG1GPeFZrvN5u8h4Bftxd/fE3d2y3Nrams/GfsbEMRMZO3wsXTp0oX7d+sXKBVwzmPjtdA5rj2bziIMVXbzs0F7vNXn27FkCAgKYOHGi9L4Q4rrY2Fjg/g1YRv0VRctmLW+YrxBCPOx+//13vL29adeuHVOmTCEyMpK4uDh27NjBggULeO6554iLiwNg6NChWFsX3rDx9NNPA7B7926++eYb9u3bx4kTJzhx4gTJycl3NJ/69evzww8/AJagwDPPPMPQoUNZu3YtcXFx7Nq1i19++YUPPviAhg0b0rlzZ86cOVNsDEdHR5YvX461tTUGg4EuXbrQu3dvVq5cyZ49e9izZw8RERFMnDiRxx57jGefffaG4MftHl96ejrdu3fH09OTsWPHsmrVKv7++29iY2PZsGEDI0aM4P333wegTp06dO3a9Y7OixBC/JtZ33oVIYQQQoiyK/pF0M5aTf71a/lNvZtyMvEkeoOlUXfz5pb6ySaTibi4vwFLqZh2HrXKdT5+HrVwraIjJUNPXNzfmEwmTCYTHh4NSEw8RV5eHqfPnsb1EVecajrxfJvnaeDeAL1BT9yBOFZGrCTqryjLdmbYlWygqlZNd2974tIMnLhsySiZNGkSly9fJjg4+KbNvoX4NzAajcrfgcoMWK6NT1X2063bK0rAMjHxFPEn4tHpdHjU9SDhbAL79+8nNzcXGxubcp2HEELcj0wmE9u3b1cyK0rSq1cvvv7662LL3nzzTb7//nsuX77Mhx9+yIcffqi81rZtW6Kjo+9oPm+88Qa2trZKCc6wsDDCwsJKXFetVmNvb3/D8hdeeIHIyEj69etHWloaP//8Mz///PNN9+no6HjDsrIcX0JCAtOnT7/p+G5ubqxfv77EuQohhCidBC6EEEIIUSHS0tKUx6YiGQjent7EnyjsJdGsmaWR4unTJ8jIsPSJaO1ardwbP6pUKlq5VmP90TTS068RENCGkyePodcXNptcsGpBsW10Wh3eDbxp/3R7Phv7GQajgZURK/kp/CeysrO4ZjCx6nAWrV01BDSwJfKkZazZs2ejUqkIDg4u9+MQ4kFx6NAhjEYjcH8FLNVqNc2b+5KYeAq9Qc+pM6do2qgpCWcTMBgMHDp0iBYtWpTrPIQQ4n4zfvx42rRpw9atW/nrr79ISUnh/PnzADg7O9OmTRsGDBjASy+9dMO2bm5u7Nq1i6+//prt27eTlJSEXq8vl3n16dMHf39/5s2bx+bNmzl8+DBXrlzBxsYGZ2dnmjRpgp+fH4GBgdStW7fEMdq3b8/JkydZsGABGzZsYN++fVy6dAm1Wk3t2rVp3Lgxbdu25eWXX8bb2/uOjs/d3Z29e/eydetWtm3bxqlTpzh37hyZmZlUq1aNJk2a0LVrV4YPH06VKlXK5dwIIcS/jQQuhBBCCFEhijY0LFo4ycHegfTMwkbWLi6uAJw5c1pZ1qT2jXe/lYemtR1Zf9QSUDl0aN8t19cb9Ow7vI99h/fx3cLvCGgbwMBXBtKnax8mTJ3Azj07AdidYsS9qjU9fOxYF5+NGZg1axbVq1dn4sSJFXIsQtzvjh8/rjy+XwKWCQkn8fT0onlzXyIiLM1f40/E493Amw2/bwAs/XkkcCGEeNjZ2dnRqVMnOnXqdEfbN2jQgNDQ0FLX8fDwuKPymdWrV+f9999XSi3dCTs7O9566y3eeuutO9r+VsenUql47LHHeOyxxxg3btydTlMIIUQpJHAhhBBCiApRcKc1FA9c2FjbkK3PVp5rNNob1rfXWFXInOxsio/r4dGA5s19adbscVxcXNFotBiNBlJTUzhw4H/s3x9HQoKlMWNuXi4bft/Axm0bGRg4kO8++46N2zbyzdxvyMrOIvFaHrkmM9197Fgbbzm+SZMm8cwzz/Diiy9WyPEIcT/Lzi78Pb9fApZnzpzG09MLZ2cX5fX0zHQc7ByU5zk5OTeMIYQQQgghhLi3JHAhhBBCiAqh0WiUx0Xvoc7Ny8XGurB+vNFouGH9LGN+hcwpO7dw3ODgUHr3HnDLbc6cOc2SJSEsW7aAK1cuYTabWfjzQqL+iuLbD79l6cylDBk/hEtXLpGSkU9cqrFY2aghQ4Zw8ODBEmsoC/EwKxqMvF8ClgWZYAX7BzDmGnG0d7xhHSGEEEIIIUTlkY6RQgghhKgQWm3hhcGigYvMrEwcHQovEqampgAojXoBDl1IpyIcLDJuq1ZPAZYa+ydPHiMqKpLIyAiioiI5deo4JpNJmdfHH39FbOxpJkz4WjmuxKREBoweQMq5FJYEL6Fm9ZoAnLmWx6WcfBrWsNwfcvbsWSkhIP6VigYj75eAZcHvb8H+ATQ2GnLzcm9YRwghhBBCCFF5JHAhhBBCiArh7OysPFYXqVt/9NRRfBr6KM8PHPgfAPXrN6RKFUtAY3fK1TuqiVwas9nMnpSrAFSp4sj+/XH07duZxo2deO65pvTr15VBg16mX7+uPPtsExo3dqJv386sW7cKo9GITqdj5MixbNmyG1/fJwDLndpvf/o2CWcTCJschr2dPQB7Uoz4umjRXr/ROyQkhC1btpTr8Qhxv7Ozs1Me3y8By4L9paWlKsscHRzJzM5Untva2lbIPIQQQgghhBC3TwIXQgghhKgQzZs3Vx5n55mwuh67OHj0IA3cG6DT6gDYvz8OALVaja9vGwBSMvREJ1ws1/lEJVwkJUMPgMGgZ+TI/mzfvlVpDPxPGRnpbN++lTfffJ0nnmjIsmULMJvNeHn5EB4eRc+erwKQb8pn9KTR6I163n+zsIlk5Ikc/D0LL9yOHj263IMxQtzPvLy8lMf3Q8DS0bEqHh4NgMK/OwA+DX04evKo8rxRo0blOgchhBBCCCFE2UngQgghhBAVomjgIjUjH5cqlvSDhKQE9AY93g28Lc8TTioNel99daCyzaxdp8p1PpN3HFceF62r71pFR3dvZz56thFftm/MR882oru3M65VdMo658+nMW7cCPr160paWgo2NjbMnr1QCV4Yc4188M0HdH2hK0+3ehqAawYT57LzqVfVUjLqyJEjREdHl+sxCXE/a9KkiVIK6n4IWPr6tkGtVhfbv06rw7OeJwePHQQsZaKaNGlSrnMQQgghhBBClJ005xZCCCFEhSh613JSeh5eNWxISs/HbDYTdyCO9k+3Z9/hfQAsWRLCxx9/RadOPXBycub8+TTWxqey6XgaL3k532wXty0kNoHIk+eLLevh48KoJzxp51ELlUp1wzZms5nohIvM2nWKtfGWsjLR0Vvo1q0tq1ZtxsOjAcHBYSQmniIubhcJZxOYOX8mX4z7gq6Du5KVncWeFAM9vO04cy0PgLlz5+Ln53fXxyPEg0Cj0dC8eXP27NlTLGC57/A+JWBZr159Xn11INu3bwUsAUu/+rXLbQ6ziwRACwKjiYmnSEy0LPdp6INeryfhbAJgCbja2NjcMI6oGHl5eRw5coS9e/dy9epVjEYjGo2GatWq0aJFCxo3boy1tXxlFUIIIYT4N5KMCyGEEEJUiKIXmy7lmHBztFKer9qwisCXApVmvcuXL0Sv16PRaBg/fpKy3rCIvaRl6u9qHnvTrvLmxr3Kc9cqOja+9iThfdrgV792iUELAJVKhV/92oT3acPG155UMjCSkhLp3bujknkxY0ao0sx30epFXL56mdd7vg6AyQzpRjMOGss+wsPDSUlJuavjEeJB0rJlS4BiAcsCS5aEACgBS0AJWJaHjcfSlKCjk5MzHTt2L7ZfAL+n/Ig9EHvDfEXFuXDhAl9//TVPPfUUjo6ONG/enAEDBjBq1CjGjRvHqFGjGDBgAM2bN8fR0ZGnnnqKr7/+mvPnz996cCGEEEII8dCQwIUQQggh7okrOSYctZYL+Nt2bsNgNBDQNgCAy5cvMn/+HAD69n2Ddu38AUvpmBcW77jj4EVqRg7Pzf+D/Otl85s6ORI7vF2Zszhe8nImdng7mtSuAliCF+++O1zpeTFuXBBguTi7aPUi+nTto5Sk2Z1soLWrJbCRn59PSEhIyTsR4iEUEBCgPL6XAcu0TD3DN+xVno8fPwmNRoNer2f58oUA2NjYEPhSIKs2rFLW8/f3v6v9iltr0aIFH330ETExMeTk5JS6bk5ODjExMXz00UfUqVOHfv36sWfPnns0UyGEEEIIUZkkcCHEHcjJySEpKemWX7aEEEIU2p1i4AlXS9aCyWRiZcRKBr4yUMl4mDJlIsePx6NSqZg+fR516rgDcOhCBi3nRZf5LuxNx9NoPOd3MnPzAUumxdb+T+PsoLvFliVzdtDx24BnlMyL6OgtygXQIUP+j+rVawKweftmtBotfk9ZSkJdM5ioYVv4kSsyMvKO9i/Eg6hr1664uroC9y5gmZZp2b6gt4WfXwB9+74BQFjYd1y5cgmAjm07YjAaiPorCgA3Nze6du16Zwcqbltubq7y2MOjAd26vcLHH3/Fd98tZN685Xz33UI+/vgrunV7RWmmXrDdsmXLeOKJJxg7dizZ2dmVMX0hhBBCCHGPSOBCiDLatGkTnp6e1K1bF09PTzZt2lTZUxJCiAdChtGMo1aF+nplpp/Cf6JmtZoMeHkAAAaDgTFjhpKbm4uzsyurVm1WghcpGXo6L4uh58q/2Xb6AmazucR9mM1mtp2+QM+Vf9N5WQzXDHnKa6FdH7/joEUBZwcdIV1bKM8nTw7CaDSi0+mUC6O5ubms3rSa3l16K+slZ+QrwYu9e/eSl5eHEP8G1tbWjBgxArh3AcuW86I5dCEDgDp13Jk27UdUKhXHjx9h6lRLZodKpWJg4EBWRqzEZDIBMGLECOmnUM5Kyo6oUaMWb701jpiYo+zceYQffljKW2+No1ev1+jS5WV69XqNt94axw8/LGXnziPExBzlrbfGKcFhs9nM9OnTadGiBTExMff6kIQQQgghxD0igQshyuDy5cv079+ftDTLl+i0tDQGDBjA5cuXK3lmQgjxYIhNNdLqetmkrOwsJkydwDuD38H9+sXKuLhdjB49BJPJhIdHA9av367chQ2W+vcdFu+gzoxIuq+I4ePfD/Plf4/y8e+H6b4ihjozIumweIdS175ADx8XOnk9Ui7H8JKXMz18XAA4fz6NzZvXAdC//zBlnai/omjZrLBWfnJ6HnUcLRdEc3JyiI+PL5e5CPEgGDp0KFZWlh439yJgWZBpUaeOO6tWbcbZ2ZXc3FzGjBmGwWAAYGDgQGpUq8FP4T8BlgDL0KFDK/Q8/NusW7eOnj17Ks+1Wi0TJnzNnj2n+Pjjr6hXrz5gCWidPHmMqKhIIiMjiIqK5NSp40pAqV69+nz88VfExp5mwoSvlZ5Cx48fp127dqxfv/7eH5wQQgghhKhwckuREGWwevXqG4IUly5dYs2aNQwbNuwmWwkhhCiQeC2PZk4aqmrVXDOY2LlnJxu3beTbD79lwOgBGHONhIevQKVSMWNGKM7OrixdGsHy5QuZPDmI8+ctgeOUDD3rj6ax/ujN78bWaDQYjUYARj3hWa7H8fYTnkpwZMWKRXTr9gru7p64u3uSmHiK+BPx6HQ6POp6kHA2gdTMfJrU1rD/nGX72NhYmjZtWq5zEveHvLw8jhw5QmxsLHFxcaSkpKDX6zEajWg0GnQ6Ha6urvj6+tKyZUsaN2780N/l7+rqyuDBgwkJCVEClt999h3RMdEkJiUqAcvZsxcqAct33x1OdPQWwBKwXBufimsVHa1cq9G0tiN2NlZk5+Zz8EI6e1KuKsGKAu3a+TN9+jycnV0xmUyMHj2EuLhdAHjU9eCdwe/w1idvkZWdBcCgQYNwcXG5tyfmIbZu3Tpefvll8vMtpfp8fZ9gxoxQvLx8ADAajfz661pWrFhEXNzfZGSk3zBGlSqO+Pq24dVXB9KpUw90Oh0jR47lxRc7M2bMUOLidmEwGOjVqxe//PIL3bp1u6fHKIQQQgghKpZkXAhRBmvWrCnTciGEEDfaeiqbgAa2yvNv5n6DTqMjOCgYK7XlruxffllOz55+SgmZ114bxK5dJ/jhh6W0a+dPlSqOJY5tbW1Du3b+zJ27BK3WUhbKtYqOdh61yvUY/DxqKb0u4uL+Vu4Mbt7cFwC9Qc+pM6do2sgSnMgzgZ2NStk+Nja2XOcjKldycjKTJk3iqaeewtHRkebNmzNo0CBmz57NmjVr2LhxI1u3bmXjxo2sWbOG2bNnM2jQIJo3b46joyNPPfUUkyZNIjk5ubIPpcJMnjwZNzc3gGIBS42NBoDw8BWMGjVIybxYujSCqVN/xMnJWRmjIGD51Z/HmBB1hK/+PMb6o2nFghZOTs5MnfojS5dGKJkWb7/9BuHhKwDQ2Gj45oNviPgtgp17dgJQp04dpkyZcq9OxUMvJiaGPn36KEGLXr36Eh4ehZeXD2azmWXLFvDEEw15883X2b59a4lBC4CMjHS2b9/Km2++zhNPNGTZsgWYzWa8vHwID4+iZ89XAcjPz6d3795SNkoIIYQQ4iEjgQshbtOVK1fYtm1bia/9/vvvXLly5R7PSAghHkyGfIhLM9LKxXLBMis7iyHjh+BR14NZk2YpFzLj4nbh79+aOXOmotfr0Wg0dOv2CsuWbeDIkfP8+echli3bwLBhbytjjx8fxLJlG2jW7HHlYlhr12pKPf3yolKpaOVaDYD09GskJJwECgMXAPEn4vFu4K08NxWpcpOaWryUlXjwmM1mtm3bRmBgIO7u7kycOJGYmBhycnLKNE5OTg4xMTFMnDgRd3d3AgMD2bZt203LIj2oqlWrRkhIiPK8PAOWjo5VadfOnx9+WMquXSd47bVB13taxNOzp58StLBSWxEcFIxOo+Pb779Vtg8JCaFq1aoVePT/HtnZ2QwYMEApydWrV19mzVqAjY0NaWkp9OvXlXHjRijZc2AJLnf3duajZxvxZfvGfPRsI7p7OyvBYbCU5Rs3bgT9+nUlLS0FGxsbZs9eqAQvDAYDAwcOLPPvnxBCCCGEuH893HnpQpSj9evX37SZal5eHhEREQwYMOAez0oIIR4sbm5uJCcnc+JyLgENbKlX1Zoz1/K4dOUS/Uf3J2xyGIuDF/P+1++TmJSIwWDgyy8/Yu7cafTt+wb9+w/D3d0TtVqNp6cXnp5enDx5XBnf1bUOAGfOnFaWNald8sXOu9W0tqNSqurMmdN4enrh7FxYaiY9Mx0HOwfledHL0Hp98bI24sGyZcsWRo8ezZEjR254raatmjqO1rhUscLOWo3JbMaM5eevuv6fWqUiO89EakY+Sel5XMqxZOzk5+ezZs0a1qxZQ+PGjQkODsbf3/+GfTyoOnXqxKBBg1iwYIESsFwSvIRZk2Yx5rMxGHONSsBy3Lgghgz5P3Q6Hd26vUK3bq9gMplISDjJmTOnMRgMaLVa6tWrj4dHA9Tqwvux9Ho9YWHfMXXqJOUCusZGQ3BQMB51Peg/ur9SImrw4MF07NixUs7Hw2jChAkcP275m1xQHkqtVnP69Al69+5IcvIZZd0ePi6MesKTdh61Sgwum81mohMuMmvXKaU0X3T0Frp1a8uqVZvx8GhAcHAYiYmniIvbxbFjx5gwYQLTpk27NwcrhBBCCCEqlAQuhLhNtyoHtWbNGglcCCEeWndSt78k06dPp0+fPgBEnsyhh48deSYzKRn5XLpyiX7v9OP9N98nfF44sxbMYtHqRZjNZq5cucTcudOYO3ca7u6eNG/uS/Pmvjg7u7Bv3x5lfI3G0rS1oLcFgL3GqkLOiZ1N4bjKxdHr+wcw5hpxtC8MmhQNXBSsLx4s6enpjB07ltDQ0GLLHTQqnnDVUt1WTXJ6PkkZeRw8byS/lKQJKxW4VLHCq4YN7RytuJJjYleKgUyjZaMjR44QEBDAsGHDmDp1Ko6OFROAu9dmzZrFkSNHiImJuauAZUkSE0+xZEkIy5cv5MqVS8pyj7oefPPBN2g1WvqP7s+l66899dRTzJo1654c97/Bnj17CA4OBiyNuGfMCFUyLYoGLVyr6Ajp2oKXvJxLGc2S2eZXvzZ+9Wuz6XgawyL2kpKhJykpkd69O7J+/XacnV2ZMSMUf//WGAwGZsyYwWuvvUbLli0r+nCFEEIIIUQFk8CFELchPT2dyMjIUteJjIwkIyODKlWq3KNZCSFExUpOTiY0NJTNmzezb9++MpXgsLW15dFHH71huZ+fH0FBQUyaNAmAdfHZdPexIy7VyJlreWRlZ/HptE+J3B7J5+M+p0uHLixavYjN2zeTm5sLWC5OJiaeIiJi9Q3jG40FAQSNsizLmF+m475d2bmF42q1BQGTwoCExkZDbl6u8rzo/cQF64sHx5YtWxg6dChnz55VlrlXtaali4ZrBjO7U/SkG26/vFO+GZLS80lKz4dkqKpV86SbDketithUI4nXLFmeISEhbN68mdDQ0Ici+8LBwYFNmzbRvn179u7de8cBS41Gi9FoIC0tlf3749i/P47ExFPF9qVSqRgYOJB3Br9DxG8RfPv9t0qmRYsWLdi4cSP29vaVcRoeSjNmzFBKnL333kSlp8W77w5XghZNnRzZ2v9pnB10pQ11g5e8nIkd3o4XFu/g0IUMkpISeffd4SxdGoGXlw/jxgXx5ZcfYTabmTFjBj/99FO5H58QQgghhLi3JHAhxG3YuHFjsbt3S2IwGNi4cSOvvvrqPZqVEEKUP7PZTFRUFHPnzmXt2rVKc9WyysnJKbEBtdlsJigoiMuXLzN79mzMwNp4S7NuJ3s1e1Isf2t37NlB18Fdeb3n64wZOoYPRn7A6k2riforikNHDxULCBSVmpoCQL169ZVlhy6U3Pj1bh0sMm7B/tLSCntXODo4cu7iOeV50cCFTle2i3ai8pjNZiZOnMhnn32mLNNawYsN7Diflc/ao9nF+peA5YK5Rx0Pmno3xdvTGwd7B2ysbcjNyyUjK4OjJ49y6NghEpISlAu91wwmfjudg1oFrVy1NHPSsPVUNoZ8OHv2LAEBAQQFBREUFFTuPVvuterVq7Nt2zZeeuklYmJi7jpg+U82NjZ0bNuRgYEDqVGtBm998pbSiBssmRYbN26kevXqFXaM/zbnz5/n559/BqBGjVoMHvwWAMuXLyQ6egtgybS4k6BFAWcHHb8NeIaW86JJydATHb2F5csX8tprgxgy5P+YO3caV65c4ueff2b69Ok4OTmVz8EJIYQQQohKIc25hbgNtyoTVdb1hHjQ5en1nI+NJU/q9D9UtmzZQpMmTejQoQNr1qwpFrSoaavmsUc0dGxoSy8fe3p429Hd245u1//fw9uOXj72dGxoy2OPaKhpW/JHjOeee46tW7cSHBzM228XNtWOPJnDVb2J3o/aU1Vr2TYrO4sfl/7IC6+9wKfTPsWngQ+h34aybPYyZbum3k0Z1HuQ8vzAgf8BUL9+Q6WR7+6Uq+Xe6NhsNrMn5SpgaQzs4dEAgP3745R1fBr6cPTkUeW5usi1ZheXwl4Y4v5lMpl45513igUtGtawobu3PX8k6tmVbFCCFmq1mheefYF538xj94bdRCyIYGjfodSuWZvcvFyuZV4jNy8Xp5pODHttGBELIti9YTfzvplHh2c6KD0aTGbYlWzgjzN6unvb07BG4X1GkyZN4p133sFkMt3T81ARqlevztatWxk8eLCyrCBgufWPrYwZOoboldGMGTqGFk1aoNOWfrFbp9XRokmLYttt/WMrXQd3LRa0GDx4MFu3bpWgRTkLCwtTgkx9+76BTqfDaDTy7befKuuEdn38joMWBZwdLGWmCkyeHITRaESn09G37xuApVRgWFjYXe1HCCGEEEJUPsm4EOIWsrOz+fXXX29r3U2bNpGdnY2dnV0Fz0qIyrVj3DiSo6Ko0749z8+eXdnTEXfpXtbtP3bsmFK3f8qUKdSoUUMpG3Xich5nr+Xh72nHuex89qRYLgqbTCZ+3/E7v+/4HZVKRT23eqhVakxmE1nZWYwdPpbl65ajN+iVwIFarcbXtw3bt2+13JmbcBG/+rXL7ZxFJVwkJcMSuPP1baNcdC7Yv06rw7OeJwePHQTAWg3ZuYUnTuqv3//MZjOjR49mdpG/cQENbLmUnc+qw1nKMns7e/r36k+frn3Q2GhYvWk1cxbP4ejJo+gNNw/u6rQ6vBt40/7p9nw29jMMRgMrI1byU/hPZGVncc1gYtXhLFq7aghoYEvkSUupttmzZ6NSqQgODn7gMy8cHBwICwsjMDCQYcOGkZycrAQsQ5aH4PeUH7279KZfj37odDpOnTlF/Il40jPTMeYa0dhocHRwxKehD571PNHr9cQeiOWTqZ8QHRNdLMBTp04dQkJCpBF3BVm/fr3yuH//YQD8+utaLlywZJ318HGhk9cj5bKvl7yc6eHjwtr4VM6fT2Pz5nV06/YK/fsPY+5cS2PuiIgIPvzww3LZnxBCCCGEqByScSHELWzevJns7Owbluusb7xYkJ2dfcteGEI86LLT0kiOigIgads2ss+du8UW4n62ZcsWmjZtWixo4V7Vml4+drRx07En1cCaI9nEJBtISs8vNWgBhXX7Y5It28WmGnnSTUcvHzvcqxbeLxESEkKzZs14+umniYyMpG7dugAY8iHieDZpmfl097bjhfq2OGoL/96azWYSkxIxmS0XJBOSEtAb9Hg38LY8TzjJmTOnAXj11YHKdrN2Fa99f7dmFxmvYD8FpWzAkm2h1+tJOJsAgIuDFSmZhRksEri4/02aNEkJWqiAnj52HLmYy57UwtKRz7R6hoj5EXR4tgPT5k2jXe92zAidwb7D+0oNWgDoDXr2Hd7HjNAZtOvdjukh03nhuReImB/B062eVtbbnWIk/mIuPXzslHJjs2bNUgJ+D4NOnTpx6NAhhg0bhrW15e9EQcByxIcjaN21NV0GdWHe0nmcu3gOK7UVjvaOWKmtOHfxHPOWzqPLoC606tKKER+OYNvObUrQwtrammHDhnHw4EEJWlSQvLw89u3bB4CHRwOldN6KFYuUdUY94Vmu+3y7yHgF+3F398Td3bJ879695OXlles+hRD3p4ULF6JSqVCpVCQkJNz2a7fz+sPk33SsReXm5uLt7Y1KpWLlypWVPZ0H3siRIy09xAYOvPXKQpQDybgQ4hZWry65lnJnLzvWHMm6Yfnq1avp2bNnRU9LiEpz9vffiz//7Te8+/WrpNmIO3W/1e0/cOAA7733HiEhIQCcuZbHmWt5OGhUtHbVUl2nZm18Nv8skGM2m4k7EEf7p9uz77DlwtmSJSF8/PFXdOrUAycnZ86fT2NtfCqbjqfxkpfzXZ+7jccs4wE4OTnTsWN3Zb8F/J7yI/ZAYY8PN0drjl2ylFGxtbXFx8eHvLw8jhw5QmxsLHFxcaSkpJCefmM/jhUrVtCuXTsaN26sXNQVFWvLli3FAgM9fOyISTKQej34ZG9nzwcjP6Bz+87MnD+TxWsW31COzMOjAc2b+9Ks2eO4uLgqzaRTU1M4cOB/7N8fR0LCSQBy83LZ8PsGNm7byMDAgXz32Xds3LaRb+Z+Q1Z2FonX8sg1menuY8faeMvNFJMmTeKZZ57hxRdfvEdnpWJVrVqVefPmMXHiREJDQ/nxxx9JSbH0rDGbzSScTSDhbAIbft9wW+O5ubkxYsQIhg4dKqXZKtiRI0fIybFkBDVv7gtYAk9xcX8Dlt4W7Txqles+/Txq4VpFR0qGnri4vzGZTKjVapo39yUx8RQ5OTnEx8fTtGnTct2v+Pcy5eWxqWdPcrOysLG356XwcNQPyXtydHQ0fn5+t73+ggULeOONNypuQkKUo9mzZ3Ps2DEaN27MK6+8UtnTuSPnz59n165d7Nq1i927d7N7924uXboEwMCBA1m4cGGZxjtz5gyzZs1i48aNnDlzBq1WS8OGDenduzcjR44stYLIhx9+SFhYGEuWLOH//u//aN269d0cmhC39HC80wpRQQwGAxs23PgFubpOzRNuWradzuGKvvhltA0bNmAwGNBqtfdqmkLcU2e3br3huQQuHiwmk+mGEjgNa9jg66wh8mQO1wyFf9fUajXtn25P7y698W3mi06r42TiSaVcS7Y+GxtrG5xqOvF8m+dp4N4AvUFP3IE4VkasJOqvKEwmk1K3v6pWTXdve+LSDJy4bLkbdtKkSVy+fJkffviBwMBARo8ezZEjRwDINJqJSrDcuW6lAq5fG+5QX8fvpy3LV21YxaR3J/Hdwu/Izctl+fKFjB37KTqdjvHjJzFu3AgAhkXsJXZ4u7uqsZ6WqWf4hr3K8/HjJ6HRaNDr9SxfvhCwNAYOfCmQT6cV1nZ3q2JFTJIBgJo1a/Lcc8+xb98+5WJfaUaNGgVYAh6PPfYYHTt2ZOjQobi5ud3xcYibu3btGkOHDlWeBzSwJTbVqAQtalavSdjkMPRGPT2H9yQxKVFZt0aNWvTt+wb9+w8r1iD+Zs6cOc2SJSEsW7aAK1cuYTabWfjzQqL+iuLbD79l6cylDBk/hEtXLpGSkU9cqrFY2aghQ4Zw8OBBHB0dy/ksVB5XV1c+/fRTPvroIyIiItiyZQuxsbHs27cPo9F40+20Wi3NmzenZcuW+Pv707VrVwn03SN79+5VHjdr9jgAp0+fICPDEoht7Vqt3MuaqVQqWrlWY/3RNNLTr5GQcBJPTy+aN/dVGrjv3btXAhei3Fzct4/0U5asyhzg0v791Pb1rdxJiQq3cOFCBg2y9FI7ffo0Hh4elTuhCvKwHmdmZiZff/01AJ9++qlS2vVB88gj5VNqEWDjxo3069ePa9euKcuys7OVgEhoaCibNm3C07PkTMm6desycOBAQkJCmDBhglQcERVOPs0LUYqtW7eSkZFxw/Jmj2hQq1Q0c9Lw3zPFS0Gkp6fz22+/0blz53s1TSHuGf2lS1yIjS227EJsLPrLl9HVqFFJsxJl8SDU7T906BDR0dF88skn7NixQxm7aJkqsxkctSrSDWa27dzGR//3EQFtA9jw+wYuX77I/PlzGDlyLH37vsGGDWuIjt5CSoaeFxbv4LcBz9xR8CIt07J9QW8LP78ApRlsWNh3XLliufOpY9uOGIwGov6ylFSrqlVx8nKuMk5SUhJJSUll3n9OTg4xMTHExMTw+eef06NHD0aOHImfn98D3+vgfjJu3DjOnj0LWAJ6l7LzOXPNEmSrWb0mS4KXcPrMacZ8NgZjruVCular5b33JjJ48FvodIX/tkwmE6dPn+DMmdMYjUY0Gg3u7p54eDRArVZTr159Pv74K8aO/ZT58+cwZcpEDAYDiUmJDBg9gOCgYJYEL6H/6P5cunKJM9fycLJX07CGtaUnzNmzjBs3jnnz5t37E1XBrK2t6dmzp5LFajQaOXToEMePHycnJ0e5ScTW1pZGjRrRpEkTbGxsKnnW/05Xr15VHru4uAIoJfsAmtSumMBa09qOrD+apuzP09MLZ+fC7Jqi8xLibqX++Wex5yl//PFQBi7efPNNRo4cWeo6derUuUezuT1vvPHGHWeA3M22D5p/07EW+P7777l48SJ169ald+/elT2dclG3bl0aN27Mli1byrztvn376N27N9nZ2Tg4OPDhhx/i5+dHTk4OK1asICQkhKNHj9K5c2d2796Ng4NDieOMHTuWkJAQtmzZwu7duyXrQlQoCVwIUYo1a9aUuLyZk8by/0duDFwUbCeBC/EwSvr9d8ym4llGZpOJpN9/p+EDmnr7b/PPuv09fOyITTUqF2bBUrf/83Gfc+nqJabNm0bk9khy83JvMmJxBXX79x3ex3cLvyOgbQADXxlIn659mDB1Ajv37AQsdfvdq1rTw8eOdfHZmLHU7a9evToTJ07kscceU7IuSrI7xUAbNx2/nc7BZDKxMmIlA18ZyMZtGzGbzUyZMpEXX+yMl5cP06fPo1u3tiQlJXLoQgYt50UT0rVFmcpGbTqexrCIvUrQok4dd6ZN+xGVSsXx40eYOtVSVkilUjEwcCArI1YqNfbzTLD33I3nr6atmjqO1rhUscLOWo3JbMaMJalEdf0/tUpFdp6J1Ix8ktLzuJRjGTM/P581a9awZs0aGjduTHBwMP7+/rd9PA+qkspr6fV6MjMzb1j38OHDPPPMM2W6637Lli1KvxetFfg6a5SAnr2dPWGTwzh95jSjgkaRb7JkYPj6PsGMGaF4efkAlgvsv/66lhUrFhEX97dy13lRVao44uvbhldfHUinTj3Q6XSMHDmWF1/szJgxQ4mL24Ux18jbn77N7M9mEzY5jH7v9CMrO4s9KUZ6N7Hn7LU8DPmWfjGBgYEP/c9fo9Hw+OOP8/jjj1f2VMQ/FM2E0Wi0Nyyz11hVyH7tbArHNRgMxfZfdJkQ5SHljz+KP//zTx57551Kmk3FcXJykkwl8VDIz8/nu+++A6Bv374PbLYFWLJFWrduTevWrXnkkUdISEigfv1bZ/b+0+jRo8nOzsba2potW7bw1FNPKa+1b98eLy8vxo8fT3x8PNOnT+fTTz8tcRxvb298fX2Ji4tj5syZ/PTTT3d8bELcigQuhLiJ3Nxc1q1bd8NyR62KetcbzNaraq3c8VvUunXryM3NlTv/xEPnzD/KRBU4u3WrBC4eAA9S3f7Tp09z+fLlG46hcePGHDlyhAyjGUetCrUKTGb4Kfwn+nTtw4CXB7Bo9SIMBgNjxgwlPDwKZ2dXVq3aTO/eHUlKSiQlQ0/nZTH08HHh7Sc88fOoVWLGgtlsJirhIrN3nVJ6WoAlaLFq1WacnV3Jzc1lzJhhygWygYEDqVGtBj+FF36Az8otPIcOGhVPuGqpbqsmOT2fpIw8Dp43ltr03EoFLlWs8KphQztHK67kmNiVYiDTaNnoyJEjBAQEMGzYMKZOnfpQlQ0CSE5OJjQ0lM2bN992eS2Adu3alam8VkE2UoEXPe2UjCCAD0Z+gN6oZ8xnY5SgRa9efZkxIxQbGxvMZjPLly9k8uQgzp9PK3VuGRnpbN++le3bt+Lk5Mz48ZPo2/cNvLx8CA+PYvToIYSHryDflM/oSaNZHLyY9998Xyk/FnkiB39POyKOW35vRo8ezaFDhyTzRlQKjUajPDYaDTcsyzLmV8h+s3MLxy0o0Vqw/6LLhLhbORcucOUfN1NcOXyYnAsXsK1du5JmJYQozdatWzlz5gwAr7/+eiXP5u4U/f52p3bv3k10dDRgKTVaNGhRYOzYsSxYsIAjR44QHBzMhx9+eNNrWv369SMuLo41a9YwZ84cqlatetdzFKIkD27IUYgKFhUVxZUrV25Y3sxJi/r6hQG1SkVTJ80N61y+fFl5UxDiYWG4epVzu3aV+Fra339jLFInU9x/bqdu/9KZS/Gq70XP4T1ZtHqRErSoUaMWb701jpiYo+zceYQffljKW2+No1ev1+jS5WV69XqNt94axw8/LGXnziPExBzlrbfGUb16TQClbn/P4T3xqu/F0plLqXn9taJ1+wsMGTKElStXlngcRVOWY1ONtHK1XJjKys5iwtQJvDP4HdzruAMQF7eL0aOHYDKZ8PBowPr122nXrvCu9LXxqXRYvIM6MyLpviKGj38/zJf/PcrHvx+m+4oY6syIpMPiHcWCFu3a+bN+/XY8PBpc7xUyhLg4y++FR10P3hn8DhOmTiAru7DsFoB7VWt6+djRxk3HnlQDa45kE5NsICk9v9SgBVhKZCWl5xOTbNkuNtXIk246evnY4V618B6UkJAQmjZtekep4/cbs9nMtm3bCAwMxN3dnYkTJxITE3PbQYsCBeW1Jk6ciLu7O4GBgWzbtu2GgBxY3vcLsnzcq1pzPjtf6ffyTKtn6Ny+M+9//b5SHqpXr77MmrUAGxsb0tJS6NevK+PGjSgWtHCtoqO7tzMfPduIL9s35qNnG9Hd2xnXKoXlpM6fT2PcuBH069eVtLQUbGxsmD17IT17vgqAMdfIB998QNcXuvJ0q6cBS9P7c9n5yo0UR44ckc8dotJUq1ZNeZyaammoXrTHy6ELN2YdlYeDRcYt2F9aWuHf66LzEuJu/LNMlLK8SDnLf7ODBw/yxRdfEBAQQJ06ddBqtTg4OODl5cXAgQOJiYm57bF27NjB0KFD8fb2xtHREQcHB3x8fOjRoweLFy8mPf3GvycLFy5EpVKhUqlISEgo09xvtm10dDQqlUrp+wBQv359Zd2C/6Kjo8nNzcXZ2RmVSkWnTp1uuc+DBw8q23/11Vdlmi9ASkoKH3zwAb6+vlStWhWNRoOzszPNmjWjb9++LFy48LbPU1mOsyS7du1i2LBhNGrUCAcHB+zt7fHx8eGtt97i+PHjFXIct2vVqlUAeHl50axZs5uuV/TnsXq1pUfS1q1befXVV6lXrx5arRY3NzeGDx/OhQsX7ng+lW3t2rXK46I/76LUajUDBgwA4MqVK6V+tnz55ZcB0Ov1Jd7wK0R5kYwLIRgOwrkAAQAASURBVG7iVmWiCjR30rLz7I2p6GvWrOHFF1+skLkJUd4e0WjY/9lnqPQ3711gvHYNc15eia+Z8/LYNmwYmlLutNBWrUqzt9/G0d39rucryu5Bq9t/sx4Q//vf/2jUqBHHjh0j8VoezZw0VNWquWYwsXPPTjZu28i3H37LgNEDMOYaCQ9fgUqlYsaMUJydXVm6NOKGu+JTMvSsP5qm1EovSdG74lUqFbm5ucpd8QAaGw3ffPANEb9FKOWwADRq8G9ox/msfNYezcb0j+vlKpUKjzoeNPVuirenNw72DthY25Cbl0tGVgZHTx7l0LFDJCQlKBfbrxlM/HY6B7UKWrlqaeakYeupbAz5cPbsWQICAggKCiIoKOiBvAN/y5YtxRq0F1WR5bXmzp2rPG7pomHtUUs2g72dPZ+P+5yZ82cqjbgLykOp1WpOnz5B794dSU4+o2zfw8eFUU940q6UbJ7ohIvMKpLNEx29hW7d2rJq1WY8PBoQHBxGYuIp4uJ2kXA2gZnzZ/LFuC/oOrjr9ZJRBnp42ym/x3PnzsXPz+9uTr0Qd6RFixbK4wMH/gdA/foNqVLFkYyMdHanXMVsNpfr3yOz2cyelKsAODpWxcOjAQD798eVOC8hbsfuzz4jqYQLdbkl9DwE2PPll+ybNeuG5XXataP1TUqsPGyio6NLfO8xGo2cOHGCEydOsHjxYj744AOlSXJJcnJyGDJkCMuXL7/htaNHj3L06FHWrVtHUFAQEydOLM9DuGs2NjYMGDCAKVOmsGXLFpKTk0vN8Jw/fz4AVlZWDBw4sEz7+uOPP+jSpcsNF/TPnTvHuXPnOHjwICtWrKBWrVp06dKl7Adzm/Ly8hg1ahTff//9Da8V/LxCQkKYM2cOw4YNq5TjiIqy9Jp78sknS11v3759yuP69esTGBh4w7WglJQUQkJC+O9//0tsbCz29vZ3NKfK9Mf1cnf29va0bNnypuu1bdtWefznn3/e9JqWu7s7Li4upKamEh0drQQ8hChvErgQogT5+fnFItIFHDQq6lcv/mtTv7o19jaqYqVAAMLDw5kzZw5WVhVT11eI8tS9Vi3Obdt2V2NcPnTolutYabU8+eWXd7UfUXYPYt3+ku6IB8sXpW7dujF16lQAtp7Kpru3vXI838z9hqUzlxIcFMzbn75NvimfX35ZTkLCSeV4XnttEIGB/di8eR0rViwiNjamxONxdKyqHE/Hjt2V0ifHj8crxwNgpbYiOCgYnUbHt99/q2zv4mDFc/V0RJ7MUe7cB8vdTO2fbk/vLr3xbeaLTqvjZOJJ4k/Ek56ZTrY+GxtrG5xqOvF8m+dp4N4AvUFP3IE4VkasJOqvKEwmEyYz7Eo2UFWrpru3PXFpBk5ctlzEnjRpEpcvXyY4OPiBqembnp7O2LFjlX+rBe5Fea2MjAzlfb+KxlICsiDI9HrP17l09RKL1ywGLAG9gvJQaWkpxYIWrlV0t9U/RaVS4Ve/Nn71axfrn5KUlEjv3h1Zv347zs6uzJgRir9/awwGA4tWL6JLhy683vN1flz6IyYzpBvNOGhUZBrNhIeHk5KSgqur6x2cfSHuXOPGjbG1tSUnJ0cJHKjVanx927B9+1ZSMvREJ1zEr375ldSJSrio9Bzy9W2j/J0r2L+trS0+Pj7ltj/x8MvLyeHUunXkl3ITzw3bZGeTl519w/LT69fz+HvvYW1rW8JWD5e8vDzs7e3p3Lkz7du3x8fHB0dHR86fP8+hQ4eYNWsWiYmJfPPNNzRq1KjEO71NJhPdu3dn6/WStF5eXowcOZJWrVphZ2dHamoqO3fuVO6gvxdat27NgQMHWLduHRMmTAAgMjLyhvfYgj4DQ4cOZcqUKZhMJhYvXsyHH35Y4ri5ublKPwB/f/9SAxz/ZDAYePXVV0lPT6dKlSq8+eab+Pn54eTkRG5uLomJifz11183vQGzPI6zwJAhQ1i82PK5qFOnTvTr149GjRqhUqnYu3cvwcHBHDp0iOHDh+Ps7EzXrl0r9Dj+KSkpSckquVXj6ILAhZWVFaNGjWL37t0MGzaMHj168Mgjj3D8+HE+//xzDh8+zNGjR5k/fz5vv/32Hc+tshTcENSwYcNS+78Vfe8srd8gWM7t+vXrlaCIEBVBAhdClODPP//k/PnzNyxvUlujlIkqUFAu6u/k4lkX58+fZ8eOHTz//PMVOlchysPejAzaVq8ON7lYXC5UKlzl9+Gee5Dr9t/MsWPHGDp0KKGhoRjyIS7NSCsXDXtSjWRlZzFk/BCWBC9h1qRZSgZJXNwu/P1bM25cEEOG/B86nY5u3V6hW7dXMJlMJCSc5MyZ0xgMBrRaLfXq1VcySAro9XrCwr5j6tRJhY1gbTQEBwXjUdeD/qP7KyWiXKuocXWwUgIqYAkS9e/Vnz5d+6Cx0bB602rmLJ7D0ZNH0RtufqFEp9Xh3cCb9k+357Oxn2EwGlgZsZKfwn8iKzuLawYTqw5n0dpVQ0ADW+XnO3v2bFQqFcHBwfd95sWWLVsYOnSokhUElnJNLV00XDOY2Z2iv6GfVGkKymslpedDMlTVqnnSTYejVkVsqpHE61kKISEhbN68mXbt2pGfb/n339pVy64Uy89DrVbTp2sfpodMV4Jp7703ES8vH8xmM+++O1wJWjR1cmRr/6dxdtCVMKObe8nLmdjh7Xhh8Q4OXcggKSmRd98dztKlEXh5+TBuXBBffvkRZrOZRasXMWboGEKWh2AymdidbKC1q5aoBD35+fmEhIQQFBRUpv0Lcbesra157LHHiImJUf6W1qtXn1dfHcj27ZYLkbN2nSrXwMXsXaeUx6++arljOTHxFImJluUtWrQo9cKMEP909fhx8supoXueXs/V48ep1bx5uYx3L50/f56DBw/e9HUnJyecnJyU5y1atCApKanE0mwBAQH83//9H126dGHr1q1MmjSJAQMG3HBj3+zZs5WgRc+ePVm+fPkNPWo6d+7M559/Tlpa6Z9Fy4u9vT1NmzZlz549yrJGjRrh4eFR4vqNGjXi+eef57///S8LFiy4aeBiw4YNSrmhIUOGlGlOO3bsICXFUo5v2bJlN2QitGnTht69ezNlyhSySwiolaSsxwmWyhIFQYuQkJBipWgBWrVqxeuvv07nzp3Ztm0bo0aNolOnTsrf5Io4jn/aubMw+/nxxx8vdd2CwEV+fj4HDx7kjz/+oE2bNsrrLVu25LnnnqNBgwYYDAZ27txZYuCiPD5rL1iwgDfeeOOux/knvV7PxYsXAahTp06p61avXh17e3uysrKKfS4vScuWLVm/fj0nTpzg/Pnzxf42CFFeHoxb8IS4x25aJuqRG/tZwI3lo241jhD3m10ZGbScNg3bCvqwYevkRIewMOoFBFTI+OLmHrS6/SmZJZcjKyoyMpKJEydSt25dAE5czqWmnZVS7//SlUv0H90fN2c3FgcvVnpeGAwGvvzyI1q2rM8XX3yoXOBSq9V4enrRrp0/AQFdadfOH09PLyVokZh4ii+++JCWLevz5ZcfKUELj7oeLA5ejMsjLkrZK4DqOhVWKhV7Uo3KnJ9p9QwR8yPo8GwHps2bRrve7ZgROoN9h/eVGrQA0Bv07Du8jxmhM2jXux3TQ6bzwnMvEDE/Qjl3ALtTjMRfzKWHjx0FX51mzZpVLg39KorZbCYoKIiAgADly5HWCro0suMRByvWHs3m99M5xYIWKpWK+nXr0/WFrowbPo6JYyby5XtfMnHMRMYOH0uXDl2oX7d+sS+QBeW11h7N5hEHK7p42aG9ft3k7NmzLFmyRFm3uq1a2V/7p9uj1WiJ3B4JWPq9DB78FgDLly8kOtrST8S1iu6OghYFnB10/DbgGeV3KDp6C8uXLwRgyJD/U/rFbN6+Ga1Gi99Tfspx1bAt/DgfGRl5R/sX4m5169ZNebxkSQgAnTr1wMnJkn20Nj6VTcfL54LjxmNpSok1JydnOnbsXmy/QLG7e4W4HbWaN6ftnDnYVKlyV+PYVKlC27lzH8igBcD3339Ps2bNbvpf0bKKALVq1Sq1n4xGo2HKlCkAJCYmsnfv3mKvm0wm5XU3NzcWL158Q9CigFqtvq+zCgsu4B8/fpwdN+l/smDBAsBy3sr6d6po0Ka0myOtra1xdHQs09hlUVDyq2fPnjcELQrodDq+++47ABISEor1SrgXx1G05OytLqYXLRU1b968YkGLAm5ubnh5eQGQmZl5R3OqTBlFyt0V7Rd4MwWlsG51rEXPbXJy8h3OTojSyW0oQvyDyWQqMeBga62iYXWbErdpUMMGW2sVOXnF7wZds2YNM2bMeGDKdIh/txq+vnT65Rf+njCB5HJs8urWrh1tvvgCXfXq5TamuH0PWt3+uCIX+2/GYDDwxx9/EBoaSsD1YFjkyRx6+NiRZzKTkpHPpSuX6PdOP95/833C54Uza8EspeH4lSuXmDt3GnPnTsPd3ZPmzX1p3twXZ2cXNBotRqOBtLRU9u+PY//+OCXAUUClUjEwcCDvDH6HiN8i+Pb7b5VMC0etCq2VmrPp+cp5/mDkB3Ru35mZ82eyeM3iG8pgeXg0oHlzX5o1exwXF1dlDqmpKRw48D/2748jIeEkALl5uWz4fQMbt21kYOBAvvvsOzZu28g3c78hKzuLxGt55JrMdPexY2285Wc9adIknnnmmfuu75KlufloZs+erSxrWMMGX2dNpZTXAksPjeTrPzuA3l16s3rTanLzcgHo2/cNdDodRqORb78trF8e2vXxOw5aFHB2sJSZ6rzM0sR08uQgAgP7odPp6Nv3DebOnUZubi6rN62md5fe/L7jdwCSM/KpYavmco6JvXv3kpeXJ3eai3tuyJAhBAUFkZuby/LlCxk79lN0Oh3jx09i3LgRAAyL2Evs8HZ39buSlqln+Ia9yvPx4yeh0WjQ6/VKsE+j0ZT5TmYhANzatiVg5Ur+ePttrp08WebtqzZowHOzZ/+r+7kZDAbOnTtHZmYmJpPlfbzo5559+/YVq6+/d+9e5YLnsGHDbuui6v0qMDCQUaNGcfXqVRYsWMAzzzxT7PVz587x66+/AvD6668rJUhvl4uLi/J4wYIFvPPOO3c/6TJKTk4mNjYWgN69e5e6buPGjalVqxYXL17kr7/+4oUXXgDuzXEUbaJdvZTvoOfPn+fcuXMAtG/fnj59+tx03ZwcS0ZzzZo1S3z9wIEDdzLVYm6VDXGn9EVK4N3Ov7uC4GHBMd9MjRo1lMcPcuNycX+TbzVC/MPff/+tpC4W9WhtDVbqktP/rNUqHq2tITa1eHpxcnIyu3btumVDKCHuF7rq1Xn+u+84tmwZ/5s6FZPx1heRb0at0fD4uHE0eu21+75MzcMqOTn5gavbf7vFgNasWcPPP/9MUFCQklGwLj6b7j52xKUaOXMtj6zsLD6d9imR2yP5fNzndOnQhUWrF7F5+2Zycy0XogtKi0RErL7lPm1sbOjYtiMDAwdSo1oN3vrkrWKNuKtqVVTRqi3libA0PQ+bHIbeqKfn8J5KgAgsd+737fsG/fsPo169+jfs65/OnDnNkiUhLFu2gCtXLmE2m1n480Ki/ori2w+/ZenMpQwZP4RLVy6RkpFPXKqxWNmoIUOGcPDgwQq9A68sCkqYFQ1aBDSw5VJ2/j0vr/V0HS07kyzv33UcrUnKsAQyVCoVvs18mbN4jjJu//6WBpO//rqWCxcsX3R7+LjQyeuRcjkvL3k508PHhbXxqZw/n8bmzevo1u0V+vcfxty50wCI+iuKfj36Kdskp+dRx9GayzlGcnJyiI+Pp2nTpuUyHyFul5OTE6+88grLli3j8uWLzJ8/h5Ejx9K37xts2LCG6OgtpGToeWHxDn4b8MwdBS/SMi3bF/S28PMLoG/fNwAIC/uOK9ez3l555RUpVyHumKO7O/7Ll/PXRx+R9Ntvt71d3Rde4MmvvsLmAWzaW9SdNL/Oyspi1qxZrFixgkOHDimlF0tSUK6mwP/+9z/l8YNeYtnW1pbXXnuNuXPnsmrVKmbOnFmsifOSJUvIy7N8xhg8eHCZx3/22Wfx9PTk1KlTjB49mqVLl9KzZ0/atm1Lq1atyhwIuRNFS0r17duXvn373tZ2RbMs7sVxXL58WXlcWuCiaAZQaYEYg8Gg9Mzw9vYucZ37+bOXTlf4nmu8je/3Bdnltrfo01P03F66dOkOZydE6eQ2cCH+4WblnZrfpEzUrV6XclHiQaNSqfDu14+A5ctx9PS8ozEcPT0JWLEC7379JGhRiUJDQ0ut27/o50W3Vbc/dni7WwYt/qmgbn+T2paSCwV1+81ms1K3H1Dq9vfp2qdM/1Y2bdpEdnY2QUFBSp1ZM7A2PpvGtWxo5Vr4N3nHnh10HdyVrX9sZczQMUSvjGbM0DG0aNICnbb0i2c6rY4WTVoU227rH1vpOrhrsaBFFY2KBtVtigUtlgQvITktmQGjByhBC61Wy4QJX7Nnzyk+/vgrJWhhMpk4efIYUVGRREZGEBUVyalTx5W7FevVq8/HH39FbOxpJkz4WrkTKjEpkQGjB5ByLoUlwUuoeb2k0JlreVzKyadhDcs9KmfPnmXcuHG3fX4r2qRJk5SghQro6WPHkYu5lVJe6+ilXOW5SxUrUjMsP0OPOh7otDqOnjxqee7RQPl5rVixSNlm1BN39nfyZt4uMl7BftzdPXF3tyyPPxGPTqfDo64HAKmZ+bg6FNYLL7gTUoh7bcyYMcrf8SlTJnL8eDwqlYrp0+dR53rJvkMXMmg5L7rMZaM2HU+j5bxoDl2wlLuoU8edadN+RKVScfz4EaZOtQSwVSoVY8aMKcejEv9GNvb2+AwYUKZtfAYOfOCDFnciISGBZs2a8dFHH7F///5SgxZw4x3cRQMZRe/Ef1ANG2a5wSEjI+OG6wAFZaJat25Ns2bNyjy2jY0NERERNG7cGIDdu3fz0Ucf8cwzz1CtWjU6derEsmXLbvkzuBsl9QG9HUV7VdyL4yh6ob60rIGiZaL+2WujqIMHDyrzaf4AloGrUqQE3u2UusrKstxEdKsMqKLn9lZBDiHulGRcCFGE2WwuMdCgtVLRqGbJZaIKeNWwQWsFhn+8v65Zs4bJkyfLxVvxwKnu40PHVavY8tprXD127La3q9aoEf7LlmEtH14q3ebNm5XHlVm3v+W8aFIy9Erd/tdeG8SQIf/H3LnTuHLlEpu3b+aDkR/Q1LspB+JvTLOuUsWRjIz0Ysuys7OJjIykZ8+eBAcHAygXwiNP5tCwhjW9H7VXSg5lZWfx49IfCVkegt9TfvTu0pt+PSxleE6dOaWUHDLmGtHYaHB0cMSnoQ+e9TzR6/XEHojlk6mfEB0TrQQTCtiooVNDOyVTwN7OnrDJYZw+c5pRQaOUpucFpbi8vHwAyx1Pv/66lhUrFhEX9/cNx1hw7L6+bXj11YF06tQDnU7HyJFjefHFzowZM5S4uF0Yc428/enbzP5sNmGTw+j3Tj+ysrPYk2KkdxN7zl7Lw5BvaaAYGBiIv7//Hf08y8uWLVuK9d3o4WNHTJKB1MzKKa91Kafw52lnrSb/+q6aejflZOJJJUjSvLkvYAkyxcX9DVh+R9p51CrX8+PnUQvXKjpSMvTExf2NyWRCrVbTvLkviYmn0Bv0nDpziqaNmpJwNoE8E9jZFH7GiI2NZeDAgeU6JyFuR6tWrRg9ejQzZszAYDAwZsxQwsOjcHZ2ZdWqzfTu3ZGkpERSMvR0XhZDDx8X3n7CE79Syg9GJVxkdpHyg2AJWqxatRlnZ1dyc3MZM2aYcnfomDFjipWhEeJOpf75Z5nWT/njD2r7+lbQbO5f/fv35/Tp06hUKgYNGsSrr75K48aNqV27tnKThclkUhpy//P9vKiH4ftyixYtaNmyJbGxsSxYsIAB1wNgf//9N4cPHwbuLNuiwKOPPsqBAweIiIggIiKC7du3c/LkSXJycti8eTObN29m+vTpbNq0qUIyz4oGE5YuXXrbF/H/mfVQ0cdRu3Zt5fHly5eLXbgvqiBw8cgjj+Dm5nbT8YpmZrRo0aLEdUpran+76tSpU2rPmDul0+mUsl1F+3+U5MqVK0rgoqCf4M0UzWwpes6FKE8SuBCiiP/9739KCmBRjWvbYH2TMlEFbKxUNK6lYe+54ql3p0+fZu/evTz++OPlOVUh7gmVWk1mGRttZSYno7KyuvWKokLl5eUpH8YflLr9N8t++OSTbxg/fuQNy1evXk3Pnj1Rq9XMnDmTGjVqKBfET1zO4+y1PPw97TiXnc+eFAMms+XL8+87fuf3Hb+jUqlwr+NO00ZN8W7gjYOdA472juTm5XLu4jn++/d/OXjsIAlnE0o9xoAGdkpJJoAPRn6A3qhnzGdjlKBFr159lVJcZrOZ5csXMnlyULGm5yXJyEhn+/atbN++FScnZ8aPn0Tfvm/g5eVDeHgUo0cPITx8BfmmfEZPGs3i4MW8/+b7fDrN8nOMPJGDv6cdEcctd7qNHj2aQ4cOVdrFgWvXrhVr5BjQwJbYVKMStKis8loFjPmFQQxvT2/iT8Qrz5s1s7yPnz59QgkytXatVu7nUqVS0cq1GuuPppGefo2EhJN4enrRvLmvUtIs/kQ83g282fD7BgClBBxAampqScMKcU988cUXbNiwgePHjxMXt4vRo4cwe/ZCPDwasH79dt59d7gSHF8bn8ra+FRcq+ho5VqNprUdsbOxIjs3n4MX0tmTclUpC1WgXTt/pk+fh7Oz6/U+OUOIi9sFQKNGjfjiiy/u+TGLh1PKH3+Ubf0//+SxSug5UJni4+P583qA58MPP+TLL78scb0rV67cdIxatQqD/ykpKTctw/MgGTp0KLGxsWzf/v/snWdYFFcbhu9dYFm6oiJgAbGAikaxR03Egr3G2Hv9NNFINCYxJmoSEzUasRFjBXtHRY1djFEJKnYFC4IiYMFC3aXsfj/WHXalCAgIZu7r8nJ35sycM8Puzsx53vd5TxIWFoaTk5OQbWFiYpJre6XsMDAwoEePHvTo0QPQXPf/+usvvL29uXDhAhcuXGDs2LH4+fm97aFkQre+g0QieSt7pMI8Dt1J9OfPn+OQTd0Z7bPSm+ZqtJZmZcuWzVbgyE8WzeusXbuWYcOGvfV+sqJmzZqcOnWKO3fu5FgPLSQkRG+bnND9bovChUhhIVpFiYjosGNH1h7ndWxy57NYJxu7qOz2KyJS3Ik+c4a0xMQ3N9QhLTGRmDNn3txQpFC5efOmkL6blW//8TPHhbZF5dsPCL79uv0CHDt9jBu3bmTatlIlRwYMGCHYjOiyb98+IcpWIpEwc+ZMDh06JEQHKdPB/3YSMQnpdHc2pW0VEyyNMyaZ1Wo14Q/C2XdsHwtWLGCW1yymz5/OLK9ZLFixgH3H9mUSLayMpTSwy/itd7Ay5HFSulBIunnD5nRu3Zmvf/2alFSNkN2rV38WL14r1A8ZOLArU6aM1RMt7C3kdHe2ZVqLGsxuXZNpLWrQ3dkWe4sMMefx4ximTBnLwIFdiYmJwsjIiCVLfOjZsx8AKakpfDPnG7q27SrYIb1UqniUlE5lK83Dyc2bNwkICMj2b1XYTJkyhQcPHgCaQtyxSencf6n5bL5rey2AKzrBB+Zm5sQlZGTB2NnZAxpBREvtcoVTM8RVZ7/a/mxtMyw04hLiMDfNSN/XjV/VLcAoIlLUmJqasm7dOuH75ue3hYkTh5OamoqtrT0bN/ozf/6f2Nhk2A9GxSvYGxrDL//cYvqJm/zyzy32hsboiRY2NrbMn/8nGzf6C5kWEyYMw89vC6D5nfD19RWtKkQKhOQnT3h+82aetnl+4wbJ/7HitNevXxde9+vXL9t2unURXsdNJ0vl77//LpiBFSD5CU4YMGAApqamGjtUX1+Sk5PZskXzW9WrVy+srKwKdIx2dnaMGDGCs2fPCudz3759byysrEtuj1N3gv/w4cN5G+gbKIjj0KIrItzKxjkgJSVFmKTPrXCRXbZFSaBFixaAxgYqJ1vRkydPCq9fLzD/Otpza2ZmhlM+LaZFRN6EKFyIiLwiO5soIym4lM2dcOFSVoZRFt+qnTt35pgWKyJSXHlw5EiRbidScOjekJYE3/6bt2+SmJxZJOvUSZNR0blzz0zr4uLiOPpa4UwPDw+uXbsmeAyDpt6DX0gSgQ8VNLAz5pOapjStaEwlSwMM3vCcZiiFSpYGNK2o2c7NTsalmIzJ7QZ2Ms5HacQTM1MzfpryE4vWLBIm3bX2UFKplHv37tC160dCtDFoBKLjQ5oT6dme3f2aMrtNLaa1dGZ2m1rs7teUSM/2HB/SXBB+AAICDtOt28eEh99FKpXi5bUaN7fGAIQ/CGfRmkX8POVnzEw1Xtvno5Q01BFbvL29cz7oQuLw4cOsWrUKAGMDcLOVCTUtXrfX0oo+bm6NOXz4HOPHTxaygvbs2Ub//p2pWdOGli1dGTiwK8OHf8LAgV1p0aI2NWva0L9/Z/bs2UZKSopgr3X48DnhPGnttcIfhLN63mrhXN3XyUwyMjQSspIAZDLNRKxuUUMzWeFkl5kaZexXK85p+9eO38gww8JS9w5D215E5F3RtGlTtm3bJljD7Nq1mZ493YWaFwMGDCco6A7Ll2+kVSsPLCyyFgAtLa1o1cqD5cs3EhR0hwEDhr+qaRFCz57ugmhhYGDAtm3baNq0aZEdo8j7TVQ2NlGlnJ1pvmABpWrUyHJ9Xu2lSjraQtOgX8PgdZYvX57tug8++EAIOFm1alWu/PeLEt1aCbm9vlpaWgqFnn19fdmxYwcvX74EYOTIkQU/yFcYGRnx8ccfA5q/zYsXL3K9bW6Ps1q1atSqVQuALVu2cP/+/fwNNgfe5ji0NGzYUBCyz507l2Wb69evC59htxxs3tRqNVeuXAFyFi7UavVb/yusbAtAyGyBjHorr6NSqVi3bh0ApUqVwt3dPcd9as9t06ZNs83gEBF5W0ThQkTkFdevX89SjXcpK0P2ppmtV8gMJDhnIXKEhoYKnpYiIiUFVWoqD0+cyNe2kcePo0pNfXNDkUIjODhYeF2cfPs1Y/tXiIrX9q87QayLVrDo1CmzcAFkKThbWlqyYsUKDh06pJfinJCi5kS4gp03k7gVm0ppEwPaOZnQ08WUHs6mdHc2pdur/3s4m9LLRZOlUdrEgFuxqey8mcSJcIVwLi1kEuKUasGmZ1DPQcS+iGXdTs0Nv7GxsWAPFRMTRZ8+HYSi5/YWcvYPaIpf3ya4VymXbaSbRCLBvUo5/Po2Yf+ApsI5jIyMoE+fDkLmxcKFq4QIZ98dvjx78YxBPQcBGhuhuBQ15jJNH35+fkRFRWXZX2GhVquZNGmS8L6dU+7stfz8TghF4zdtWkvjxtUYN24QJ08eybImCGTYa40bN4jGjauxadNaoSi8n98JIUNFa6+lSFHw9bivM+0nNS1VTxxISdEKCBnX+cSUwimAmZSasV/t31XbP4DMSKb3ndH99Gjbi4i8S7p168bOnTuFz2NwcBAeHo1Ytmw+CoUCmUxGt26fsmnTPm7efMw//1xn06Z9rF27k02b9vHPP9e5ceMRmzbto1u3T5HJZCgUCpYtm4+HRyPBHsrY2Jhdu3bRrVu3d3m4Iu8Z0a/ZREkMDXEdP572W7bg0KED7bduxXXcOCSvTdRlJ3i8r1SvXl147evrm2WbP/74g927d2e7D6lUyldffQVAZGQkQ4YM0QsQ0EWlUhX5/YtuwfC7d+/mejutLWZERARTp04FoEqVKrRq1SrfY9Ha/GRHSkqKEC1vbm6eJ+uevBzn9OnTAU2GZ69evXiSQ6aRUqnE29tbLxu0MI9Di0wmo3FjTbBKUFBQlm10C3PnlHFx+/ZtQVAryRkXjRs3pmXLlgCsXr2as2fPZmqzYMECbr7KNvviiy8wMsq+zqtSqRQEHe1+RUQKA1ESEyk2pKen88svv7Bv374cfTALi7i4rCdAcmsTpaWujYxrjzPfbLVp0wZLy5wtJXSLXWlp2rSpELGWH0qXLk2XLl2YNm3aW+1H5L/Ho6AgUrL5XlRs04Z6kydzaf58Io8fz7Q+JS6OR+fOYffhh4U9TJFs0H2wU+lkfBVn3/7XsbW1FyLkGzRogq2tPTEx+g+se/bsITU1Ncsbaw8PD65fv05AQADe3t74+fkJv7PPklU8S07hyqP8H1Mje2OCojQPYlKplL5d+/L7yt+FDLuvvpopTLp/+eUYQbRwtbHMV9HzTtVtuTCmFW3Xneb6k3giIyP48ssxbNzoT/XqLkyZMoPZs6dprAl2+OI5ypOVm1eiUqk491BJI3tjjfCSns7KlSuZMWNG/g8+j5w4cUJ4EMrOXqvnmJ6Z7LWkUikxMVF6vvha7C3kNLIvRe1ylpjJDEhMSef6kzjO6fjia+219u3bKfjiL1niA2gsbLT2Wn4r/Dh48iBnzmfY3CUkJlCuTMbDcnS05rOnW1/j+pOsfyPflms6+9X2FxOTUbvC0tySR08zPry631bdqEkRkXdJ9+7d8fPzo1OnToBmkmP27Gl4ey8Q6tU4ODghlUpxcqqOk1P1LPcTERHG+vUr2bzZh+c6NWlq1KiBr6+vmGkhUuBUbN2ahydPkq5QUMrZmWazZ1NaJxDCQCaj7uefU7FNGwKnTePFrVsYmJhQ8Q3Rye8b9evXx9XVlWvXrvHHH3/w4sULBg4ciJ2dHQ8ePGDDhg3s2LGD5s2bc/r06Wz389lnn+Hv78+RI0fw8/OjTp06jB8/noYNG2JqakpMTAyBgYFs3ryZAQMGMHPmzCI9RrlcjkKh4Pvvv8fQ0BBHR0ekUk0McIUKFbK0qGvevDk1a9bk5s2bxMRorEGHDx/+VvfXx44d46effqJly5Z07tyZunXrUq5cOZKTk7l16xbLly8XApdGjRqVpwj4vBxn//79OXToEL6+vly4cIFatWoxduxYPv74Y8qVK0diYiJ3797l1KlT7Nq1i2fPnglFygv7OHTp3LkzJ0+eJCgoiPj4+EwFurXChaWlZY42R1qbKHh3wsU///yjJ/Y8ffpUeH3nzh18fHz02meXubFo0SKaN29OcnIyHh4eTJs2DXd3d8HObMWKFYDm+jp58uQcx/T333+T+ipQsXPnzvk4KhGR3CEKFyLFBk9PT5YsWfKuh6GHgURTmDsv1CxnhIEEISJXy6NHj3j0KO8zZGFhYXne5nWCgoJ4+vQpixYteut9ifx3yMruSSqT0eDrr6nWty8SiYSWixdze8sWgufNQ/VadNSDI0dE4eIdohvZpPtz9K59+/eGxgj9OTlV1/Ptf52OHXsID0xSqZQOHbrj4/OHXptnz54REBBAu3btstyHRCLB3d0dd3d3Hj58yKpVqzh06BCXLl3Kk2euiYkJ9erV48GDB0RGRgJQ2kRKnFJzdlt/2BpjmTGHTh4CNIWkR4z4DIDNm32ESXd7C3m+RAsttuZyjg5pToMVAUTFKwgIOMzmzT4MGDCckSM/x9t7Ac+fx3Lw5EG+Gf8N7s3cOXb6GC+VKqxNMhJtDx06VKTCha49VQM7GbtDNZYSubHX0s1UAY291sTGTrRyLJvlBIBarSYg/CmLg8LYHaKZ7Nfaa23bdhBHx6p4ea0mIiKM4OAgPXutTsM6Cd+d0LBQWjbJiCC7elXz4FqlSjUsLCyJj9eIJGq1ukCFPrVazfmoF4DGKsfRsSoAV65kZFG5VHPh738zvMClOt3rRk2KiLxrGjZsmGnZ8+exeHsvwNt7AQ4OTtSt60bdum7Y2tohkxmTkqIkJiaaK1eCuXIlmIgI/XthiUSCp6cnP//8s1jTQqRQcOzSBes6dXh4/Dg1Bg7EQJZ1IJt1zZq037qVWxs3UqF1ayyzKQD8viKRSFi/fj2tW7fm+fPnbN68mc2bN+u1qVOnDtu3b8fe3j7b/UilUnbv3s3QoUPZsWMHt27d0svSfJdYWFgwceJE5s2bR3BwMO3bt9dbf+LEiWyzKEaOHMmUKVMAzTEWhA2QSqXi5MmTenUIXqdXr178+uuvedpvXo9z9erVlC9fngULFvD06VNmz56dbXF2MzOzTAGUhXUcugwYMIBvv/0WhUKBn5+fnngCGcJFvXr1cryPu3TpEqAJDHFxccn3eN6GVatWZZvVdPr06UzCYHaftfr167N161YGDRpEXFwc06ZNy9SmRo0a7N+/P5PQ8zqbNm0CwNnZOctrvYhIQSFaRYkUC9LT07P9IX6X1ChjhNwwb18TuaGUGmXyJnYUBb6+voI1i4jIm1Clp2fKpLCqWpUOW7dSvV8/4eZOIpFQo39/OmzdilXVqnrtI48dQ5VFFpFI0aCbZq8rXBRn3/7X6dKlV47vtWRlF5UVFSpUYMaMGZw5c4a4uDiuXr2Kj48PEyZMoHfv3nTp0oV27drRpUsXevfuzYQJE/Dx8eHq1avExcXx999/ExurifYtYyLloU49hD5d+rDjwA7h3PbvP0yoyTB37g9Cu1Vd6+dbtNBiay5nZdd6wvt582YItRz69x8GQGpqKjsO7KBPlz5Cu4fx6YJ4cenSJT1v6sLk4cOHgk1EsbfX6jFI2M+10GtUdaiK3FizvVY4kEqluLk1ATRFhQPCn1KQnAh/KmSMuLk1EcQ7bf9yYzlOlZ24dusaoKnDkpSa8S1v0KBBgY5HRKSg0bVbi4gIw99/B7NnT2PChOGMHTuACROGM3v2NPz9d+iJFjKZjIEDB3Lu3DkWLFggihYihYqlgwM1hw/PVrTQYiCTUXP48P+caKGlXr16XLp0if/97384ODhgZGSEtbU1jRs3Zv78+QQFBeVKUDc1NWX79u0cP36cwYMHU6VKFUxMTLCwsMDFxYVevXqxadMmwVaqKJkzZw4rV66kZcuWWFtb59rFYPDgwcLrdu3aCbU88svUqVM5cOAAnp6eNG3alMqVKyOXy5HL5Tg6OtK3b1/279/Pzp0785V9mZfjNDAwYO7cudy4cYPJkydTv359SpcujYGBARYWFtSuXZuBAwfi6+tLdHS03u91YR+HlgoVKtC9e3cANm7cmGm91uYot4W5XV1d3wsHi65du3LlyhU8PT2pUaMGpqamlCpVioYNGzJ37lwuXrxItWrVctyHVgwCGD9+fFEMW+Q/jJhxIVIsMDAwwMTEJFu7pndF3fJ5s4nS3e7m0+Ll729iYiJMfoiIvInkR49QxGbYMVTr2xe3r77CMJtJglI1atB+61aC583jzrZtAChiY0l+9AizHCKsRAoP3Ykh3end4ubbr1BknfVQtqwNjRs311vWpEkLypQpR2ysvpeun58fy5Yty9PDhKGhIa6urri6ujJ06NBcbXP16lUhS6OipSGR8ZqJf4lEglsdN5atWya0HTxYUxz8r7928+SJJtuuh4sdHauXz/UYc6JTdVt6uNixOySax49jOHhwD926fcrgwaPx9l4AwImzJxjYY6CwzcO4NCpaGvIsOYXk5GRCQkJwdXUFNMUPb968yYULFwgODiYqKgqFQkFKSgoymQy5XI69vT1ubm40aNCAmjVr5jp1f9WqVYJFV0mw11q1RVNAPDwyHIVSgXNVZy7fuEx4+F3u379H5cpV6NdvKCdParLSFgeF4V4l7/7L2bEkKGOitl8/zWczIiJMmMB1qeaCQqEg/EE4AHbmBkQlZHy3ROFCpLhz8eJF9uzZg7+//xuz37TZbl27dmXkyJHY2NgU4UhFRP4btGrVSrgO54fKlSvzxx9/5Ngmt/vXZsnmhWHDhmUbYZ7TutysB8193qhRo4S6Fbnl6tWrwusRI0bkadusMDU1pWPHjnTs2DFf27/pWPNznDVq1GD+/Pl5GsfbHkde+Oqrr9i1axfHjh0jPDwcR0dHYZ2u3VJOHDx4sJBGl3t8fHwy2UG9DQ4ODvz+++/8/vvv+dpeW3De2tqa4cOHF9i4RESyQhQuRIoNX375JV9/nbk45ruivJkB9WzzV+Cynq0xAeEKHiUWn2hzT0/Pdz0EkRKESfnyOHbtyvObN6n7+edUysaGRxdDExMaz5iBbbNmXF22jNK1amFqa1sEoxXJCt0IJV3horj59p87l7kwHECHDt0yCREGBgZ06NCNjRtX6y1//Pgxp0+f5qOPPirgEetz4cIF4bWdhYFQz8ixoiNyYzmhd0M17x2rCse3ZUtGNuHExtn75+aHCY2dBCukLVt86dbtUxwcnHBwcCIiIoyQOyGa6LVKjoQ/CCc6IZ3a5WRCXY+jR4+yc+dODh48yOXLl/NsnfXBBx/QoUMHRo0aRYUKFbJtq/vAVxLstSqUr8DDRw9Rq9UEXw2m9YetuXxDYyewfv1KvvvuFzp27IGNjS2PH8ewOySaA7dj6FT97X/v9t+KEf6mNja2dOjQXehXi3szdy5czfgsVrA05FasJljCxMTkndkYiIjklnLlyvHtt9/y7bffkpaWRkhICJcuXeLFixcolUqMjY0pVaoU9erVw8XFJd/+5iIiIiLvkjVr1gBQpkwZIfJfpGhp2rQpHTt25K+//uLXX3/lzz//fNdDKvGoVCp++eUXAKZMmfJGSykRkbdFvAsUKdQoy7zw1VdfoVKpmD59epZFqnUpZyqljGnhpOlJATsLQz52kGMozZ9ntaFUwmeNLDkZoSA6Po3CMmh6mpTO06Sc925oaMjPP//8TtJqRUouUgMDPpwzJ1/bVvbwoLKHRwGPSCSv6HoJS3UsdYqbb//p0wFZtu/UqWeWyzt37plJuACNXVRhCxfaQoEApoZSoZaRq7MrdyPuolBqMgnq1nUDNDf2wcH/AprJ91aOZQt0PO6OZbG3kBMVryA4+F9UKhVSqZS6dd2IiAhDoVQQdj8M1xquhD8IJ00FpkYZf9Mvv/wy3xGWycnJBAYGEhgYyE8//USPHj0YP3487u7uep+btLQ0wUO4ONhrdd4UCGjstXr3HijYa3l7LxDstbq268ryDcsB2LZvG7O+nMVSn6WkpqWyebMPkyf/gFwuZ+rUWUyZMhaA0f6XuDCm1VuNMyZBwZh9l4T3U6fOQiaToVAo2LzZBwAjIyN6d+rNDwsyzk8FCwMCIzWZU/Xq1RMneUVKFLrZbyIiIiLvC+Hh4Wzfvh3QFOXWZhqLFD1z587l8OHDrF27lu+++47KlSu/6yGVaLZv387NmzepVKlSsalFI/J+Iz7Z/EfRFigt7CjLvCCRSPjmm29o1aoVAwYM4N69e9m2fa5Q0bKyCU0rGhfoxFpBYmIkpUM100LZt1qt5mykEv9biTm2q1KlCps3b6ZJkyaFMg4REZHii5ubm/A6KU2FgQTS1fq+/QqlIpNv/8mTRwTf/oK0v8nKt1+lUukVBddSqlRpmjdvleV+PvywFVZWpXj58oXe8p07d7Jw4cJCtcSLiooSXqt0JvydnZwJuRMivK9TR+OVe+/eHeLjNVkmjexLFfj1SiKR0NC+FHtDY4iLe0l4+F2cnKpTt64b/v47AAi5E4JzVWf2Hdv3atwZ2+uKFmVMpFS0NMTOwgBTQykqtRo1mvooklf/pBIJSWkqouPTiYxLIzZZI5ynp6ezc+dOdu7cSc2aNfHy8sLjlXh58+bNEmevtfyX5YJwcfzMcaZ9Po32H7dn37F9PHv2lDVrljF+/GT69x/Gvn07CQg4TFS8grbrTnN0SPN8iRcxCZrttd8Rd/f2Qr2S1auX8vy5xrqvw8cdUKYoOXH2BABWxlKeJWcEMLxeTFNERERERESkaHj48CFJSUncu3ePb775htTUVORyuTi5+46pU6cOPj4+3Llzh/v374vCxVuSnp7OjBkzaN26tVhrSqRIEA3v/0Oo1WqOHz9O7969cXBwYObMmQQGBuZJtICMKMuZM2fi4OBA7969OX78+Fv5YurStGlTLl68SP/+/bNtk6aCXSGJrLuSQFLqf6vgdFKqinVXEvALSSQth0Pv378/Fy9eFEULEZH/KLo+99Hx6dhZaLLUdH37AcG3HzL89EHj21+QZOXbf+CAX5YZdh4eXTAyMsq0HDS1ODw8umRa/vDhQ4KCggpotFmjUCiE17pXPHMzc+ISMmyw7Ow02S66okztcpaFMiZXnf1q+7O1zSiCGZcQh7mpufBed9wGEmjtKOeTmqZUtzYiNjmdI3eT2RWSyO7QJPaEJrH31f+7Q5PYFZLIkbvJxCanU93aiE9qmtLaUY65LEOQuXnzJu3bt2fMmDHExcVlsteKjtf8vd+lvZYWbT9aey3QCD3mZuaUsiwFaLJmtvpvZeinQwXh6bffZnL7dggSiYTff19BxYqagqzXn8TTYEUAB27H5GlMB27H0GBFANefxANQsaIDCxb8iUQi4fbtm8yfPwvQiD1Dew9lq/9WVCrNDUCjCsaci9JkWxgYGDB69Oj8nBYRERERERGRt2TgwIHUqFGD9u3bCwWdf/zxxwIL9BTJP4MGDWLmzJm0aNHiXQ+lxDNgwABmzpxZ6JnuIiJaROHiP8Lhw4epXbs2bdq0YefOnXoTRWVMpHxQXkaHaib0cjGjh7Mp3Z1N6fbq/x7OpvRyMaNDNRM+KC+jjEnGx0YbZdmmTRtq167N4cOHC2S8VlZWbNy4kbVr12JmZpZtu2uPU/j97EvCnhevQtiFRdjzVH4/+1LwVc8KMzMzfHx82LhxI1ZWVkU4OhERkeJEzZo1hSiYyLg0Klpokix1ffu1aP3ztb79gODbXxBk59u/bFnWxfw6d+6V4/6yW79z5863GOWbSUnJ+O3VFQCMDI0EuyMAmcw4U3szWeHYG5oaZexXqdQWWs+wI0hJTdErxq47biu5lPPRSnbeTCLwoZLIuHTB/io70tUQGZdO4EPNdheiU2haQU4vF1McrDISeVeuXImrqyu7d+/OGGsxstcCBHst3f619loN6zYUttngt4Eypcow5JMhgOY8e3qOIjU1FVtbe7ZtOyiIF1HxCjpvCqTn1n85fu9JtkEdarWa4/ee0HPrv3TeFChkWlSs6MC2bQextbUnNTUVT8/Rwt91aO+hWJeyZoPfBgCkErCUSUhI0fTRs2dPPYs4ERERERERkaLH1NSUevXq4ePjI9o1i4iIiLwlolXUe05cXByTJ09m1apVesvNZRIa2xtT+pXfdGR8Gtcep+Q4YWEg0URLVrc2opWlAc+TVQRFKYUHZm2U5ejRo5k/P+vJqLwgkUgYNmwYzZo1E7IHsuKlUsXy83G0dTKhTRUTDPJZl6I4k65Sc/ReMsfCkslpTql+/fps2bKFGjVqFNnYREREiieGhoZ88MEHBAYGEpusopWlATzUrCsOvv3JyclCfQ1dzM0t+Oijtjnu86OP2mJmZk5iYoLe8p07dzJv3rxCsxCUyWTCa90eUtNS9cSBlBRlpvaJKTnXbsovSakZ+9X6J2v7B5AZyfRElTQdryhdiyHQXHcdKzri6uyKs5Mz5mbmgigTnxhP6N1Qrt+6TnhkuDAh/1Kp4ui9ZKQSaGhvTB0bGUfCklCmw4MHD3jw4IGw/5Jkr/VBrQ84+s9RABKTEpk+fzpLf1xKQGAAEZERBAcHMWnSSJYs8cHRsSp7957kyy/HCAXFd4dEszskGnsLOQ3tS+FazhJTIwOSUtO59iSO81EvBLFCS6tWHvz++wpsbe1RqVRMmjSS4GBNFpFjJUe+GPEFn33/GYlJGpvIhvbGnI/OEMfGjx9foOdKREREREREJPcEBAS86yGIiIiIvHeUuIyLp0+fMm/ePJo3b46trS3GxsbY29vTpEkTvvrqK86ePfuuh1hsOHz4MK6urnqihYOVIb1cTGlSQV7oUZYnTpwokONwdnbm7NmzeHp6ZttGDRwJS+bPC3E8Ty6cyaF3xfPkdJZfiOPoG0SLL7/8krNnz4qihYiIiECHDh2E18+TVVgaayaBj585jjJFSfuPNX74Wt9+0BRIbtVKU59A69sfk6AgP+Tk2z979jQh2l2Xtm07vbGAoVwup23bTpmW37t3j0uXLuVrrLlBLs8QcHSn0xMSE7A0z7Bsio7W1MLQWh8BXH8SR2FwTWe/2v5iYqKFZZbmliQkZQg8x8P07SGlUiltW7RlxZwVnNt3Dv+1/ozqP4pyZcqRmpbKy4SXpKalYlPGhtEDRuO/1p9z+86xYs4K2jRvI9QUUakh6KGSU/cVdHc2o5p15tiYkmqvBXDm/Bn2H9/P3G/nIjPSCFJ+fluYOHG4kHmxcaM/8+f/KWQtgeY7tDc0hl/+ucX0Ezf55Z9b7A2N0RMtbGxsmT//TzZu9BcyLSZMGIaf3xZAIz7N+WYO/kf9OXP+DKCpbVHe1ID7LzU1Q2rWrEmrVq0K8CyJiIiIiIiIiIiIiIi8W0pUxsX27dsZN24csbGxesujo6OJjo4mKCiI27dv69kS/BdRq9XMnDmTH3/8UVhmbADtqpryODGd3aFJesU5oXCiLPv27Vtgx2RsbMzvv/9O27ZtGTZsGE+ePMmy3b0XaSwMfEnvWmbULZ/zxFdJ4MojJTtuJJKclr1kUa5cOXx9fenYsWMRjkxERKQkMGrUKH766SfS09M5F6WkSQU5R+8l6/n27z++H7VazW+/zaRdu85Ur+7C77+voFu3j4mMjBB8+1d2rUen6rZv7vQVB27HMNr/kp4Fjq5vv6/v8iy369y5Z67237lzT/bs2ZZp+Y4dO6hfv36ux5kXdG14pDqZAKFhobRs0lJ4r80kqVKlGhYWlsTHx3Eu6gVqtbpAMwjUajXno14AYGlphaNjVQCh4DqASzUX/v73b+G94pW2b2ZqxuBeg+nbtS8yIxk7Duxg2bplhN4NFeybskJuLMe5qjOtP2zNj5N/RJmiZKv/Vjb4bSAxKZGXShXbbiTSyF5G+6omHLqbIZS8bq+VpEgS3hc3ey1Ls8yiyRzvOWxctBGvGV5M+GEC6ap0du3aTHj4XRYuXEX16i4MGDCc3r0HcvDgHrZs8eXChUAhg0QXS0sr3Nya0K/fUDp06C5k59y+HYKn5ygh08JAaoDXDC/kMjlz/5grbN++mgl7QhKF94sWLSq0TCMREREREREREREREZF3QYkRLtatW8fw4cNRqVTY2Ngwbtw4WrRogbW1NTExMdy9exd/f/9si3n+V9BYC0xiyZIlwrJq1ka42co4dDeZl8qM6FapVErrD1vTp0sf3Oq4ITeWczfiLiF3QohLiCNJkYSRoRE2ZWz4qMlHVHWoikKpIPhqMFv9t3Li7AlUKpUQZWllLKW7sxnBMUruPEsrlOPr1KkTly9fZsiQIRw9ejTLNslpatZfSaBphVS6OpshMyh5D/Ip6Wr2hiby70Nlju3atWvHunXrsLXN/WSiiIjIf4cKFSrQo0cPdu7cSXyKGktjCVKJJjp+g98G+nbty5BPhuC7w1fw7ffzOyH49vfp04HIyAjBt7+Hix0TGjvh7lg2y0lStVrNifCnLAkKE2paQGbf/kmTRmVZlFsuN8HdvX2ujq116w7I5SYoFPoZBDt37uTnn38ulElcNzc34XVSmgoDiSYb8VroNao6VEVuLEehVAjCgVQqxc2tCSdPHiEqXkFA+FPcq5QrsPGcCH8qCENubk2E7Adt/3JjOU6Vnbh265reds0bNuenKT8R+yKWBSsWcOjkIT07qZxQKBVcvnGZyzcus9RnKe0/bs/QT4fSt2tfps+fLmQEnItKwcHKkPJmUh4lau49Sqq9lmMpQ8JfpJGYlMjIqSNZ77WexbMW4/mjJympKQQHB+Hh0YgpU2YwcuTnyOVyunX7lG7dPkWlUhEefpf79++hVCoxNjamcuUqODpWFf5eoCn8vnr1UubPn5UhphjJ8JrhhWMlRwZPGqxjESUjOFqJ8tVhjB49mnbt2hXKuSoKVCoVt27d4sKFC1y+fJnnz5+jUChISUlBJpMhl8spXbo0H3zwAQ0aNKBGjRp6505ERERERERERERE5P2kRAgXN2/eZMyYMahUKlq2bIm/v3+WRYcnTJigF6n3X0OtVmcSLdpXNSE2KZ1tNzKi8t5FlGVBYmdnx6FDh5g/fz7fffcdaWlZiySBD5Xce5HGwDrm2FmUiI86AFHxaWy6msCjxOwnbAwNDfnll1+YPHmy+PAuIiKSI+PHjxeKVl+ITqGhvTFBD5Xv1Lf/4sVzWY61TZsOmJqa5eq4TE3NaN26PQcO7NZbHhoayo0bN6hdu3Yez9SbadCggfA6Oj4dOwsDIuPSCY8MR6FU4FzVmcs3LgsT1ZUrV6Ffv6GcPHkEgMVBYQUqXCwJChNe9+s3FICIiDAiIjTLXaq5oFAoCH8QDmiElFlfzqJz684sWrOIdTvXZSoe7ehYlbp13ahTpz52dvbIZMakpCiJjo7i6tWLXLkSTHj4XUAjPuw7to/9x/cztPdQlv64lP3H9zPHew6JSYlEvExDbpghV7xur1WuTMa5KG72Wo+ePsp4L5NQ2cqQ+y/TiH0ey+BJg1k9bzXrvNbx9a9fExEZgVKpZPbsaXh7L6B//2EMHjwaBwcnpFIpTk7VcXKqnuVYIiLCWL9+JZs3+/D8eUZGsWMlR+Z8MwdjmTGDJw0m9tU6BytDypgYcD4q5dX4KxdIXbGiRK1Wc/LkSfbu3cv58+e5ePEiCQkJb97wFebm5tSvX5+GDRvSvXt3PvroIzHbREREREREREREROQ9pETM5k6YMAGlUknZsmXZtWtXlqKFFt1Ivf8as2bNEkQLCdDDxZQL0SmC/zEUbZRlDxdT9oQk5ViXIb9IpVKmTp1Kq1at6N+/P2FhYVm2e5SYzuKgl3StYUazisbF+sFWrVZzJlLJvluJpGW2fReoWrUqmzdvplGjRkU3OBERkRKLu7s7NWvW5ObNm0S8TKOOjQxLmYS4FDVnzp+h3cB2etmKfn5bOHJkP+XKlUciAbUaypa14fnzWCFLQuvbvzc0Jtt+DQwMKF26DBERYfTu3Ra1Gh4/fkRiYny223TqlDubKN32rwsXAG3atMHSsnDqI0gkEtRqNVcfpyCTaq4parWaTkM7IZVkCMnr16/ku+9+oWPHHtjY2PL4cQy7Q6I5cDsmT5Zb2bH/VoyQ1WJjY0uHDt2FfrW4N3PnwtULwnuPlh5Ur1KdnmN6EhEZISy3ti4rTLbrCgfZcf/+PdavX8mmTWt5/jwWtVqNz3YfTpw9wdxv57Jx0UZGTh1J7PNYFDpWhyXVXuvK41R6uJiSplITFZ9O7PNYBn4xkK/HfY3fCj8Wr12M7w5f1Go1z5/H4u29AG/vBTg4OFG3rht167pha2sniEAxMdFcuRLMlSvBgsikRSKRMLT3UL4Y8QX+R/2Z+8dcIdPC3sKA+rYydodmWGytWrWq0D7rBc3Lly9Zv3493t7e3Lx5M9/7SUhI4NSpU5w6dYqFCxdSq1Ytxo8fz+DBg0vMuRAREREREREREREReTMS9euhdsWMkJAQatasCcDMmTOZMWNGkY8hMjKSSpUqAZraDRUrVizyMbyJw4cP0759hr1GTxdTAiOVRCdoJpnMTM34Zvw3BRZlqUX7gD1x+ES9KEvQPGA3rmDM7pCMB+xt27bx6aefFuixx8XFMW7cODZt2pRju9rljPi0ljlmsuKXoZCYomL7jQSuP8lZRBo4cCDe3t7ig/lrPHnyBBsbG71ljx8/ply5gotsft8Qz1neKcnnTPcaYWwAlawMC83SL7/IZDKuXo3CwiL3v2/x8XHUqWNfLLMtra3Lcv58GHK5nE2b1jJlylgA7C3kXBjTCltz+Rv2kD0xCQoarAgQslvmz/+TAQOGo1AoaNCgCs+fx2JkZETA1gB+WPADx04fA2B0/9H47vAlJVVzvoyNjfnqq5mMGPGZXuFxlUrFvXt3uH//nmDX4+DglKW90Zo1y/jtt5nZ2hvF6mQRdKhmwpG7yaSroUqlKviv9adh54YolAocHaty5oxmMrt//85ClsrxIc0LNEvl+L0ntFl3GtBkA23atA+AZs1ciIgIQ24s5/z+83QZ3kXIVAFNQEh3F1OCswkIefbiGb47fDl48iCpqbkLCNHFyMiIDh93YGjvoViXstYLCAFNpkV9O5leQMiMGTOYOXNmnvvSUlS/aXfu3GH+/Pls2LCBxMTETOuNy1lgXq085lVtMK9WHpm1GVJjQySGBqjT0lEp00h5lkjCnUck3H1Mwp1HKJ9kFkDNzMwYNGgQU6ZMoVq1agV6DFpK8nXgXSGes7ejJDyHFjS3b98mLS0NQ0NDqlfPOltNREREREREpHhS0NfxYp9xsX37duG17oT38+fPefr0KdbW1pQpU+ZdDK3Y8PLlS0aNGiW8b1/VhAvRKYJoUaZ0GVbPW40iRVGkUZZR8ekER6fo2UZ5enrSvn37Ap14t7S0ZMOGDbRv357x48dn+VAMcP1JKpGBL+nvak5V6+JTC+Xus1Q2X0vQqz/yOubm5nh7ezN48OAiHJmIiMj7goeHB6NGjWLVqlUo0yHsefESLQA++qhtnkQLAAsLSz76qC1Hjx4opFHln2fPnrJmzTLGj59M//7D2LdvJwEBh4mKV9B23WmODmmeL/EiJkGzvVa0cHdvT//+wwBYvXqpYDfU4eMOKFOUnDh7AgArCyvWbF1Dukpzb+Dm1lgoKA2aoth//bWbLVt8CQ7+N8uC0hYWlkJB6Y4deyCXyxk/fjLt2nUWCkqnpKYw4YcJLPlxCavnrWbgFwOFgIbQp6klzl7LXCYhIUWNGtgdkkT7qibYmEkFq6bT50/TdURXBvUchOcoT74Z/w07DuzgxNkThNwJeaMFp0s1F9ybudO7U+9MFpxaGtrLKGNioBcIMnHixHcSzJMX0tPT8fLyYvr06SgU+ufBsnYF7DrWpVQ9B4ysTN64L7Mq5SjdwFF4n/oyiReX7hP91xXirj8EIDExkT///BNfX19+/vlnJk2ahIFB4RR4FxEREREREREREREpfIp9xkXnzp05cOAAVlZWPH/+nE2bNjFv3jyuXLkitKlSpQpDhw5l8uTJmJubF/gYinuky+jRo1m1ahWgKcRdyljC+WjNA3WZ0mVY77Wee/fvCUUkIfsoy9ySlyjLhvYyXihUQnTv4MGDWbBgwVsfd1aEhYUxZswYvc/H60iANlVMaOtkgoH03VlHpavUHAlL5vi95BzttGrXrs3q1atxcnIqsrGVNJ4+fUqtWrX0lt24cYOyZcu+oxEVf8RzlndK+jmLj4/no48+4uHDh+96KFni5bWKPn2G5Hm7bdvWMWnSqDc3fAcYGxtz+PA5qld3ISYmim7dPibyVfCAvYWclV3r5ck26sDtGEb7XxJEi4oVHdi79yS2tvbcvn0TD4/GKJVKJBIJ2//YzpFTR/hz45+AxrpLa/XVq1d/Fi5chZGREWq1ms2bfZg3bwaPH2dv/fU6Nja2TJ06i/79hyGRSF4VXR+Jn98WQHNPsM5rHbfCbvHDgh8AkErAzVYm3KOsmLOCm3dusnDVQgA++2wK3333CykpKTRuXE0Yz/4BTQvMXqvL5kBh/EFBd5DJZPz887d4e2vuSzxHeeJS1YWx32oyZJpWMOZiTEYhbIBq1oa42Rpz6G6yXtCBVCrFvZk7fbr0oUGdBsjlcsLuhxFyJ4S4hDhSUlOQGcmwNLfEpZoLTpWdUCgUXLh6ga3+WwkIDEClytiflbGU9tVMCI5W6mVIjR49mp9++umta1wV5m/anTt3mDhxIufPnxeWGZgYUa5VTew6fYCZY8H9biaGPyX6wGUen7iJSpGR7dKoUSMWLVpUoNkXJf068C7I6pyJGRe5p7g/hxYGYsaFiIiIiIhIyaWgr+PFXrioUqUK4eHhfPDBB7Ro0YJly5Zl29bV1ZVDhw5hb2+fpz4iIyNzXB8dHU3jxo2B4nfD+Lr9R3dnM6EQt5mpGRsXbeRhzEMmzpiYbZTl23D7dogQZQlgIDVgyY9LsC9vrxdl2ae2GXtCEvUe/N81DlaGDKxjTmmToo/Ge56czsarCUS8LH5RzyIiIiJFjbNzLQ4dCspXnaqUlBQ8PBpx61b+PfMLmgZ1Ggi1JdzcGuPndwIjIyPCw+/Sp08HQbwA6OFix4TGTrg7ls2yloNareZE+FOWBIUJNS1AI1ps23YQR8eqpKam0rOnu3AtHvbpMIZ8MoSuI7rqRe6DRrRYvHgtUqmUmJgoveLrWuwt5DSyL0XtcpaYyQxITEnn+hNNzYk3FV+fMGGYIF44VnLEb4Ufn33/mWB75FjKkPAXmmtf2xZtmfXlLFr1aUVqWmqxtNf6pKYpO28mZdqfsQF4OJnyKCmd81FKVK/dTUskEhwqOuBawxXnqs6Ym5pjZGhEaloqCUkJhN4N5dqta3p2VFqkEmhob4yNqQGHw5JIKUb3TvlCAvZd61N5YDMMTY2zbaZKTSfpfizJUc9RKdNQp6UjMTRAamyIiX1pTCuXQWqU/T1bWpKS+xvPEuV/kUIpsCZSYIjCRe4RhQtRuBARERERESlJ/OeECysrK+Li4jA2NkapVFKqVCnmzJlDr169sLS05OrVq/zwww/89ddfAHz44YecOnUqT1FoeSn6WJxuGNVqNbVr1xYKHHapbsqp+woh+u+nKT9RvUp1hkwaImRa6EZZFhS5ibK0MpbyUWU5/rczP/y/S+SGEoZ+YEG1IrSOuvMsFd/L8XoFS0VERESKK05O1alSpXD84qVSKbVr12XsWE+srErlez8vX77gzz8Xcv36Fb2I9YLk3r3bhIXdeWO7yhUq47fCj15jewnWjD179mPJEp83igUN7UvhWs4SUyMDklLTufYkjvMFIBZo0RVR7t27Q58+HXj48L6wvoeLHRMbO9EqBxElIPwpi99SRLGQSYhPUSOVSjm66Si/r/ydfcc0tSamT/+V8eMno1arGTiwq3CeapezeGt7reuv6iK4u7dnw4a9SCQSli2bz+zZ0wDo2rYrnqM8aTugLSqVCitjKW52Mk6EZ2/3VNnKkAZ2MuKVaoKiFMQp839ttzKW0qiCMZYyTebs/fcguEFuV4rqX3hgVbtCpnXqdBWxQWG8CA4n4c5jEsOfok7LXqWRGBpg5lgW82o2lHJzpExjJyQGme/3X16P5PaiIyiiXxTkoYgUIKJwkXtE4aL4CBdxcXE8efJEqP1kY2ODhYXFux6WiIiIiIhIseI/J1wYGhoK1gYGBgb8888/NG3aVK+NSqWiS5cugnixfft2evfunes+Sqpwcfz4cdq0aQNosgfKmxsQ9FBj29S8YXOW/LhEr6aFbpRlQZObiZPGFYyJSUgvdg/ickMJ37Usjdyw8G2jFGlqfv77Ocr0Yv21ExERERGQy+XMnDmfwYNH5+l6+b6gVqtZt24Fs2Z9lcmnXxcJGUHebwocKEp7Ji2v21Z17fqRIFoUvG1VCB4ejbK1rXIqbSjUWRk7cCxtW7alz7g+qNXqYmWv1dbJhMBIBQkpb75mm8skNLI3xtpEysP4dB7GpREVn05Ol3tDKdiZG1DB0pAKFgY8S1ZxLkqZq/6KPRKw7+aGw6APMZDrB4coYxN4dPgqMQevkvIs67pkuUFWxhzb9nUo7+GKcRl9q9h0RSoR60+L2RfFFFG4yD2icPHuhIu4uDg2b95MQEAAFy5c4Pbt25naVK9enQYNGtCqVSv69+9foHUcRURERERESiL/OeHC3NxcKLbcr18/Nm/enGW769ev4+rqCkCvXr3YuXNnrvsoqVZRvXv3Fo6zl4spu0OTUKk1FlH+a/zx3eGL7w5fQD/KsrB4U5SlVAI9nE3ZFVK8si4ARrtZUKNM3i1K8sqt2BRWBscXej8iIiIiBU2nTj347bfllC5t/a6HUmQ8f/6MKVPG8tdfe3JsJ5VAtxqa6zBkWDVGPYpiwg8TciyIffDgHrZs8eXChcAsC2JbWloJBbE7dOgu2Gnl1qpRS3aZDK42lhwZ/GGBZDK0auXBxo3+b8xkkBtAiopc3bO8K3utt7lnsTaRUtHSEHtzA0yMJKjVmrlzNRqBS4LmM5OUqiYqIZ3IuDSeJRdOptC7QGJkgMvXnSnTpKre8rQEBfd8TvHoyHVe99aSSCQ4VnTE1dkVZydnzM0yrLXiE+MJvRvK9VvXCY8M5/VHF4mBFJu2tagyrCWGr32OY/+9S8jc/ahTS7rf1vuFKFzkHlG4KHrhIjQ0FC8vL9avXy/MQ+QGc3NzBg0axKRJk3B2di7EEYqIiIiIiBRf/nPChZ2dHTExmmhEX19fhgzJvnBnxYoVefjwIZUqVeL+/fvZtssrxfGG8eHDhzg4OJCeno6FTEKTCnKO3ksGco5eLGzeFGWpG71oYGDAxYsXsbV9+4KbueHSpUsMGDCAp0+fZlo3uZkVtuaGhT6GmIQ0Fpx9mWl52bJl2bRpExUrVhSLPuYDsVhm3hHPWd55386ZWq3mt99+Y/78+bnexs6uIsuW+dK0actCHFnxIDDwFJ99NpTo6OyDGwwNDUlL02QOVLM2opSxRCg8XaZ0GdZ7refe/Xt4/ugpZF4YGxszZcoMRo78HLk8Y5JVpVIRHn6X+/fvoVQqMTY2pnLlKjg6VtXLlFQoFKxevZT582ehVGqyLGVGMrxmeOFYyZHBkwYT+zwW0EwGq9XqYlk7orq1IbdfFZz+sOGHLP1xqV6W6Lu213o9S3TXrl20aNFCb59qtZrTp0+zdu1aDhw4IGQIvw0GBgZ06tSJ4cOH07x580LNciqI3zSVSsVnn30mBNJI5UbU+r47pepW0mv37Pw97iw9SkpsgrBMKpXS+sPW9OnSB7c6bsiN5dyNuCsUM09NS8XI0EgoZl7VoSoKpYLgq8Fs9d/KibMn9KzhZGXMqfZ5W6wbVtHr+8WVB9z4aY9QuPuTTz5h2bJl+cpAft+uA0WBWJz77SiOz6GFzbsSLtLS0pg3bx6zZs0iJSVFb53EyACzKuUwsbVCYmSAOjWd5JiXJN57kkkYlclkzJw5k6+++gpDw8J/vhQRERERESlO/OeEi8aNG3Pu3DkAjh07RuvWrbNt26xZMwIDAzE2Ns7RziGvFMcbxlmzZjFz5kwAWjvKOR+tJE6Zs190UZEXv+iZM2cyY8aMIhmXUqnExsaGuDj9iNbScinftihVJBYoarWaX/95wXOFfmSlpaUljx8/Ji4uDhsbG7114sPdm3ny5Il43vKIeM7yzvt6zg4fPsyoUaN48OBBrtpLpVImTZrGpEnT3ssH8rS0NBYunM2iRb/mWC+jfv36rFq1ih49egjnrn1VE24+TRUmu8uULsPqeatRpCj4+tevhUl5gNKly9C//zAGDx6Ng4PTG8cVERHG+vUr2bzZh+evhAnQTLrP+WYOxjJjRk0dJYgWdjZ2RD/WZBt89tkUvvvuF1JSUmjUqCpPnjwC4MCAZnSsXj6PZygzB27H0HlTIKCxswoKuoNMJuPnn7/F23sBAJ6jPHGp6sLYbzWiSWVLA14q1bmuy1WU9lqv1+WqWbMm169fz/E+4eHDh6xatYpDhw5x6dIlkpOTcz1GExMT6tWrR/v27Rk1ahQVKmSuB1EYFMRv2oIFC5gyZQqgmdirPbOnnmiRnpzC3RUBPD56XVhmZmrG4F6D6du1LzIjGTsO7OD4meOE3g1Focz+/l1uLMe5qjOtP2xN7069UaYo2eq/lQ1+G/QyjMq3q43T6FYYmGRk0r648oDrM/2ECcb58+czeXLe743f1+tAYSKes7ejOD6HFjbvQri4d+8effr04fz588IyAxMjyrWqSfm2tTFzKofU0CDTdqq0dBLDnvDo6HUen7gpCKQADRs2ZNu2bVSpUiXTdiIiIiIiIu8rBX0dL/hiBwVM7dq1hddvimTTrn8fJ1Je5+DBg8Lr0iZSoRhk6w9bYywz5tDJQwBYW5dlxIjPinRsI0d+TunSZTTjPHkQY5kx7s3cAXipVGFtkvGxO3ToUJGN6+jRo5lEC4A6NrIi822XSCS42mS2pIqLi+PYsWNFMgYRERERXTw8PLh27RqjR4/OVXuVSsXvv/9M797tiIwsuOzG4kBkZASffNKWhQtn5yhafPnll5w9exY3NzdWrVolLD90Nxk3Oxn2FprJjdjnsQz8YiC3wm7ht8KPYZ8OE643z5/H4u29gGbNXGjWzIWxYwewbNl8du7ciL//Dnbu3MiyZfMZO3aA0Mbbe4EgWkgkEoZ9Ogy/FX7cCrvFoC8GCaJFDacalHl1HQYYPFjzt/3rr92CaNHDxa5ARAuATtVt6eFiB8DjxzEcPLhHr1+AE2dP0KBOA+H9g7h02lc1Ed7P8Z6DXCbHa4YXBlLN+du1azM9e7pz+3YIEomEAQOGExR0h+XLN9KqlQcWFll7iVtaWtGqlQfLl28kKOgOAwYMRyKRcPt2CD17uguihYHUAK8ZXshlcub+MVfYvn01Ew6HZVhELVq06I33CRUqVGDGjBmcOXOGuLg4rl69io+PDxMmTKB379506dKFdu3a0aVLF3r37s2ECRPw8fHh6tWrxMXFcebMGWbMmFFkokVBEBoayvTp0zVvJODydWc90SItQcG173fpiRbNGzbHf40/bVq0YcGKBbTq04qFqxZy+cblHEULAIVSweUbl1m4aiGt+rTi95W/07ZlW/zX+PNhww+Fdo+OXOfaD7tIS8jYX6m6lXD5urPGpwuYPn06oaGhBXAWRERESjo3b96kRYsWGaKFVEKFTxrSyGc01ca3waKGbZaiBYDU0ACLGrZUG9+Gxr6jqfBJQ40XIHD+/HlatGjBzZs3i+pQRP5DhIeHI5FIkEgk+Pj4/Gf6FhHRJSAgQPgsBgQE5Gsfjo6OmueqYcMKdGwiBUexn+H/6KOPhB/Du3fv0q5du2zbhoWFAZSoh778kJaWxuXLlwEoYyLlYVyGoNOnSx92HNhBapom2qN//2F6VhRFgVwup3//YXh7LyA1NZUdB3bQp0sfwR7iYXw61iZSniWruHTpkqDEFTbZ1T2pU77wa1u83t+p+5kfznfu3EmjRo2KdCwiIiIioMn6WrFiBb1792bSpEm5esgOCjpNu3YNmT9/OZ079yqCURYu+/fvYsqU//Hy5Yts25QrVw5fX186duwoLPPw8GDGjBnMmjULgD0hSXR3MSU4OoX7L9NITErkhwU/cOjkIX6a8hNd2nTBd4cvB08eJDVVc62OiAgjIiIMf/8dbxynkZERHT7uwNDeQ7EuZa1nbwRgLDNm7YK1tOnXBgBHx6pUrqyJ9tyyxVdoN7Hxm7M88sKExk5CPYktW3zp1u1THByccHBwIiIijJA7IcjlchwrORL+IBw1cCFaSUM7GeejU0hMSmTk1JGs91rP4lmLBXut4OAgPDwa6dlrdev2Kd26fVqg9lraiP2G9jKCo5UoX91ajR49Osd7z6wwNDTE1dUVV1dXhg4d+vYntxiSnp7O8OHDhQxn+25uejUt0hIUXJ22g8R7TwBNlsU347+hc+vOLFqziHU712WqVeHoWJW6dd2oU6c+dnb2yGTGpKQoiY6O4urVi1y5Ekx4+F0AUtNS2XdsH/uP72do76Es/XEp+4/vZ473HBKTEokPiebqdzuoM7u3UPeiTJOq2HetT9TeiygUCoYPH86pU6cwMMh6QlJEROT95969e7Rt25aoqCgA5PalcP6yAxbOdnnel6GpMVWGtaRss2qE/n4QRdQLoqKiaNu2Lf/880+xzbwICAjA3d0903IDAwMsLS2xsrKiUqVKNGjQgBYtWtC1a1eh3paIiIiISMnixYsXnDt3jqCgIOH/6GjNM9zHH3+cbwGoMCn2GRfdunUTCkrv2rUr23YnT54kNlYTadiy5fvtvX3z5k3BgqCipSGR8RpLColEglsdN46fOS601Y12LEpyirJ8GJdGRUuNUJGcnExISEihjyc1NZU9ezIXV7U0llDZqmj1OwcrQyxlmSM39+zZI3ili4iIiLwLPDw8uH79OsePH6d3795v9IB/+fIFo0f34+uvPyMpKe9FjIsDSUlJTJ06ntGj++UoWrRr144rV67oiRZaZsyYwYQJEwBNAebdIUnULGtEQ/uMB/vT50/TdURXjpw6gucoTwK2BuA5ypN6teshN845wEBuLKde7Xp62x05dYSuI7rqiRYArZu35umzp0L0et26boAmUyY4+F9AUxuilWPBevK7O5bF3kJzHMHB/woZK9r+FUoFYffDcK3hKmxz93kaZUwNhOtw7PNYBk8aTAXbCqzzWodDRQdAY/U4e/Y0GjSows8/f0tEhCZQRSqV4uRUnVatPGjfviutWnng5FRd+NxGRITx88/f0qBBFWbPniaIFo6VHFnntQ678nZ6NUEcrAwpY2LAnVe1NypXrpynGjD/Jby8vDh79iygmehzGJSR8ZCenML1mbsF0aJM6TJsXLSR6lWq03NMT3x3+AqihbV1WT77bAqBgaGcOXOT5cs38tlnU+jVawBdunxCr14D+OyzKSxfvpEzZ24SGBjKZ59NETJ71Wo1Ptt96DmmJ9WrVGfjoo1CtlFi2BOuz9xNenKGV73D4ObI7UoBcPbsWRYtWlTo50qk+JCWlsbVq1dZv349S5YsYcGCBSxZsoT169dz9epV8T78P0ZaWhp9+vQRRAuzqjZ8MK9fvkQLXSyc7fhgXj/MnDQWaVFRUfTp06fEfb7S09N5/vw54eHhnDp1Ci8vL3r37k3FihX5+eefS9zxiBQdPj4+QhR8eHj4ux6OiIiIDvXr18fDw4Pp06ezZ88eQbQozhT7jIsyZcowatQo/vjjD44cOcKWLVvo16+fXpv4+HgmTZokvB87dmwRj7JouXDhgvDazsKAa481D2SOFR2RG8sJvatJfdeNsixqcoqyjE5Ip3Y5GVc0bhVcuHABV1fXnHf4lpw8eZJnz55lWu5qI0NaRDZRWqQSCbVtZJyNVOotj42N5cyZM9lsJSIiIlI0SCQS3N3dcXd35+HDh6xYsQIfHx/u38/eFmr9+pX8++8//PHHBmrWrFOEo307bty4wvjxg7l1K/sME0NDQ3755RcmT56crZAjkUjw8vICYMmSJYDGNqqatSF9aplx6G4yL5UqEpMS+XPjn6zcvBL3Zu706dKHgT0GIpfLCbsfJhQlTklNQWYkE4oSO1V2QqFQcOHqBb6f/z0BgQF6VlamRhKSUjUTwbWr1ybkTkZAQJ069QG4d+8O8fEau8RG9gVf10kikdDQvhR7Q2OIi3tJePhdnJyqU7eum5BJEnInBOeqzkINLu156uFiSppKTVR8umCv9fW4r/Fb4cfitYuFiW6tvZa39wIcHJyoW9eNunXdsLW1E6LzY2KiuXIlmCtXggWBQ3eMQ3sP5YsRX+B/1J+5f8wVMi3sLQyobytjd2iGALdq1SosLbO2o/ovc+fOHT2LqOoTPTCQGwnr764IID5U8xCUU5H6r76ayYgRn2UqUn/v3h3u379HSkoKMpkMBwcnIYumcuUqfPfdL0ye/ANr1izjt99molQqiYiMYMikIXjN8GK913pBkIoPjSZsZQDVJ3oAYCA3ovoX7bj67XZQw3fffUe3bt2oVq1aEZ09kaLm8ePHrF69mr1793L58uUc68+YmJjwwQcf0K1bN0aOHJmpNofI+8W8efMEeyi5fSlcZ/XCyMrkDVvlDiMrE1x/7MXlqVtQRL3g/Pnz/Pbbb3z77bcFsv/CYty4cYwfP154n5CQwPPnz7ly5QrHjh3j6NGjPHnyhO+//x5/f3/27dsn1qv5D+Lo6Jgpa1JERKRkoPvdLV++PI0aNWLfvn05bPHuKfbCBWgKUe/fv5/79+8zePBgTp8+Ta9evbC0tOTq1avMnTtXiNofN27ce2+3ExwcLLw2NZSS/upz5+rsyt2Iu5miLN8Vdeu6ERERphdlGf4gnDSVZpJFy4ULFwrdSmHHjqztN+raGBdqv9lRt7xxJuECwN/f/x2MRkRERCRrKlSowKxZs5g1axZnzpyhb9++REZGZtn21q2bdOr0ITNm/MbQoWOLrHZQflCr1fj4LOfHH6cKUfhZUbVqVTZv3pyr+wqpVMqiRYuwtrYWbKPuPEvjwcs0PJxMeZSUzvkoJSq1ZnL22OljHDt9DIlEgkNFB1xruOJc1RlzU3MszSxJTUvl0dNH/P3v31y7dY3wB+GZ+5RAQ3tjlKkqLj/W2E6Zm5kTl5BRz8nOzh6A+/fvCctqlyucyXjXcpbsDY0R+nNyqo6tbUbkalxCHOam5pm2e9f2Wg5WhtS3k7EnJEO0mDFjRp4tov4rzJ8/P8Miqmt9rGpnWLQ+O39PqGlhZmrG6nmruXf/HhNnTCRdpfHfcnNrzMKFq6he3QWAlJQU/vprN1u2+BIc/K8gsOliYWGJm1sT+vUbSseOPZDL5YwfP5l27Trj6TmK4OAgUlJTmPDDBJb8uITV81Yz8IuBJCYl8ujIdco2r0HpBo4AWNWuqGcZtWDBAv7444/CPGUi74Dz58+zcOFCtm/fLvxuvInk5GQCAwMJDAxkxowZfPrpp3h6etKwYcNCHq1IURMaGsrMmTM1b6QSnCd3LDDRQouRlQnOX3bg8tStoFIzc+ZMevXqhbOzc4H2U5DY2NhkGVDYsWNHvv76a65fv87gwYO5ePEiQUFB9OrVi2PHjonWUSIiIiIlhM8//5wqVarQqFEjKleuDFCsn9uhBFhFgcZT+uDBg1SrVo20tDSWLl1K69atadiwIcOHDxdEixEjRvwnUr616awAKh21zNnJOcsoy3eFrnCijbLUotIR6As7NSk9PR0/P79My82MJFQp/W60uyqlDDEzyvzjcODAgXcwGhEREZE38+GHH3L9+nUGDBiQbRulUsm0aRMZMaI3z57FFuHocs+zZ7GMGNGb7777IkfRYuDAgQQHB+cpGEIikTBz5kwOHTpEpUqaIsXKdPC/nURMQjrdnU1pW8UES+OM33+1Wk34g3D2HdvHghULmOU1i+nzpzPLaxYLVixg37F9mUQLK2MpbZ1M6OFsSkxCuiBaABgZGgl1rgBkMo1An5KSYZdjJiscT39To4z9CrUkZBkBAimpKRgZZkTmVymluQa/S3uthvYyXMoasTskCe2tycSJE5kxY0Z+T8N7zcuXL9mwYQMABiZGVB7YTFiXlqDgztKjwvtvxn+DIkWB54+egmjRq1d//PxOUL26C2q1mk2b1tK4cTXGjRvEyZNHshQtAOLj4zh58gjjxg2iceNqbNq0FrVaTfXqLvj5naBnT002droqnUmzJqFIUfD1uK+F7W8vPUJaYsb3vfLAZkhfZYmsX7+euLis+xUpeSQlJfHll1/SuHFjNm3apCdaODpWpVu3T/nuu19YutSHFSs2s3SpD9999wvdun2Ko2NGnZbU1FQ2bdpE48aNmTx5com1QxTJGi8vL+GzUaFnAyxq2BZKPxbOdlToqbFMTklJKfFzFbVr1+b06dPUr6+ZZ/jnn3/w9vZ+x6MSEREREcktU6ZM4ZNPPhFEi5JAiRAuAGrWrMmlS5f47bffaNKkCdbW1shkMipWrEjfvn05fvw4q1evFuphvM9oo9wAdBP0souyfFfkFGWpO27d4ykMTp8+zePHjzMtz69NlFqt5s6zVP6OSObOs9R8pUkaSDV2Ua/z5MmTPO9LREREpKiwtLRkw4YN+Pr6YmZmlm27Q4f8adeuIWfP/l2Eo3szZ86cpF27hhw6lH12m7m5OevWrWPDhg35tgny8PDg2rVrjB6dUe/p/ss0/EKSCHyooIGdMZ/UNKVpRWMqWRpg8IZLkaEUKlka0LSiZjs3OxmBkQp2hSRx/6W+x3RqWqqeOJCSohUQMq45iSnp+TquN5GUmrFfY2OtYJIxWSwzkumJKnVfuw4eupvMC4WKPrXMsDLW3KJq7bXaDmjLDwt+wKWqC6vmruL8/vPsXbOXedPmMX3idKaOm8r0idOZN20ee9fs5fz+86yauwqXqi58P/972g5oy58b/xSsoayMpfSpbcYLhYpDdzOsYyZOnMjChQuLfeTRu2L9+vUkJmrOYblWNTE0zRCm7vmcIiU2AYDmDZvTuXVnvv71a8Eeqlev/ixevBYjIyNiYqIYOLArU6aM5fHjGGEf9hZyujvbMq1FDWa3rsm0FjXo7mwr1E8BePw4hilTxjJwYFdiYqIwMjJiyRIfQbxISU3hmznf0LVtVz5sqKm9kfI0gXtrM36PDE2NsXGvCUBiYiLr168vjNMlUsQEBgZSr149Fi5cWKB1VH7//Xfq1atHYGDguzw8kQIiLi5O+M5L5UZU6tO4UPur9GljPaE0Pj6+UPsrbExMTFi/fr1wnZw/f36OWU3Pnz/n559/plmzZpQtWxZjY2Ps7e3p3r17jjVMAaFOgjY75sSJE/To0QN7e3tMTEyoWbMmP/30k3Bd0nLgwAE6deoktKtVqxa//vqrXhDH66SkpODv78/nn39Oo0aNKF26NEZGRpQpU4YmTZowc+ZMnj59muN4HR0dkUgkDBs2DICQkBBGjx6No6MjxsbGlC9fnp49e+bqtyQ9PZ1ly5bRpEkToUi6m5sb8+fPzzHwJq9cuHCBkSNHUqNGDczMzJDL5UIx9s8++4y9e/dmmu8IDw8X/jY+Pj7C8oCAACQSCcOHDxeWValSRWir/Zdd8d8jR44waNAgqlSpgomJCZaWlnzwwQdMnTr1jcGuUVFRfPPNN7i5uWFlZYVMJsPW1pY6derQv39/fHx83jpI4cmTJ/z44480b94cGxsbjI2NqVSpEs2bN+fHH38kNDQ0223Dw8Px9PSkdu3aWFhYYGpqSvXq1Rk7dixXr17NcptZs2YJ5+z27dtvHF+nTp2QSCSUL18+2xo0QUFBjB49mho1amBubo6ZmRkuLi589tlnOfbxet0SpVKJl5cXTZs2pWzZsnrf04LoT0tycjKzZ8/mgw8+wMzMjDJlytC8eXNWrlypZ5tbkJw7d47+/ftTqVIl4fswbNgwbt7M2lq4V69eSCQSSpcu/ca5zbS0NGxtbZFIJHh4eOR6THv37hXO/9atW9/YfvLkyUgkEgwMDHjw4EGu+ymulAirKC1mZmZMmTKFKVOmvOuhvFN0L7i6lxAjQyOSFBnRQLpRju+C16MsLc0yJoB0x12QF96s2LlzZ5bL62QhHLyJhBQV264ncPNpxs1ZzbJG9KltjrksbzpgHRsZQQ8L99hFREREChqJRMKQIUNo1qwZ/fr107Mv1CU6+iG9e7fjiy++5csvp2No+O5uOdLS0vj9959YtGhOjmJzgwYN2Lx5M9WrV3/rPi0tLVmxYgW9e/dm0qRJws1uQoqaE+Gam1prEykVLQ2pXU6GiZEEtVpzfVQDklf/pBJISlUTlZDOrdhUArOwGTQ3kpDwqsZFQmIC5cpk+E1HR2uyNHVrXl1/UjjR5dd09qvtLyYm40HT0tySR08fCe+z0gaKyl7LxtSA3SGJ6Go4M2bMYMaMGaJokQ1qtVovstau0wfCa2VsAo+OZFhE/TTlJxatWUREZASQYQ8llUq5d+8Offp04OHDjLo5PVzsmNjYiVaOZbM8/2q1moDwpywOCmN3iOYzFRBwmG7dPmbbtoM4OlbFy2s1ERFhBAcHEf4gnEVrFvHzlJ/pOqIriUmJPD56A4cBzZBZawJp7DrWJeavKwB4e3szfvx48W9fgtmzZw99+/YVnisKuo7K7du3adWqFdu2baNbt27v6jBFCoDNmzcLE9027voCbGFgaGaMTSsXYg5eJSEhgU2bNpX4mpy1a9emXbt2HD58mIcPH3Lu3Dk+/PDDTO0OHDjAwIEDefHihd7y6Oho9u7dy969e+ncuTNbtmzB3DyzlaQuc+bMYdq0aXr3cSEhIfzwww8cPHiQQ4cOYWZmhqenZ6bMlps3bzJt2jT+/vtv9u3bh4FB5szTMWPG4Ovrm2n5s2fPCAoKIigoiKVLl7Jnzx6aN2+e41gBdu3axeDBg/WytR4/fszu3bvx9/dn48aN9O3bN8tt4+Pj6dixI6dPn9ZbfvHiRS5evMiWLVtYuXLlG8fwJhYuXMiUKVMyTQBHRkYSGRlJcHAw3t7exMfHv/Hv8zYkJiYyePDgTC4ZCoWCK1eucOXKFf744w82b95Mly5dMm1/6tQpunTpkkmYePToEY8ePeLatWts2bKFsmXLZrl9bti4cSNjx47NJJJpz9WZM2dYs2ZNlsXI161bx5gxYzLNe925c4c7d+6wevVqfvrpp0w1cAYNGiSIAZs2bcoxG/jp06ccOXIEgL59+2Z67kpLS2PixIlZWmOGhoYSGhrKypUrWbZsmV7gVXZ99ezZk0uXLmXbpiD6i4qKok2bNoLDDmiyKs+cOcOZM2fYtWsXnp6eOY41r6xZs4axY8fqCT+RkZH4+vqyZcsWfH19M31vR40ahZ+fHy9evGD37t2ZajLrcuDAAR490jwLjRgxItfj6ty5M/b29kRFRbF27dpsfztAc+612dHt2rUTXABKMiVKuBDRoBs1qft4lV2U5bsipyhL3XFrozILA5VKlWUkh4mhhKrWecvOuR2byuZr8cSn6E963XyaysKzL+jnakH1MrnfZzVrI+SGEhRpYmErERGRkkf16tU5e/Ys06ZNY8GCBVm2UavVeHn9wj//nMDbex0VKzoU8SghMjKC8eOHcP782RzbTZkyhdmzZxe4T7OHhwfXr18nICAAb29v/Pz8SE/XzJY/S1bxLDmFK4/esJMskEgkwsN7OycT/F4VlQ4NC6Vlk5ZCu6tXLwJQpUo1LCwsiY+P41zUC9RqdYFO0qrVas5HvQDA0tJKsFy5ciVD2HKp5sLf/2ZEvUt1uu/evTvBwcE8ePBAsNeqbGVId2dT4pVqgqIUxCnVQl/hD8IFi63cYGUspVEFYyxlEs5Hp+gFDlSqVInVq1eLNS3ewMmTJwUBzrJ2BcwcywrrHh2+JviADuo5iNgXsazbuQ7Q3OctXLhKyLTQFS3sLeSs7FqPTtVztmmRSCS4VymHe5VyHLgdw2j/S0TFK4iMjKBPnw7s3XsSW1t7Fi5chYdHI5RKJb47fOnSpguDeg7iz41/ok5XEXP4GpX7NQXArEo5LGvZE3cjihs3bvD333/z8ccfF/h5Eyl89uzZwyeffCL8thZWHRWlUkmvXr3YtWuXKF6UYHSjvcu3rV0kfZZv50rMQU1U9cmTJ0u8cAHQtm1bDh8+DGgmjl8XLo4cOUK3bt1IT0/H0dGRcePGCdkDDx8+ZOvWrWzYsIH9+/czdOjQbIMNAf766y+CgoJo1qwZEyZMoEaNGjx9+pRFixbx119/cebMGebMmYO1tTWLFi2iY8eOjBo1CkdHRyIjI/n1118JDAzk4MGDrFy5kv/973+Z+khLS8PJyYmePXvSuHFjKleujKGhIRERERw9epQ1a9YQGxtLz549uXbtGjY2NtmO98qVK2zduhU7OzsmT55Mw4YNUavVHDp0iDlz5qBQKBgzZgytW7fOsrj5wIEDBdGicePGeHp6Ur16dR49eoSPjw/bt29/68/QlStXBNGiSpUqfP7559SrVw9ra2sSEhK4ffs2J06cyNJyOzsaNWrE1atX2bNnD9OnTwfg0KFD2NvrO4FUqZIRTJOenk7Xrl05ceIEEomEfv360atXL6pUqUJqaipBQUEsWLCA+/fv88knn3DmzBkaNGggbK9UKunXrx9xcXFYWFgwbtw43N3dsbGxITU1lYiICM6ePZvj5+tNrFu3TqjJKpfLGT16NB07dsTW1paEhASuXLmCv79/lhkE+/fvZ9iwYajVaszNzZk8eTJt27bF0NCQM2fO8Ouvv/L06VOmTZtGqVKlGDdunLBt1apVadKkCf/++y8bN27MUbjYunWrMNk+cODATOtHjhzJunWa+7KOHTsycOBAatSogUQi4dKlS3h5eXH9+nXGjBmDra0tXbt2zbavkSNHcvXqVYYMGULfvn2xtbXl/v37evN6b9tfWloaXbp0EUQLDw8Pxo0bR6VKlbh//z7e3t4cPHiQ2NiCsya+dOkSmzZtwsbGhm+//ZbGjRujUCg4cOAAXl5eKJVKISOoceOMTL0OHTpQqVIlHjx4wNq1a3MULtauXQtA6dKl6dmzZ67HZmBgwNChQ/n11185cuQIkZGRVKxYMcu2+/fvFxxn8iKOFGdE4aIEohs1pDvlkF2U5bsixyhLnXa6x1PQnDt3LstCsrXKyTCU5m7CJl2l5tDdJALCFWQnMcSlqFkZHEcrRzntq5pikIt9G0ol1CpnRHB09imrIiIiIsUZmUzG/PnzadeuHUOGDMnSlg/g/PmztG3bkNWrt9O8easiG9/p0wGMHPkpcXEvs21jY2PDunXraN++faGNQyKR4O7ujru7Ow8fPmTVqlUcOnSIS5cukZyc/OYdvMLExIR69erRvn17LC0t+fLLLwFITldjIIF0NVwLvUZVh6rIjeUolApBOJBKpbi5NeHkySNExSsICH+Ke5XMD8v55UT4U6LiNZkkbm5NkEo1WYja/uXGcpwqO3Ht1jVAY3+VlJpxVe3Zsyfr1q1jypQpQhTh/Zdp3H+ZhrlMQiN7Y6xNpDyMT+dhXBpR8emk56D7G0rBztyACpaGVLAw4FmyisBIBQmvBR+MGTOG3377Ld+2YP8l9u7dK7y261hXeK1KSyfmoCZzQSqV0rdrX35f+bsgrH311UyhpsWXX44RRAtXG0uODP4QW/O83Qd2qm7LhTGtaLvuNNefxBMZGcGXX45h40Z/qld3YcqUGcyerYnK9d3hi+coT1Zu1lgKxBy8SqVPGyMx0Hw+bTt+QNwNzf3ynj17ROGiBBIYGEjfvn0F0aJXr/6CUKZWq9m82Yd582boWZJlhbaOysmTR7CxsWXq1Fn07z9MqKMyadJI/Py2kJ6eTp8+fQgICKBp06ZFcYgiBcyFCxcAkBgZYOZUcNfBnDBzKofEyAB1arrQf0nHzS2jnuWtW7f01mkj6NPT0/Hw8MDPzw9TU1Nhff369enSpQsfffQRY8aMYdeuXRw7dow2bdpk2VdQUBCffPIJW7du1cuWaNu2LS1atCAwMJDFixeTmprKpEmTWLhwod4427ZtS61atYiIiOCPP/7IUriYNWsWTk5OmYI6GjZsyCeffML48eP58MMPefLkCUuWLOGnn37K9txcvHiRBg0acOzYMaysrITlTZs2pVq1agwaNIi4uDg2bNiQKWLc398ff3+NpWmnTp3Ys2ePXvR8p06d+PHHH9+6FteOHTtQqVSYmZlx9uxZypcvr7e+RYsWDB8+nJcvX+r97XLCzMwMV1dXzp8/LyyrUaMGjo6O2W7j5eXFiRMnMDIyYs+ePXTs2FFvfdOmTRk8eDAtW7bk+vXrTJo0iVOnTgnrT58+LdSA3bRpU6aMiiZNmtCnTx9+++23fNUqioqKEsQEGxsbjh07lqmAfcuWLfnss88yzTulpqYyduxYQbQ4deoU9erV0zu2Tz75hGbNmhEdHc2UKVP49NNPKVs2IzBk4MCB/Pvvv9y+fZvz58/TsGHDLMe5adMmIEPs0GXnzp2CiLBy5UpGjRqlt75hw4YMGjSIzp07c/z4cSZOnEjHjh2zzZa/cuUKq1ev1psU1/09KIj+/vjjDy5e1ARfjRkzhj///FNY16BBA3r27MnIkSNZs2ZNlmPMD5cvX8bBwYHAwEBsbTMCaj766CPat2+Ph4cHaWlpfPbZZ5w7d05YL5VKGT58OD/++CNHjx7lwYMHWWY5PH78mP379wOav2teA7hHjRrFnDlzUKlUrFu3jmnTpmXZTntOypQpQ/fu3fPUR3GlxNS4EMlAV7HWrdEQGhaKSzUX4b02yvJd8XqUZejdDM8/3Xl9Ozs7CosdO3Zkubxu+dxF1MYmpbPsXBwnchAttKiBE+EKlp2LIzYpd/7hdW3erZ2XiIiISEHQvn17Ll++nKNXZ1zcS0aM6E1CQtF4OyckxDN8+Cc5ihbt27fnypUrhSpavE6FChWYMWMGZ86cIS4ujqtXr+Lj48OECRPo3bt3ludw8eLFXL16lbi4OM6cOcOMGTNo27atsD46Ph07C82DfHhkOAqlAueqzpr34Xe5f/8eAP36Dc3YZ1BYgR7XEp39afuJiAgjIkKz3KWaCwqFQrBvsjM3ICoh41rZoEEDwV7r0KFD1KxZU1intdfaeTOJW7GplDYxoJ2TCT1dTOnhbEp3Z1O6vfq/h7MpvVw0RdBLmxhwKzaVnTeTOBGuL1rUrFmTw4cP8+eff4qiRS7RnYgoVS8je+rZuXukPNNYJ7T+sDXGMmMOnTwEaOoLjBjxGQCbN/sQEKCJzrW3kOdLtNBiay7n6JDmQu2LgIDDbN7sA8DIkZ8L9QkOnjyIscwY92buAKTEJhCr81ktXT+jMOH7Mpn4XyIpKYkhQ4YI9htFVUdFqVQydOjQPAnPIsWDuLg4ISrarEo5pIaZLYMKA6mhgZClduvWrRJf5wI0k2Janj9/rrdu7dq1PHr0CLlczvr167Od+B49erQQuayNRM4KU1NTVqxYkcniycDAQMg8iI+Pp1y5csybNy/L7bUR81euXOHly8z3hlWrVs0xE7VOnTrCBOzu3buzbadlzZo1eqKFlgEDBgjzOboT8Fq01jrGxsasXLkyy8nj6dOnZ5o8zysxMZrfxRo1amQSLXSxsrISglEKmtTUVCFr+/PPP88kWmgpXbo0v/32G6ApCH/nzh1hnfY4QDPBnB2Ghob5ut9bsmSJIHj8+eefOZ731yPg/fz8ePjwIQDfffednmihxcHBQTi2pKSkTN8DXdunjRs3ZtlveHg4Z86cAbLOtvj1118BTZDQ6yKCFrlcztKlS4X9ZVeHBKB169Y5RvIXRH/a70H58uX1hEhdFi1alGXG0tuwYMECPdFCi7u7u2Bpdf78eT3hAjSZDVKpVBAVsmLDhg1CPaD8ZEI4OTnh7q65n9WtLaPL48ePOXDgAJA/caS4IgoXJRBdNTMpTSUU9dSNsgR94eBdkNsoS91Uv4JErVZnmRJobADVc2ETdTFaycLAlzyIy7qwUXY8iEtjYeBLLka/2aqrRhkjjIvmfllERESkULG1teWvv/7it99+w8go69/Y+Pg4goODimQ8wcFB2YokRkZGzJ8/nwMHDuT4sFbYGBoa4urqytChQ1m8eDHbt28XPEl16devH66urnoPrzVr1sTExASAyLg0Klpo1qnVaoKvBtP6w9ZC2/XrNRkMHTv2wMZGczO+OySaA7dzjkDOLftvxQh1B2xsbOnQobtevwDuzdy5cDVjYriCpSGRr66vJiYmuLhkBF5o7bWOHz9O79699SYqniWruPIohYN3k/ELSWJ3aBJ7QpPY++r/3aFJ7ApJ4uDdZK48SuFZcoZvs4GBAb179+b48eNcv35dtIbKAyqVSoh8My5ngZGVibDuRXC48LpPlz7sOLBDsAft338YcrmclJQU5s79QWi3qmv9fIsWWmzNNTZTWubNm0FKSgpyuZz+/YcBmkmRHQd20KdLn4zxXowQXhtZmWJc1gLQRMgWVqFHkcJh+vTpwiT063VUunb9SBDKQFNH5fiQ5kR6tmd3v6bMblOLaS2dmd2mFrv7NSXSsz3HhzSnh0tGQJW2jkp4+F2kUileXqtxc9NMst66dUuwQhEpOTx58kR4bWKbeVK5MJHblcpyHCUV3ZoHrwsxe/bsAeDjjz/O0VIJMiabz57N3tKzXbt2WFtbZ7mubt2MDMBevXplew/6wQcZdZnu3buX45hAI8bcvXuX69evc+3aNa5du0apUqUAuHHjRo4FyevUqaM3Ll0kEgn169cHICxMP4gkLS2NkydPApp7odctlrRIpVJBiMkv2uDRGzduEBRUNPfmrxMUFCQU3e7Tp0+ObXVFCd3Pim4QbE7iV37RRshXqVIlz9HrR48eBTR/85wmqj/99FNB5NJuo8XGxka4X926dWuW9ynabAvQCGO6PHz4UAjMeNM5rlmzppDtkdP3MStxpCD7i4qKEqxJ+/Tpk63waW5u/sY+8kLp0qVz/Bvr/g1f/zs5ODgIQWXZiQraz2e9evWE34C8ohWCbt++zT///JNp/fr16wXLsPfFJgpE4aJEojvRn9soy6Imr1GWhcGlS5eyvCmpWVaGkUH20RTKNDVbryew6VoCyhx8KLLzlANQpqvZdC2BbdcTUOZQw8LIQIJL2YL1UxcRERF5V0ilUqZMmcKZM2eyjYApXz5nL/uCwsYma0HCxsaGM2fOMHny5EKLICsKDA0NhYfw2GQVFSwzJve37dtG7069hbpXmzf7oFAokMlkTJ06S2g32v8SMQmKtxpHTIKCMfsuCe+nTp2FTCZDoVAIEfBGRkb07tSbbfu2Ce209k2guYF/PaJQa6+1fft2IiIimDlzJs2aNRPEmtxiYmJCs2bNmDlzJhEREWzfvh13d3exCHMeuXXrFgkJCQCYV9P/biXc0VjESSQS3Oq4cfzMcWHd4MGa6LS//trNkycay9AeLnZ0rF4wgmGn6rbCRPPjxzEcPLhHr1+AE2dP0KBOxr1mwh39ojJm1TSTavHx8Vn6U4sUT86fP4+Xlxfw5joq+wc0xa9vE9yrlMv2u6+to+LXtwn7BzQVMjC0dVS0mRcLF64SIhgXLlwoZuqUMFJSMix6JUZFGz2mm93xepHekoiuWPF6JLs2Q+/QoUNIJJIc/82fPx/Qj5x/nRo1amS7Tism5KVddhkvV69eZcSIEdjZ2WFtbU21atVwdXWlTp061KlTRyiUrFKpMmWZ6KIbjJEVWhHm9XHcvXtXiO5v1KhRjvvQ9djPD/3798fIyAilUknz5s3p2rUry5cv5/r163oF0AsT3UzOZs2a5fg50RXKdD8rLVq0wMnJCYBJkybRuHFjfv31V86cOaP3fc8PqampXLumCb5t2bJlnu8dtds6OjrmKODJZDJhIlu7jS5aoSA6Oprjx49nWq/NxGjYsCHOzs5663TPcf/+/d/4fXz69CmQ8/cxO1GuoPq7evWq8Lqwvwe61K9fP1t7LNA8r2hrIWb1d9KKCnfu3MmUTXX+/Hlhm7cRFHr16iX8fmQl1GmXubm56Ym1JZ2S+8T+HyY/UZZFTU5RlrbmBtlGWRYk2RVgqpODTVRkXBpe/77gfFT2N5MymQwvLy8iIiJYuHBhtlEdAOeilCz694VwvHkdj4iIiEhJpE6dOlk+lFeq5EiNGrWKZAzOzrWzLAauUCioU6dOkYyhsOnQoYPw+nmyCktjzQPV8TPHUaYoaf+xxgLr2bOnrFmzDNBEwLdqpbGjiopX0Hbd6XyLFzEJmu21tS3c3dsLke6rVy/l+XNNwbwOH3dAmaLkxNkTgKZQtm4mxJusut5kr9WlS5csaxOcPHlSz16rQoUK+TpOEX0bJfOqGQ/fqtR0EsM1D52OFR2RG8sFa1BHx6pUrqwpwLlli6+wzcTGTgU6tgk6+9P24+DghIODZnnInRDkcjmOlRwBSAx/iiotI4BGV4gRJ6FLDgsXLsxVHZULY1q9sfj762jrqNQup8nG0dZRUavVQh0V0Dx7ZWdhIVI80U46AahTc2ftW1Do/u68D/Yd2glHQC8bIjU1lRcvXuR5fznVH8ipxoJuEEpu22lr4uiyevVq3NzcWLt2bY6Ttlpysop7U00I7VheH4euGPKmTJW3zRh2cXFh8+bNlC5dmrS0NPbt28e4ceNwdXXFxsaGwYMHZ2llVZBkVxvvTeh+VoyMjPD39xcsRs+dO8e0adNo3rw5pUqVomPHjmzatCnLv/mbePbsmXCdyY+9+bNnz4Dc/a209kTabXTp0aMHZmZmQGa7qEuXLnHjxg0g60yIgjjHr1O6dOls1xVEf0X5PdDlTX0ZGhoKv3VZ/Z26d+8uBO69Lipo604YGxvnmLHyJoyNjRk8eDAA27ZtIzExUVgXFBTE9evXAU1x9PcJUbgogeQnyrIo0YuyNMwcZXntcUqOUZYFgVqtzrK+hZGULDMcVGo1f0ckszToJU+TsrcJqFGjBoGBgXzxxRdIpVImTZpEYGBgjtEdT5JULA16yd8RyVlGL7iUkWEofhNFRETeI44ePUpcXFym5Z069SiySHeJREKnTj0yLY+Li+PYsWNFMobCZtSoUYKN0rkoJY3tNRHCKpWKrf5bGfrpUOF8//bbTG7fDkEikfD77ysEUef6k3garAjIs23UgdsxNFgRwPUnmmjBihUdWLDgTyQSCbdv32T+fE1mh0QiYWjvoWz1z0hvb1TBmHOvAgQMDAwEz9jckJW9lr+/P9u3b8/UtmbNmoVyj/Ff5PLly8Jr3Yn+pPuxqF9Nxrk6u3I34i4Kpea+s25djbWpSqUiOPhfQBP93soxo+hkQeDuWFaIjg8O/lf4nGn7VygVhN0Pw7WGxpdanZpO0v3YjOPREWIuXbpUoGMTKRweP34sfOffdR2V7du353uiRqTo0c0GTY7JvgZWYaCIfpHlOEoqWvtAQC/KW3eCuE+fPly9ejXX/94VISEh/O9//yMtLQ0bGxt+++03Lly4QGxsLCkpKajVatRqNatXrxa2KYysBN19vul+uSD6/+STT7h37x5//vknvXr1Ej6XT58+ZcOGDXz00UcMGzas0GwUdT8rAQEBuf6caItla6lVqxZXr17Fz8+PESNGULVqVUAjLh08eJCBAwfSpEmTt/qtfpvnl9xsm9Pf08zMTLAw2rVrl978ntYmSiqV0rdv30zb6p7jjRs35voc//zzz9mO5/VaMwXdX1F/D3Lb15v6k8lkDBkyBNDcG2gzlRUKBVu2bAE0IlR2tne5RZvZkZCQoDfnqRVL5HJ5Jsuwko44XVpCyU+UZVGhG2WZlp7GL0t/0bMNSNZJPsipkOvbcOPGDUJDQzMtdy4rQ/aaTVRCioq1F+Pxv5VEDs5QjBgxggsXLmTyo3Nzc+PChQsMHz48223T1eB/K4k1l+JJSNG/8BsbSnAu8+aaGyIiIiIlhewy3jp16lmk48iuv+zGV9KoUKECPXr0ACA+RY2lsQTpq0vcBr8NlClVhiGfaG6glUolnp6jSE1NxdbWnm3bDgriRVS8gs6bAum59V+O33uS7U25Wq3m+L0n9Nz6L503BQqZFhUrOrBt20Fsbe1JTU3F03O0kHEztPdQrEtZs8FPU7tDKgFLmUQolN2zZ89sPZxFig+60W8yazPhdXJUxnJnJ2dC7oQI7+vU0dwv3bt3h/h4jZDZyL5UgYuXEomEhvalAIiLe0l4+F0gQ7gATdaF1koVIPmhzvGUybCfyE+UsEjRs3r1asFf/l3XUUlJSdGbzBQp3lhaWlK9enUAEu890cuCKExUaRnZaTVq1MDCwqJI+i1Mjhw5Irxu0aKF8FoulwsZBy9evMDV1TXX/94VPj4+pKWlYWBgQEBAAFOmTMHNzQ1ra2s9d4Wc7KEKAt0JzUePHuXQMv+R7a9jZWXFmDFj2LlzJ48fP+b69ev8+uuvwr2Zr68vS5YsKZC+Xke3wLtMJsv15ySryHgDAwN69OjB6tWruXPnDlFRUaxevVqwJb9w4YJQyD23WFtbC9kxUVFReT4+7d8zNxk82r93dpPagwYNAjQBWPv27QM09+WbN28GoE2bNllmheieY4lEkutznN8s5YLo7118D3LTV1pamvAbkN3fKStRYffu3cJ2BVF3wtXVlSZNmgAZYoWuONKzZ089a7z3AVG4KKHkJ8rybUhLS+Pmzavs2LGB1auXsXz5QlavXsaOHRu4efOqUABGN8oSND+m+4/vFyZBrE30P3IPHjwoFAU/u0mpujb62Ra3YlNYcPYFIbHZF9eytLRk8+bNrF69Ws9bURdzc3PWrFnDpk2bMnl86hLyNJXfz77gVqy+32Ld8iU/XVhEREQENBYB2qKMutja2tOgQZMiHUvDhk0pXz7zTfyePXuE61ZJZ/z48cLrC9EpNLTXXE8SkxKZPn86X4z4AodXAkVwcBCTJo1EpVLh6FiVvXtPCrZRoCnY3WbdaSouPET3LYF8d+wGs/8O5btjN+i+JZCKCw/RZt1poRA3QKtWHuzdexJHx6qoVComTRopFGB3rOTIFyO+YPr86SQmaVKZG9obcz464xqoO36R4otudJ/UOCOLRaXM+B6Zm5kTl5CRaWVnp5n00K23Vrtc9vdIb4Orzn61/dnaZnz34xLiMDfNuIdTpWSM20CWcTxFnaUskj/27t0rvC4OdVT8/f0LpC+RokE7kalOTScxrGiKZCeGPRGsqQqrvmNRcu3aNSF7tVKlSjRs2FBvvTbQ7/Tp0zlazhQXtPYqH3zwgWA5lBW6/v2FQdWqVQXR59y5czm2fdP6/FKrVi2++eYbAgMDBXuibdu2vWErfXIboKAbEHr48OE89fEm7OzsGDFiBGfPnsXNTRPIsG/fvhwtvl7HyMhIENROnTqV5+h+7bbh4eE5TrCnpqYKGUzZCXjt2rUTMmK0WRZ///03kZGRQPYFswvzHBdWf7qWvkX5Pbh06VKOz4eXL18W6qZk93dycXGhefPmQIaooLWJqly5slDA+23RCiR///03YWFh7Nq1Swi+eZ+KcmsRhYsSSn6jLPPC06ePWbJkLl27tqRGjTK0adOAiRNH8P33nvz449d8/70nEyeOoE2bBtSoUYbOnVvQv39nIcqyrktdzEzN9PZZydKQ9lUzCmuuWbMGT0/PAk+1zEq4MJBAzXKaiIk0lZr9txNZGRwvRH1mRdOmTbl06RL9+vXLVb/9+/fn4sWLggKaFfEpalYFx3PgdiLpKk3fNcsakUO9cBEREZESw8mTJ7P0/ezQoXuRF8OWSqV06NA90/LY2FhOnjxZpGMpLNzd3YWH7IiXadiYGmBlrDnPZ86fYf/x/cz9di4yI41w7+e3hYkThwuZFxs3+jN//p/Y2GR4wEfFK9gbGsMv/9xi+omb/PLPLfaGxggZFgA2NrbMn/8nGzf6C5kWEyYMw89PE+0jM5Ix55s5+B/158z5M4CmtkV5UwPuv9Q8FNSsWZNWrVoV+jkSeXv0CtrqFJhV60QrGxkakZqWca8pkxln2tZMVjjFcE2NMhe91fYPkJKaItiogr63vUTHr/N9KJj7vpOWliZYlxWXOipvmuwQKV7oXnceHb1eJH0+OpJRyDWrmkwlieTkZIYMGSI8v0+ZMiWTLWO3bt0ASExMZNmyonV/yA/a729OIktMTEyWgTkFiaGhofD5OHz4MNHR0Vm2U6lU+Pr6ZrmuoKhUqZJgh61bzyQ3yOUZ2W45XVdbtGghRK4vX748S5vZt8XIyEg4p2lpaXnOrOzatSsA9+7dy/PfXztJrVarhcnrrNixYwcvX77U2+Z1DA0NBSuoAwcO8OLFC6HehVwup2fPrLPMq1WrRq1amvqCW7Zs4f79+3k6hrxSEP3Z29sLzzbbt2/PVmxKTEzMs6iWE8+ePcsxEEH3b5iTAKG1wP377785ceKEIPIOGzaswJ6F+/Xrh7m5OWq1Gh8fH0EkcXR0pE2bNgXSR3FCFC5KMPmNsnwTly9f4LPPhtCgQRV+/fV7Llz4F4UiZ2VaoUjm4sUgoqI0iq+ZqRlfj/8a/zX+fNjww4x9P0oh5GkqPVxM0c7TL168mFmzZmWx1/xx584drly5kml5jTJGyA2lPE1Kx/vcSwLCs4+qk0gkTJs2jb///psqVarkqX8nJydOnTrFt99+m220gRo4Ea5g2bk4nialY2IkpXo2dlH37t3LcrmIiIhIcSSr+kIAXbr0KuKR5NxvduMsaUgkEry8vIT3R8KS9AIE5njPQS6T4zXDCwOpZnJ3167N9OzpLtS8GDBgOEFBd1i+fCOtWnlgYZF1VLylpRWtWnmwfPlGgoLuMGDA8Fc1LULo2dNdEC0MpAZ4zfBCLpMz94+5wvbtq5lwOCxjUmDRokVFVvNE5O3QK2ibpjvpnyEYpKal6okDKSnKTNsmphSOLUtSauait9r+QSOk6YoqEiNd8UWVaVuR4svNmzeFSYziUkclOTmZkJC3y24XKTr69+8vRJI/PnGTtKTCFSzTEpU8DtB8PszNzUu09/iNGzdo0aKFEB3+8ccfZ6o3APC///2PsmU138Pvv/+ev/76K8f9nj59mr///rvgB5xLtPZht27dIjAwMNP6pKQkBgwYkKdo/fyiPZ9KpZKxY8dmWVT6119/feuaILt3785xEv/BgwfC71pe50N0LYvu3r2bbTu5XM6UKVMAjTDUr18/vWLDrxMfH8/SpUv1lp06dYo7d+5ku01KSooQrGRubp7n+jKff/658HsxduxYrl27lm1bbfaDFl071F9++UWvXpiWBw8eCOfA1NQ0R/txbVaFUqlk06ZNwrNMt27dcnT9mD59OqDJKu3VqxdPnmSfaaZUKvH29n6rDNSC6E/7PYiJiWHy5MlZbuvp6VngNaa+/PLLLC2jTp48yYoVKwBN1lyjRo2y3cenn36KlZUVAAMGDEClUiGRSHL82+YVc3NzIbj6zz//5PhxjTX/sGHD3stnK7FiYQlGG2V58+ZNIl6mUcdGhpWxlJdKlV6U5ZBJQ0hJTcHPbwsSiYSFC1fpeTVqSUpKYt68GaxcuThTBoSjY1Xq1nWjTp362NnZI5MZk5KiJDo6iqtXL3LlSrDgKQwa8WTQF4MY2nsoS39cyv7j+5njPYfEpEQiXqaRqlLT3cWU3SGaCYxZs2bRvHlz2rVr99bnJTubqDo2MoKjley6mYgyh2IWdnZ2bNiwgdatW+d7DEZGRvzyyy+0adOGwYMHZxst8SAuDa/Al3xS04w6NjJCnmbOitm3bx+NGzfO91hEREREior09HT8/PwyLS9TphxNmrTIYovCp0mTFlhbl+XZM/1oMT8/P5YuXZpjgbmSgoeHB6NGjWLVqlUo0yE4JoWGdjLOR6eQmJTIyKkjWe+1nsWzFuP5oycpqSkEBwfh4dGIKVNmMHLk58jlcrp1+5Ru3T5FpVIRHn6X+/fvoVQqMTY2pnLlKjg6VtWLFFIoFKxevZT582dlRLkbyfCa4YVjJUcGTxqsYxGluQYrXz1/jx49ukCu+SJFg270pK49lK5tVEJiAuXKZEwIREdr/KC1EfEA158UfDQlwDWd/Wr7i4nJuPeyNLfk0dOMB1Gpjj1Uuo5tlO5xihRPdAuoF3Udlb2hMUIdFSen6tSt64a//w5hXO/So18k91haWjJ48GCWL1+OSpHKg21BVBnWstD6e7A9CJVC84w3ePDgYl3f4vHjx3oTs4mJiTx//pwrV65w7Ngxjhw5IswTNG3alB07dmQ5r6C1Wu7YsSNKpZIuXbrwySef8MknnwiFk6Ojo7lw4QJ+fn5cuXKFJUuW8NFHHxXNgb7G4MGDWbJkCSqVik6dOjF16lQ+/PBD5HI5Fy5cYOHChdy+fZvmzZtz+vTpQh1L165d6dq1K/7+/vj7+9O8eXM8PT2pXr06jx8/xsfHh61bt9KoUaO3ssnx8vJi4MCBdO7cmdatW1OzZk2srKx4/vw558+fZ8mSJYJQk5U4lRP169dHLpejUCj4/vvvMTQ0xNHRUbiHrFChAiYmmiCbqVOncuzYMY4dO8Zff/1FrVq1+N///kezZs0oVaoU8fHxhIaGEhAQwO7du5HL5Xz++edCX8eOHeOnn36iZcuWdO7cmbp161KuXDmSk5O5desWy5cvJzg4GNDY67yeHfQmbG1t+eOPPxgyZAiPHz+mcePGjB49mo4dO2Jra0tCQgLXrl1j7969hIaG6gk1RkZGrFixgq5duxIfH0+LFi346quvaNOmDYaGhpw5c4Y5c+YIk+/z588XBL+saNq0KdWqVePOnTt89913gvCUnU2Ulv79+3Po0CF8fX25cOECtWrVYuzYsXz88ceUK1eOxMRE7t69y6lTp9i1axfPnj0Tikznh4Lob9y4caxdu5aLFy/yxx9/cO/ePf73v/9RqVIlHjx4gLe3N4cPH37r74EuH3zwATdu3KBBgwZ8++23NG7cGKVSyYEDB1i4cCFpaWkYGhq+MYvM1NSU/v37s3z5cqG+ibu7O46OjgUyTi3aZz/t50cikTBs2LA3bnfp0iW9eyldYmJi8PHx0VvWu3fvbC3ziwpRuCjBaKMs27fXFOI+EpZEd2cztt3QTBLM8Z7DxkUb8ZrhxYQfJpCuSmfXrs2Eh99l4cJVVK/uIuzrwoV/+eKL4YSFZajV1tZl6d9/GIMHj9Z76MyO+/fvsX79SjZtWsvz57GatKXtPpw4e4K5385l46KNjJw6ktjnsUTFpxMcnUL7qiYcuqu5II4cOZJr167lqBbnhuyiaK8+TuFmFsKALl26dGHt2rU5XjDyQps2bbh8+TLDhw9n//79WbZRpqvZdC2BmmWzzrjYt28fP/74Y4GMR0RERKQwOX36dJaRLx06dMuXQKBWqzl9OoAbN65Qq1ZdmjdvlecJKUNDQzp06MamTfop2o8ePeLMmTO0bFl4kxVFyYIFCzh06BAPHjzgzrNU2lc1obKVIfdfphH7PJbBkwazet5q1nmt4+tfvyYiMgKlUsns2dPw9l4gXO8dHJyQSqU4OVXHyal6ln1FRISxfv1KNm/24fnzWGG5YyVH5nwzB2OZMYMnDSb21ToHK0PKmBhwPkpjGVS5cmXmz59f+CdFpMAoXbq08DrlWSJmVTQChYl9xvLQsFBaNsn4Pl29qonIrVKlGhYWlsTHx3Eu6gVqtbpAJ5bVajXno14AmqwgR0fNpNiVK8FCG5dqLvz9b0Y0r0kFneOJTRBev2/FDN9HdCOEi7qOyt7QGKE/J6fqenVUxMLuJYtJkyaxZs0aUlJSeOh3gbLNqmHhnLkm1tsSFxLNQ78LgCb77IsvvijwPgqSP/74gz/++CPHNuXKlWPSpElMnTo1x0ngtm3bcujQIQYOHEhMTAzbt29n+/bt2bZ/2zmAt6FRo0bMmjWLGTNm8Pz5c7799ttMbSZPnoyrq2uhCxcAGzdupGPHjpw+fZp///03k221m5sbf/75p1C7Ib8kJSXl+HcxMDDgp59+onv3zLarOWFhYcHEiROZN28ewcHBwnyVlhMnTgiWbQYGBvj7+/O///2PdevWcf/+faZNm5btvrMqzK1SqTh58mSONrC9evXi119/zdNxaBk8eDAqlYpx48aRnJzM4sWLWbx4caZ2Dg4OmZZ17tyZtWvXMnbsWBISEpgxYwYzZszQa6M9z7kRiAYMGMCPP/4oXHOsra3p0KHDG7dbvXo15cuXZ8GCBTx9+pTZs2cze/bsLNuamZm9dWDX2/ZnaGjIvn37aN26NaGhoRw8eJCDBw/qtfHw8GDy5MmZPl/5pV69enz++eeMGzdOTxzTIpPJ8PX1zdEWXsuoUaNYvny58H7kyJEFMkZdmjRpQp06dYTsq7Zt22b5GXyd3bt3Z+t4ExoamikzpFWrVu9cuBCtoko42ihLQC/KEhCiLB0rObJ41mLB31obZbls2XwUCgUHD+6ld++2gmhhbGzM9Om/cv58GN9990uuRAvQRLh9990vXLhwj+nTfxXS7SMiIxgyaQhRj6JY77WeMqXLAGgmU5LTqWatueHRTZPLLxEREdkWzcpJtJDJZCxevJi9e/cWmGihpVy5cvj7+7No0SI9u4Tcju/ixYuF7kUoIiIiUhBkl/HWuXPWvqs5ERv7hKFDe9KnT3tmzvyKPn3aM3RoT2Jj815IM7v+sxtvScTS0pJVq1YJ7w/dTcbNToa9heZBIPZ5LAO/GMitsFv4rfBj2KcZqcTPn8fi7b2AZs1caNbMhbFjB7Bs2Xx27tyIv/8Odu7cyLJl8xk7doDQxtt7gSBaSCQShn06DL8VftwKu8WgLwYJooW9hQH1bWVCkALAqlWr3ukEhUje0dpoACTcychcMK1cRqgRcS30GlUdqiI31mQtaIUDqVSKm5vmIS8qXkFAeN68st/EifCnQv0VN7cmQkSntn+5sRynyk5cu6WJIpYYGWBauUzG8dzNEFvr1atXoGMTKXh0a6YUpzoqYn2UkoWzs3PG5KFKTejvB0l9WbA2QKkvk7i18CC8qmk4c+ZMnJ2dC7SPwkQqlWJlZUXlypVp2bIlkyZNYufOnURGRjJt2rRcRa63bt2au3fvsnTpUjp06ICdnR0ymQy5XE6lSpXw8PBg9uzZhISEvFWEd0Hwww8/sH//fjw8PChdujQymYyKFSvSq1cvDh8+XKQBFxYWFgQEBLBkyRIaNWqEubk5FhYW1KtXj19//ZXTp0/rBRTkh23btrFx40aGDRtGvXr1sLW1xdDQEHNzc1xdXRk/fjwXL17MUsTJDXPmzGHlypW0bNkSa2vrHCfCTUxM8PX15fz584wbN47atWtjZWWFoaEhpUqVol69eowcOZIdO3Zw8+ZNvW2nTp3KgQMH8PT0pGnTplSuXBm5XI5cLsfR0ZG+ffuyf/9+du7c+VZZlUOHDuXu3bt89913NGjQgFKlSiGTyahcuTItWrRg9uzZnDhxItttQ0JC+OKLL6hZsyZmZmaYmJhQtWpVRo8enafz/Hp2Re/evXOcY9JiYGDA3LlzuXHjBpMnT6Z+/fqULl0aAwMDLCwsqF27NgMHDsTX15fo6GghIya/FER/9vb2XLx4kZ9//hlXV1dMTEwoVaoUTZs2xdvbm7/++itXx54XRo0axalTp+jTpw/29vbIZDIqVKjAkCFDuHjxYq5r3zZo0ECo9VGqVCl69Socy+RBgwYJr9/HotxaJOqCror8HhIZGUmlSpUAzeR6xYoV3/GI9ImLi8PV1ZUHDx4A0L6qCTefpgrFL8uULsPqeasJvBjIHO85etuamVmQlJQgpHy6uTXOlI2RX27fDsHTcxTBwUGAxvN6yY9LsC9vz8AvBgr2EX1qm7EnJFGwjzh06BAeHh756nPhwoV8+eWXedrGxcWFLVu28MEHH+Srz7ygLfQdGhqap+0WLlzIpEmTCmdQ7wFPnjzJFH3x+PHjPHtY/pcQz1neEc9ZzqhUKhwcHDL5u1pZleLy5cg83VieOnWcCROG8fhxTKZ15cvbsXjxWlq2zL2dX0pKCnXrViAu7qXe8kqVKhEREVGsvEDf9nM2c+ZMIYpGAnR3MSU4OkW4JwBo3rA5P035iWcvnuG7w5eDJw+SmppzRmJWGBkZ0eHjDgztPRTrUtZMnz9dKMQNmkyL+nYy9oQkob3ZnDFjBjNnzsxzX29C/H7mnbycs+nTpwuRcmWaVaPmtK7CusCBy0mLS0YikXBu3zmGTx7O1RBN9FdgYCiVK1dhz55tjBunebjq4WKHX983R6vllp5b/2V3iMYWavnyjXTr9ikREWE0a6a5l61Xux6r5q6iYZeGAJhXL0+93zM85m/M3suzQI21Q0hISI4Ti+LnLO8U9DlbsmQJEydOBGDpUh969RrAiROHGDhQ85mc1qIGs9vUertBZ8F3x27wyz+3ANi0aR+tWnmwc+dGJkwYLowrqwjNt6W4P4cWBrdv3xYsOXRF04ImLS2NZs2aCUFvZk42uP7YCyOrt5uwA0h9mcy1H3aRGKYRRhs2bMjZs2fzbFMjIiIiIlLyiI+Px9bWlqSkJMaNG4e3t3eh9DN48GA2bNhA6dKliY6OLja12gr6Oi5mXLwHZBVlWd/WiFcBcMQ+j2XAxAF4r8v4skhelcZOTIwXRItevfrj53eiQEQLgOrVXfDzO0HPnhpVMl2VzqRZk1CkKPh63NcZ472TjIeTqfB+0qRJmWps5Ja8Rs+OGjWK8+fPF4loAZpIvgsXLuQ5Vex9igoWERF5Pzl37lwm0QLAw6NLrkWL1NRUZs+eRr9+HbMULQAePYqmX7+O/PLLd7mebJfJZHh4dMm0/MGDBwXmi1pcmDFjBhMmTABADewOSaJmWSMa2mf8DU6fP03XEV05cuoInqM8CdgagOcoT+rVridEy2eH3FhOvdr19LY7cuoIXUd01RMtGtrLcClrxG4d0WLixImZ0uNFij9qtVrvPkQ340IZm0BaXLLQLvhqsF6B7vXrVwLQsWMPypTRZLTuDonmwO2sv995Zf+tGEG0sLGxpUOH7nr9Arg3c+fC1QvCe/Nq5fX2kXhHM7FoYWFRqJOkIgWDrp1XcaqjItqMlTwMDQ3Ztm2bUDw3Mewxl6duIT4069qEuSU+NJrLU7cIooW9vT3bt28XRQsRERGR/whbtmwhKUlTz7cwbKIAXr58KdyfDxw4sNiIFoWBKFy8J3h4eOhNBuwJTSZNlbE+KTmJuATNDXfzhs3ZsHgDZqZmwvpevfqzePHaLItrvQ1GRkYsWeIjiBcpqSl8M+cburbtyocNPwTgpVLFo6R0KltpbuZu3rxJQEBAnvuKiorizJkzb24IWFlZsXXrVlauXImZmdmbNyhAzMzMWLVqFVu2bMm1Vcbp06ezLfAtIiIiUhzIrr5Q5865S42NiAijR49WLFs2/43itVqtZunS3+jRoxUREWG52n9248hu3CUVbf0rrXgBmoCGFwoVfWqZYWWsufVLTErkz41/0nZAW35Y8AMuVV1YNXcV5/efZ++avcybNo/pE6czddxUpk+czrxp89i7Zi/n959n1dxVuFR14fv539N2QFv+3PinkEVpZSylT20zXihUevZQEydOZOHChcUqu0Ukd5w8eZKQkBDhvfJJvGCp8ujwNb22qzavIvhaRm2JzZt9UCgUPHv2lPT0jBvT0f6XiElQvNW4YhIUjNl3SXg/deosZDIZCoWCzZt9AM19aO9Ovdm2b5vQrlT9DP/f1JdJKJ/GA5piorrF50WKJ7p2Xq/XUQGEOioFSW7qqIg2YyWTKlWqcPToUUG8UES94PLUrdzzOUVaUt7sv9ISldzzOcXlqVtRvPq82Nvbc/To0QIvyioiIiIiUjxJT09n4cKFgMYyqkGDBoXSz7Jly0hO1tyPjx07tlD6KC6Isv97xIwZM3j27BlLlizRW+5gZUDES40Pk5mpGT9N+QnfHb7CJIPWHqqwHtakUileXquJiAgjODiI8AfhLFqziJ+n/EzXEV1JTErkfJSSHs6mgpWFt7c37u7ueerHz88vVw8qzZo1Y9OmTe/8BrJv3740adKE/v37ExgYmGNbtVqNn58f48ePL6LRiYiIiOSe1yOytZiZmfPRR23fuL2f3xa+/vozEhLi89TvxYvnaNeuEXPnLhME8uz4+ON2mJmZk5iYoLd8586dzJ07972aUJdKpSxatAhra2vBNurOszQevEzDw8mUR0npnI9SolJrLL6OnT7GsdPHkEgkOFR0wLWGK85VnTE3NcfSzJLUtFQePX3E3//+zbVb1wh/EJ5lvxUsDHApY8TukERS0jOWawsRvk/n+L/E3r17My17cSmCMs2rE3Pwit7yoMtBeu+fPXvK6tVLOX06gBcvngnLo+IVtF13mqNDmmNrnnfP6ZgEzfba2hbu7u3p338YAKtXLxXqr3T4uAPKFCUnzmp8p2VlzCnT2EnYz/OLGTXECuvBUqRgqVmzJiYmJiQnJ2eqo3Ly5BGhjop7lYKz73pTHRUTExNcXAomY12k6KlZsyb//PMPffr00dhGqdQ83Hme6P2XsXGvSfm2tYn0O09SRKzedmZVylHDsz2JYU94dOQajwNCUCkyMkEbNmzI9u3b3/kzp4iIiIhI4fLs2TOePXtGbGwsXl7/Z+88w6K6ujZ8z8AUqp0AFpoIxhIFjS2xixp7YjTYjSVfTDSYGNNMkETzmrwaNJa8scXeokHFblRMsaBgV1BQUAREsdCcGWDm+3HkzBDAFsS27+vKlVP2PnvPcZg5s9dazzNd9mJ5WI+Y4sjLyyMhIQG9Xs8ff/zBpEmTAOjatSt169YttXGeRETg4hmiIMsyKyuLX375BQAHtQLvimoS72TGDeg1gPSb6SxZtwSQjLhDQ+eXeqXFP1GpVISGzicgoDF6vZ7FaxfTtV1XBvQawM/Lf8ZoggyDCXu1giyDtEifnJwsZ7/cD/eSU1IoFHzxxRcEBwc/MaW67u7u/PHHH4SEhPDtt9/eNfCybt06EbgQCARPJEePHuXChQtFjrdv/9pdjfCys7P44osg1qxZctfrV6tWrVgZKoCsrEzee28Qf/yxi0mTQrGzsy+2nVarpV27zmzc+Guh4+fPn+fYsWPPXLasQqFg4sSJNG/enOHDh3Pp0iX0+RB+Loca5azp4WNLht7I/iQ9ObnSd4/JZCLhUgIJlxLYtGvTA495OTOfy5nmiEW1atVYuHAhHTp0KLXXJSh7CvTfLUnZehyF2hrDdSkJxrOGJ+cvmqufHB3LkZmZgclk4rvvviIvT0pMecFOg8pKQVKGjlNXM/GfG8G8bg14zdv5vuez5VwqI8KPygvJFSpUYtq0n1EoFJw7d4apU+94vCgUDO49mNXhqzEapWoP5071UFiZE3VStx6Tt3v06HHfcxA8PqytrXnppZc4cOAACQnxXLx4gRo1PHjrrcHs3bsTgB8jz5dq4GJmpPm9/dZbgwGpSrCg4q9BgwZPzG8LwcPh4eHB/v37+e9//8vEiRMxGAwYdbmkbj1O6tbjxfa5fek61/ado5DMAZI85cSJE/n444/F+0IgEAieA3788Uc5WayALl268MYbb5TaGElJSUUkTR0dHeXqjmcZUQ/9jKFUKqlRo4a839hVQ2SyTj7Xt1tfFv+6WF4g//jjiaXmaXEvvL19GTdOkrMymUwsXruYvt36yllLhy7raewq6bLl5+czb968Eq/1T0wmE3/99VeJ511dXdm1axfffPPNE/cAqVKpmDRpErt27cLZueQf7n/99Vepl74LBAJBaVBS4LhLl14l9jl+/AgdO75816CFWq1m+vTpJCYmEhoaetcg++rVi+nYsQnHjx8psU1J83mWfYQCAgI4efIkI0aMkI9dvJVHWEwOuy/o5KDF/aIAymsUeJS3poGzivpOKirZFP84aWdnJ763nnKMRiNHjkh/U+rK9thUrwhAxqnLXN1rlo/6vwH/V6iiZuDAEYwYIRkoFwQtAH7p4UfE4Fdxu2N+m5ypo8uKA/RafZDdF66W+H4xmUzsvnCVXqsP0mXFATloAVKAomLFyuTm5jJ27Aj0eknepWGdhlQsX5FlYcvuNATnAHNGWvaFq2ScljwSXnzxRVq2bPlwN0lQ5nTv3l3etvRRcXKSnqPL2kelW7duxfYVPF1YW1vz2Wefcfz4cd59913s7YtPhCiERdDC3t6ed999l+PHj/PZZ589cb85BQKBQPBosba2xsvLiwkTJrBmzZp7d3hInJyc6NGjB/v27aNmzZqPbJwnBYVJ/KK8J0lJSVSvXh2QjDyrVav2mGd0d5o1ayZLD71R25Z1ZyRTmPavtCfkwxBa92lNbl4uFStW5vDh83fNhi1tdDod/v4e3LiRjkqlImJ1BF9N+4pdf+8qMt9mzZrdt2dFbm4u9vb2GAyGIue6d+/OggULqFy5cum9kEdETEwMtWvXLvacWq0mKyvrkVfHPI1cvXoVJyenQsfS0tKoUqX0su2eNcQ9e3DEPSsek8lE7dq1iY2NLXRcq7Xh5MlkbG0L+wgZjUbmz5/J5Mmf39Vcu1atWqxatYqGDRvKx6KjowkMDOTs2bMl9lOpVHzxxbeMGDGmiDRRdnYW9eq5otMV1tavXbs2p0+fvudrLQse5ftsx44djB49utj7Z69W8LKrhnJaJXHX87icmcdNnRHjXZ4SrRTg4mBFNQdrqjpaceO2kchkPVmGwp1GjBjB1KlT79vX6WEQf5+FMRqNnD17lqioKI4dO8aNGzfQ6XQYDAbUajVarRaNRsPs2bML9fvnPbN8LqnUrCbl6lfn/M+S7JJ1ORvybt1GoVBwaNMhAvoHcP2OHNSBA7FUrvwCzZv7kJYmmXn39HUhrG8TAJIzb/P2hiNsj08rNL6rg5ZGruWpW8URW5UVObn5nLyaweHkm4WCFQBOdhrSsqUgxU8/LWPHjk2Eha2Sz9f3rY+9vb1sGm/taEPT5f8nn4+bs0vOpP7yyy/5+uuv73lfxfvswXkU9ywtLY1q1aqRm1v498yKFb8wbpyk8+zqoCVqZOuHkiIrIDVLh//cCPm9N3Xqz/TrN7TQ7xm1Ws2lS5eKvMbS4mn7HVoanDt3jry8PKytrYtkl5YlGRkZrFy5kq+//prk5ORi29jZ2dG9e3datWpFv379cHBwKONZCgQCgUDwZFHa3+MiDeAZIy8vj2PHpLL3SjZKLmeYJRv6dO3D2i1ryc2TFooCA4eUadACJKmOwMAhzJkzjdzcXNZuWUufrn3kwMXlzHwq2ii5ftvI0aNH5Tf7vVCpVAwbNoyffvpJPqbRaJg2bRqjRo16anS1K1WqVOK54cOHi6CFQCB44jh9+nSRoAVAmzYBRYIW166lERQ0nN27t931mm+//TYzZswoku3o5+dHVFQUY8aMkSUR/0lubi4TJ37Mn3/uJjR0HpUrmxeT7Ozsad06gG3bCmv2nzlzhtOnT/Piiy/edV7PAgUmbgW4lbPG30XNLb2JQ8k6MvT3n8+Sb4KkjHySMvLhsmTM3bSqFkeNgqgUA4l3fKvmzZvHtm3bmD9/PgEBAaX6egQSJpOJvXv3snHjRg4fPsyRI0fIysq6d8d/8OWXXxIYGEjLli1RKBRERUXJ5+y9nHBqU5uExX9h1OWSd0eG1L2aO1qNVvZOc3f3okYNDwCqVq0hBy7GWHhLuDrYsLV/MxYeSWTCnjOkZkkBiORMHRtjU9kYW3K2vLO9hkltauNe3pb2S6WgRHDwONLSCvooABNn4s7Iz7wAeTl6jHn5KK2tyMvRk7bnjHzOslpZ8OTj5OTEm2++yYoVK7h+/RoLF85m1KiPCAwcwqZN64iI2FFmPipvvvnmIwtaCB4vjo6O9OvXjzFjxpTYJi8vj59//lkELAQCgUAgeEQIqahnjDNnzsiLEtUcrUnKlBYNFAoFfvX82L1vt9x24MARxV7jUWM57p79e/CvZzZDvJyRRzVHKVBx+/ZtYmJiivQviR9//JEpU6bQsWNHhg8fTnR0NO+9995TE7QoiTZt2jBlyhRmzJjxuKciEAgERShZJur1Qvt79/5Ou3b+dw1aODo6snLlShYsWFCiRIO9vT0LFy5kxYoVd83g37VrK+3bN+KPP3YVOt616+vFtn+W5aJMJhPBwcF07NiRS5cuAaCxgq61bHnB3or1sTnsunC7UNBCoVDgUd2Dbu27MW7kOCaOncjkjyczcexEPhr5EV3bdcWjukeh79hbeiO/X7jN+tgcXrC3oqu3LRor6dylS5fo2LEjEydOFPJRpcitW7eYNWsWderUoU2bNoSGhvLnn38+VNAC4Oeff6Z169bUrVuX2bNnExlpNtu2r/kC1nYanFoXlhit61OX+MR49AYp+FC/vh8gVX3ExUlBTVcHLa3dC1e+KhQKhvm5kxjUkdW9G9PRywlHTfHJKuU01nT0cmJ178YkBnVkmJ87bT2q4OogLUgXBC2srKxo3LgZQKGgBQB5RnIuSovNF5fvL2Sie7cqLsGTydixY+XPn//+dyLnzsWgUCj44Ye5VKvmBiD7qDyobNSWc6n4z43g1NVMAKpVcyvRR2Xs2LGl+KoETxpbt24ttqK/AL1ez7Ztd0/GEAgEAoFA8PCIiotnDMvMOBcHK06mSQ9aBdlwsfHSD0jLbLiyxs3NEzc3TxITzxMTF4NWq8W9ujsJlxJIycqnThU1x6XkPKKioqhbt+7dL3gHa2trPvnkEz755JNHOPuyZ/Xq1UKCQCAQPLEUt+CvVqvp0KELAAaDge+/D2bOnGl3vU7Tpk1ZsWIFHh73990UGBhIkyZN6NevHwcPHiy2TVpaKoGBrzFq1EeMHx+CSqWiffsuqFSqIjJV69at48svv7yvsZ8mjEYjQUFBzJw5Uz5Ws6IKP2c12+Nvc0tv1udWKpW0bd6WPl374FfPD61GS3xiPDFxMWRkZZCjy0FlrcKpkhMtm7TEy80LnV5H9IloVoevZs/+PRiNkrxU5GU95TRKevjYEZ2qJ+66lEgREhLC9evXmT59uuxxJXhw4uLimDp1KsuWLSM7O7vIeU0VB+xrvoC9lxP2NV9AXdEOpcYahbUVprx8jPo8DNezyYq7QlZ8GllxV9DfWaQFqZLq/fffL1T1qq4oVVBV7dWIKztPYsqXAlA+nj7ExJkTTerVk+TdLlyIIzMzA4DGruVLTCRRWynpU6cqfepUxWgyEX89m/M3stHnG9FYKfGsYIdXRTuU/+ivUCho5Fpers5QqVTMnbuKuLhYDh0yS43W9anLydiTANy+fIP82waSwwt74dy8efMud1vwJNKoUSOCgoIIDQ1Fr9czduxwwsL24Ozsypo12+jTpxNJSYmyj0pPXxdGv+xJG/fKxb4XTSYTexKuMTPyvOxpAVLQYs2abTg7uxbxURk7diz+/v5FriV4dggLC7uvNm+++WYZzEYgEAgEgucPEbh4xoiOjpa3ba2V3PlNKWfD6fRSuXNBNtzjon59PxITz6PT6zh/8Tx1a9Ul4VICeUawVZl/TERFRTF48ODHOFOBQCAQlERcXBzHjx8vcrxly/Y4ODiSkBDPqFEDOXr0cInXUCgUfPbZZ0ycOPGB5fA8PT35888/CQ4OZsqUKcVm8ptMJmbPnsq+fXuZPXsJ7u5etGzZnl27thZqd+zYMeLj4/Hy8nqgOTzJmEymIkGLjl42pOfks+a0ebHbztaOga8PpG+3vqhVatZuWcvsJbOJjY+VnxuKQ6vR4uPlQ9vmbfn6o6/RG/SsDl/NsrBlZOdkc0tvZM3pbBq7qunoZcP2eKkidObMmSgUCqZPn/7UV0WWNfn5+UyfPp0JEyYU8WpxrFMVl871Kd/ADdUd8+u7YedRhQr+7vJ+7q0cbh69SMrW42ScugwUNtZW3qmGsHEtT8Xm3qT/KVUp2NvZk5GVIbdzcXEF4OLFC/KxOlXuz99EqVDgXcke70r3YYoL1K3iKAcuJkz4Dx07diPLYi5VnavSrX03OXCRl60ncek++MdHxT/vpeDpYNKkSWzatIlz584RHR1JUNAwZs5chLu7Fxs37uXDD0cSEbEDkAy718ekPJCPSuvWAfzww1ycnV3vBIGHER0tVSHVqlWLSZMmlflrFpQder2ezZs337Pd5s2bZf8ggUAgEAgEpYtIdXvGsDQOM1os4JSUDfe4sAycxMTF4OPlI+9bGoGmpKQgEAgEgieTkuSVXnutF7/9toKAgJfvGrRwcXHh999/Z/LkyQ/t4aNSqfj222/ZuXMnLi4uJbY7cuQQAQEv89tvK3nttV7FtnnW5KJCQkLkoIUC6OVry5lruRxOMctetGjUgvCF4bR7pR3T5k6jdZ/WhM4P5djpY3cNWgDo9DqOnT5G6PxQWvdpzQ/zfqD9q+0JXxhO80bN5XaHkg3EXMulp68tBWGKH3/8kZCQkNJ+yc80sbGxvPrqq4wbN05eaLeyUeHcuT4NZw6k/pQ+VGnle19Bi+JQlbOlSitf6k/pQ8OZA3HuXB+U5sCSwtpK3i5f12wQrLJWFZJlUqs1AIXkVezU5r6lia3KfN2CSuKC8QHe6PwGdjZmr51rf55Fl3JTmpOX2ZegIINe8HRha2vLkiVL0Gikf/OwsFWMGTOU3NxcnJ1dWb48nKlTf8bJyVnuU+Cj8u1fZ5mw5wzf/nWWjbGphYIWTk7OTJ36M8uXh8uVFqNHD5HN3zUaDYsXL8bG5uH+1gRPB7t37yYzM/Oe7TIyMti9e/c92wkEAoFAIHhwRMXFU0xeXh5nzpwhKiqK6OhokpOT+fPPP+XzlslkJWXDPS6cnc2LSxlZGdjbmjPrLOctMuAEAoHgyWXt2rXFHt+yJYzff99y175du3bll19+oXLlyndtd7+0a9eOY8eOMXTo0BIzJLOyMnn//cG0b/9asefXrl3L+PHjS2U+j5sdO3YUCgz09LXlQJKelKx8QKqy+HTUp3Rp24UZC2ewZN2SIhUr7u5e1K/vR716DXFxcUWt1mAw6ElJSebEiSMcPx5NQkI8IPkJbNq1ic27NzO492BmfT2Lzbs3M2XOFLJzskm8lUeu0UQPX1vWx+QAUmClRYsWdOjQoYzuytOJ0WgkNDS0cJWFAly7NaRG/2ZY22pK7pubT87FdG4n38Coz8OUl4/C2gqlxhob1wrY1qiEUlU0qGDnXpmao9qRl6Xj2p3KClNevnxeqTb/hMjNy0VlbQ48Gu54XVhmH2cbzH1Lk5xc83ULFq8LxgdwdHAsFFS5dVzyeFGqrXAf1IJTwWGF+gqePpo2bcqaNWt4/fXXyc/P57ffVpKQEE9o6Hy8vX3p128ovXv3Z9u2DaxatZioqAOyhJkljo7l8PNrwltvDaZTpx7y+/fcuRjGjh0uV1pYWVmxZs0amjZtWqavU1D23I9MlGXbTp06PcLZCAQCgUDwfCICF08Zly9fZv78+Wzbto1jx47JRtzFYbn8oLJWkaPLkfcts9EeB5bjG3INONqZJQQs5y0y4AQCgeDJJDExkcOHi6+muFvQQq1WM3XqVN5///1SlwmqUqUK4eHhzJw5k48//rhEQ82S5nfo0CEuXrxIjRo1SnVeZc2tW7cYPny4vN/Ry4aoFIMctKhUoRILvl+AzqCj18heJCYlym0rVqxMYOAQBg4ccV9eWBcvXmDp0nmsWPELN26kYzKZWPTrIvbs38N3n33H8hnLGTZ+GOk30knOzCc6xVBINmrYsGGcPHnyrkbrzzO5ubkMHTqU5cuXy8e0LuXx/iCAcnWqFmlvyjeSHnmem9EJZMWlkZ1wrVDA4Z8orK2wc6+MfU0nyvu5U+llTxRW5oJsKxtz8MGoLyobBZCVnUWVSmYvrpQUqfrX8v1z6mrRheLS4KTFdQvGS001V+s62jty5dqVIv1qDGiBqoK5EkOr1T6S+QnKhu7du7Nu3Tr69u2LXq8nOjqSgIDGjBsXzLBh76PVaune/U26d38To9FIQkI8Fy9eQK/Xo9FoqFHDA3d3r0K+OzqdjgULZjF1aoj8e0Sj0bBmzRq6d+/+uF6qoIzIz89nw4YNRY6rytsCkHszp9DxDRs28NNPPwnvJoFAIBAIShnxzfoUYDKZ2L17N71798bNzY2JEydy4MCBuwYtACyXg0rKhntcWI6vVqkLZcNZzltkwAkEAsGTyW+//fZQ/bZt28bo0aMfmbeBQqFgzJgxHDx4EB8fn3t3+AcP+7qeJMaNG8elS1Jmec2KKtJz8rl4S1p0rlShEkunL+Vy6mUGBQ2SgxYajYYJE/7D4cPn+eKLb+VFYKPRSHz8Wfbs2c727eHs2bOd8+fPYTRKpt41anjwxRffEhV1gQkT/iN/bycmJTIoaBDJV5JZOn0plSpUAuDirTzSb+dTs6K08H3p0iXGjRtXdjfnKUKn0/HGG2+YgxYKcO3hR8MfBxQJWujTs7i4cj+H3p5PzLfhpG47QVbclbsGLUCqosiKu0LqthPEfBvOoWELuLjyAPr0LACs7S0STa6bfVFsXCvI27HnY/Gt6SvvnzghGV97eNTEwUEKSB1KvlmsB82/wWQycTj5JiBly7u7S/40x4+b/d58a/oSGx9bqF+V1r5U7eGH4c5rBChfvnypzk1Q9vTo0YOIiAi8vb0BKflp8uTP8ff3YNKkz0hMPA+AUqnE09Ob1q0D6NixG61bB+Dp6S0vOCcmnmfSpM/w9/dg8uTP5aBFrVq1iIiIEEGL54QDBw6QlpZW5HilJl5UbOJZ5PiVK1c4cOBAWUxNIBAIBILnClFx8YSzY8cOgoKCOHPmTJFzlWyUVHO0xsXBCltrJUaTiYOXzTIQyRnmzLiSsuEeF3fLhrNcyhIZcAKBQPBk8rB+EHXr1i3lmRRPgwYNiIqK4oMPPmDBggX33W/dunUEBQU9uok9Ynbs2MH8+fMB0FiBn7NaNuK2s7VjwfcLuHDxAmOCx5BvlJ4X/PxelmVVQPIm2Lp1PatWLSY6+mCxsioODo6yrErnzj3RarWMGvURHTp0kWVVDLkGRn81mplfz2TB9wvo/0F/snOyOZxsoE8dOy7dykOfD/PmzaN3794EBASU0V168snNzaVPnz6Eh4cDoFBZ4ftJFyo1KWwen5el48KiP7my81RhkzCkIJ57NXfq+tTFx9MHezt72Y8iMzuT2PhYTp09RUJSghxUMKRncXHFfi6tPohT+xexr/mCfL2suCuymbdtjUoorK0w5eVzMvYkXm5eaDVadHqdHDhQKpX4+TVh796dJGfqiEi4RhuPKpQWexKuyb4Efn5N5IXngvG1Gi2eNTw5efak3KdCYw+8PwhAoVSQFW9elGzQoEGpzUvw+GjatClHjx7lyy+/JDQ0FJPJxI0b6cyZM405c6bh5uZJ/fp+1K/vh7Oziyx/l5qawvHj0Rw/Hi0HOApQKBSMHTuWSZMmCU+L54iSZKIqNauJyWTiyvaTRc6FhYXRvHnzYnoJBAKBQCB4WETg4gklIyODjz76SF58KMBereBlVw0VbJRczsgnKTOPk2kG8otJYjtkYb4Zez6WV5u8Ku8XZMM9Lv6ZDffHwT/kfQsfyLsarQoEAoHg8ZCcnMy+ffse9zTuiZ2dHfPnz6dDhw6MHDmSjIx7y9X8/fffpKSkPJXfPyaTqVDQpYOnrSzJBPDpqE/RGXSM/XqsHLR4/fVAQkPno1KpMJlMrFy5iO+/DyYtLfWuY2VmZrB370727t2Jk5Mz48eHEBg4BG9vX8LC9hAUNIywsFXkG/MJCgliyfQlfPLuJ3w17SsAtsfdJsDTlvBzktxGUFAQp06demSVOE8TRqORoUOHykELpVbFi1/2oHz96oXaXT98gbhZvxeqHFAqlbRt3pY+XfvgV88PrUZLfGI8MXExZGRlkKPLQWWtwqmSEy2btMTLzQudXkf0iWhWh69mz/49GI1GTPlGrmw/yfWD5kVcy4V+pUqSmMqKu0JCUgI6vQ4fLx+OnT4my/DUqOHBW28NZu/enQD8GHm+VAMXMyPNc3vrrcGAlC1fsPDsW9MXnU5HwqUEAKzsNNT+tCvKOybjWXHmpBl/f/9Sm5fg8WJra8u0adPo168foaGh/Prrr7JsYMH7Izy8eH8mS9RqNW+++SZjx44V74/nDJPJVGzgwspWTbn61QETVjZq8m8XlqMMCwvj+++/F99jAoFAIBCUIiJw8QSyY8cOhg8fLss8ALiVs8bfRc0tvYlDyToy9A9Wbl9SNtzjoqRsOGsl5OSaX5v4oSAQCARPHmFhYfcl+9KoUaMSfTDKkr59+9KkSRMCAwPvKeVQsGAxatSoMppd6bFnzx65QtOtnDVpOfnc0kuSTi0ataBL2y70GtkLQ6602PL664H8+OMvKJVKUlOT+fDDkURE7Ch0TVcHLY1dy1OniiN2aiuyDfmcuprBoeSbcrZ7Wloq48a9w6ZN6/jhh7k4O7syc+YiAMLCVmHINfDplE8JmxvGtr3b2Hd4H7f0Rq7k5FOjnDUXb+Vx5swZIiIiaNOmTRndrSeX0NBQWR5KobIqErTIv20gfm4Eab+fko/Z2dox8PWB9O3WF7VKzdota5m9ZDax8bHo9LoSx9JqtPh4+dC2eVu+/uhr9AY9q8NXsyxsGdk52YV03DPPFQ5m2dd0kuSoTCaiT0TTtnlbjp0+BsDSpfP44otv6dy5J05OzqSlpbI+JoUt51J5zdv5X9+jzWel6wE4OTnTqVMPedwC2jRrQ9SJKHm/8iu1CpmKZ8dJgRgHBwdZXkjw7ODv78+yZcv44YcfWLBgAeHh4Rw9evSuUrs2NjY0aNCAbt26MWzYMJycnMpwxoInhRMnTnD+/Pkixys28kCpkgKfFRp7cO2PwjJ08fHxnDx5knr16pXJPAUCgUAgeB4QgYsnCJPJxMSJE/n666/lYxor6OBlS1p2Putjc/6pAnBPGYD5K+dzK/PWXbPhypq7ZcO52FuRnGXWYxaBC4FAIHjyuJdMlEKh4IsvvmDUqFG4urqW0azujru7O3/88QchISF8++23dw28rFu37qkMXMyZM0fe9ndRsz5WWnS2s7Xjm3HfMGPhDNnTokAeSqlUcuFCHH36dOLy5Yty/56+Lox52ZPW7pWLzR41mUxEJFzjx8jz8gJyRMQOundvxZo123B392L69AUkJp4nOjqShEsJzFg4g0njJtHt7W53JKP09PSxlf035syZ89wHLmJjY5kwYYK0owDfT7oUClrkZek4NXE9mbFmyc0WjVrwzbhvSL+ZzrS509i+d3sh77C7odPrOHb6GMdOH2PWoll0bNWRwW8Opm+3vkyYOoF9h82VVYZrWdxOvomNa3kAyvu5k7rtBABrNq0h5MMQZi2aRW5eLitXLuKjj75Cq9UyfnwI48a9A8CI8KNEjWyNs/3DS4GmZukYuemovD9+fAhqtRqdTsfKlYsAUKlU9H6tt1zhA8gyVwC5t3LQX8sEoGHDhsJQ9xnGycmJzz77jM8++4y8vDxiYmI4evQoN2/elM25y5cvT4MGDfD19cXaWvw8ft65m0yUvN3Uq0jgoqCvCFwIBAKBQFB6iCezJwSj0UhQUBAzZ86Uj9WsqMLPWc32+NtyxiQ8mAxAU7+mbN+7/a7ZcGXN3bLhqjpaczZd+rFtY2ODr69vkf4CgUAgeHyYTCb++uuvEs+7urqybNky2rRpw9WrV8twZvdGpVIxadIk2rVrx4ABA0hOLt7v6a+//sJkMj1Vcg+XL19m/fr1ADioFWToTXKyw4BeA0i/mc6SdUsAyYi7QB4qNTW5UNDC1UHLvG4N7pkVr1AoaONRhTYeVdhyLpUR4UdJztSRlJRInz6d2LhxL87OroSGzicgoDF6vZ7FaxfTtV1XBvQawM/Lf8ZoggyDCXu1giyDVOmSnJz8xAS7ypr8/HyGDh2KTidVSLh29yvkaZGXpePE52vJviD9XdnZ2vHpqE/p0rYLMxbOYMm6JUUCcu7uXtSv70e9eg1xcXGVNf1TUpI5ceIIx49Hk5AQD0BuXi6bdm1i8+7NDO49mFlfz2Lz7s1MmTOF7BzJJ+Xkl2tpOGMA1vZaKr3sibqiHYbr2ezet5vP3/+cjq06smnXJq5fv8bChbMZNeojAgOHsGnTOiIidpCcqaP9kr/5fVCLhwpepGZJ/Quqfdq06Uhg4BAAFiyYxY0b6QB0atUJvUHPnv17AFBXsqfSy2ZD3RtHzEE6kSTz/GBtbU3dunXLzGtJ8HRSXOBCobKivJ+7vF/B30P2+fln36+++gqBQCAQCASlgwhcPAEUaFJbBi06etmQnpMvG2rCw8sAFPDdT98xI3hGsdlwZcW9suGqOlhxIEkPSEaJIutJIBAInizy8vJKXNDv3r07CxYsoHLlymU8qwejTZs2HDt2jLffflv2EfgneXl5qFSqMp7ZwzN//nzy86UFlMauGiKTpecCpVJJ3259+WHeD/Ki9scfT8Tb2xeTycSHH46UgxZ1nRzZObD5Ay8ov+btTNTI1rRf8jenrmaSlJTIhx+OZPnycLy9fRk3LpjJkz/HZDKxeO1ixg4fy7yV8zAajRy6rKexq4Y9CTry8/OZN28ewcHBpXhnnh6mT5/O/v37AdC6lsdtgNnkNf+2gVMT18tBi0oVKrHg+wXoDDp6jewlV9IAVKxYmcDAIQwcOOK+KmsvXrzA0qXzWLHiF27cSMdkMrHo10Xs2b+H7z77juUzljNs/DDSb6SjT8vk1MT11P3mdaxs1Dh3qs/FFfsxGo2sDl/N4DcHs3n3ZkwmE//970Q6dOiCt7cvP/wwl+7dW5GUlMipq5n4z424rwCZJZYBMoBq1dyYNu1nFAoF586dYerUEEAKqg3uPZjV4asxGqXEH+dO9VBYmasqUrcek7d79Ohx33MQCARPJpcvX6Z3797/+jomk4ljx44VOV7+pRpY26rlfWtbNeUb1ODG4QuF2h09epSmTZuWSuLDunXrnttAvkAgEAgEBYhV4SeAkJAQOWihAHr62hKVYpClE+DfyQAUEJ8YT88RPXGq7ETyleRC2XBlxd2y4cpplFy/ba4s6dixY5nNSyAQCAT3h0qlYtiwYfz000/yMY1Gw7Rp0xg1atRTU6VQuXJlNmzYwOzZsxk3bhx6vV4+N3z48KcqaAGwbds2ebuCjVL2wmrbvC0atYbte7cD0qL222+/B8DKlYtkTwtXB+1DBS0KcLbX8vugFvjPjSA5U0dExA5WrlxEv35DGTbsfebMmcaNG+ls27uNT0d9Sptmbdj19y5u6Y1UtDEvKG/fvv25DFzExcUVkojyHhOAldb8HoyfGyHLQ1WqUIml05dy4eIFxn49VvYs0Wg0fPzxRN5++71CSSlGo5ELF+K4ePECBoMBtVqNm5sn7u5eKJVKatTw4IsvvuWjj75i4cLZ/Pe/E9Hr9SQmJTIoaBDTg6ezdPpSBgYNJP1GOpmxKZyfF4H3mABeCKjLxVUHwGhiWdgy+nbry6A3BrF47WL0ej1jxw4nLGwPzs6urFmzjT59OpGUlEhypo4uKw7Q09eF0S970uYukmR7Eq4x00KSDKSgxZo123B2diU3N5exY0fIf8ODew+mYvmKLAtbJt1OKyXOAeYM++wLV8k4LVVbvfjii7Rs2bI0/gkFAsFjZN26dff0sPo3WMpEyceaehUJXAAcPHiwVMZct24do0ePLpVrPWry8vI4ceIEkZGRHDp0iMjISE6fPi0nVFy4cAF3d/fHO0mBQCAQPJWIwMVjZseOHYSEhMj7PX1tOZCkJ+WOz0NpywDk5eeRfMUsjWGZDfeouVc2XOOqGg4kSVl0VlZWjBgx4pHPSSAQCAQPzo8//oibmxt79uyhevXqjB07lhdffPFxT+uBUSgUvP/++7Rt25bQ0FAuXbpEmzZt+OijsgvolwZ5eXlyhmglGyWXM8zSFX269mHtlrVyskNg4BC0Wi0Gg4HvvjNXPM7v1vBf+Q6AFLyY160BXVZIi0fffx9M79790Wq1BAYOYc6caeTm5rJ2y1r6dO3Drr93AXA5M5+KNlLywtGjR8nLy3vuKi6nTp1qlojq1pBydarK564fviAbcdvZ2rHg+wVcuHiBMcFjyDdK/9YFniUFz3MGg4GtW9ezatVioqMPkpmZUWRMBwdH/Pya8NZbg+ncuSdarZZRoz6iQ4cujB07nOjoSAy5BkZ/NZqZX89kwfcL6P9Bf7Jzsrmy8xSVW9Sigr87L3Sow5XtJ8nOyWbC1AnM+noWEQciSExKJDo6kqCgYcycuQh3dy82btxbyAR+fUwK62NScHXQ0si1PHWrOGKrsiInN5+TVzM4bGECX0Dr1gGyCbwktTqM6OhIANyru/PB2x/w3pfvyfJWTu1fRF3RXu6fsvW4vP00BVsFAkHJ/Prrr4/u4koFlZp4FjlcsYkXzNlFERPKUuLXX399agIXkydPZuLEiY97GgKBQCB4Bnm+fhU+Ydy6dYvhw4fL+x29bIhKMchBi0cpA1CAZTbco8wuvVc2nFIBjnc0rgF69eolSmMFAoHgCcXa2ppPPvmETz755HFPpVR48cUXmTdv3r0bPqGcOXOG27dvA1DN0ZqkTKliU6FQ4FfPj9lLZsttBw6UkgK2bl3P1atXAMmIu7P3C6Uyl9e8nenp68L6mBTS0lLZtm0D3bu/ycCBI5gzZxoAe/bvoX/P/nKfyxl5VHO05vptA7dv3yYmJua50qC/desWy5ZJz0NWNipq9G8mn8vL0hE363d5/9NRn6Iz6Bj79Vg5aPH664GyZ4nJZGLlykV8/30waWmpdx03MzODvXt3snfvTpycnBk/PoTAwCF4e/sSFraHoKBhhIWtIt+YT1BIEEumL+GTdz+RJT7PzdqJ36xBeAx5lRuHEzCkZ7Hv8D42797Md599x6CgQRhyDYSFrUKhUBAaOh9nZ1eWLw8vMsfkTB0bY1PZGFvynC3nqFAoyM3NlecIoFapmfLpFMJ/D5dNxdWV7fEYaq6oyMvRk7bnDAB2dnYMHDjw/v6RBALBE8vly5fv6r31bylXtxqqcrZFjqvL21KubjVuHb/0SMb966+/nhrfJ8vESq1WS4MGDbh69Srx8fGPcVYCgUAgeBZQ3ruJ4FExbtw4Ll2SHnRqVlSRnpMvy0MVyABcTr3MoKBBctBCo9EwYcJ/OHz4PF988e19BS0AWQYgKuoCEyb8B7XarNFZkA1XUPlQ2pSUDTdh6gQ5G66Rq4bDKQa5z6hRox7JXAQCgUAgeNaIioqSt10crEjJlBa03au5o9VoiY2PlfbdveTnhlWrFst9xrxcNJP03zDa4noF47i5eeLmJh2PiYtBq9XiXt0dgJSsfFztrYp9Pc8DS5cuJTtbeh6q0ro21rYa+dyFRX9iSM8CJNnQLm278Ml/PpHloV5/PZAff/xFNlrv378b48a9Uyho4eqgpYePM5+/UovJbWvz+Su16OHjjKuDucImLS2VcePeoX//bqSmJqNSqZg5cxG9er0FgCHXwKdTPqVb+240byR5bxiuZXHhlz+wttdS8/328rWmzJmCVq1levB0rJTSv+tvv62kV682nDsXg0KhoF+/oURGxvG//y2ndesAHBwci703jo7laN06gP/9bzmRkXH06zf0jqdFDL16tZGDFlZKK6YHT0er1vLdT9/J/b3f74C1nfl+Xly+H6NOqj4aOHAgjo7FjysQCJ4e1q1b98iuXalZTWp/1rXE87U/61qsjFRpYDKZHulrK02aNWvG//73P6KiosjMzGT//v288sorj3taAoFAIHgGEBUXj4kdO3Ywf/58ADRW4Oeslo2471cG4GGwlAEYOfItYmNPAxTKhivNyov7yYYrp1Hygq0VkZelaozatWvTunXrUpuDQCAQCATPMtHR0fK2rbWS/DuJj3V96hKfGI9OL0nt1K/vB0gJBdHRkga3q4OW1u6la6bexr0yrg5akjN1REcfxGg0olQqqV/fj8TE8+j0Os5fPE/dWnVJuJRAnhFsVWa5nqioKAYPHlyqc3pSMZlMzJkzR953ee0leVufnsWVnWaJqG/GfcOMhTPkZJaC50KlUsmFC3H06dNJNloHqZJmzMuetL6Lf0REwjV+tPCPiIjYQffurVizZhvu7l5Mn76AxMTzREdHknApgRkLZzBp3CS6vd2N7Jxs0n4/jVu/ZlRs5IFT+zqk/X6K7Jxsho0fxtLpS/kx5EfZhyM6OpKAgMaMGxfMsGHvo9Vq6d79Tbp3fxOj0UhCQjwXL15Ar9ej0WioUcND9uEoQKfTsWDBLKZODZGreNUqNdODp+Ne3Z2BQQPlpJgXOtShgr+73PfWqSSSw48A0vPw0yYJJxAIisfNzQ17e3uysrLu2k5d2R5NJYf7vq5T29o4d65/Vzk5a3stvp91JXXrcdJ2n7nva+vTMzFcu/t87e3tqVGjxn1f83EivCkFAoFA8KgQgYvHgMlkIigoSN7v4GnL9vjb8v69ZABKA29vX3bsOETfvp04cOBPQMqGS0iI/9fBkQLOnYuRNZKh5Gy4jjVt2BCTLe/PmDFD6A0LBAKBQHCfJCebvauMFnINPp4+xMTFyPv16jUE4MKFONnzoLFr+VL/zlUoFDRyLc/G2FQyMm6RkBCPp6c39ev7ER6+FpCqLny8fNi0a9OdeZv7p6SkFHfZZ5K9e/dy5oy02OVYpyp2FkGkKztOyjdmQK8BpN9MZ8m6JYBUgVvwXJiamlwoaOHqIHmNvObtfNexFQoFbTyq0MajClvOpTIi/CjJmTqSkhLp06cTGzfuxdnZldDQ+QQENEav17N47WK6tuvKgF4D+Hn5z5jyjaTuOEmNt5riNbI1ty9dJzM2hfQb6QwMGsiC7xdIElP/+YTEpET0ej2TJ3/OnDnTZMlTNzdPlEolnp7eeHp6FzvXxMTzLF06j5UrFxWSPHWv7s6UT6egUWtk83AAB18XPEe2kdvl63I5N2Mn3HmfTZ48mZo1H02WtEAgKFt69OjB4cOH6dOnD8ePHy+xXX62Htchr1KlVel6OyoUClxee6lQ4PlupEXEEDf797u2qV+/Pr/++iu1atUqjSmWSG5uLtWrV+fKlSt06tSJrVu33rX9yZMnqVevHiB9jn7++eePdH4CgUAgEAipqMfAnj175B+pbuWsScvJ55Zekmm6lwxAaaJSqVi7didNmpjLOAuy4WbPNptEPig6nY7Zs6cSENBYDlqoVWpmfj0T9+ruDBs/zEIiSk10ih79HR/RESNG0KFDh3/3wgQCgUAgeI6w/L62tAi1t7MnI8tsyuziIulkX7x4QT5Wp8qjkcqpa3HdgvGcnV3kYxlZGdjbmg2TLef9sM8fTyMbN26Ut10615e3jXn5pG6TFuCUSiV9u/Vl8a+LZR3xjz+eiLe3LyaTiQ8/HCkHLeo6ORI1svU9gxb/5DVvZ6JGtqZOFSkbOSkpkQ8/HInJZMLb25dx44IBKflm8drF9O3WV66ESN12AlO+ESsbNXUm9sTOswoA6TfS6f9Bf86eP0vY3DCGvDlEDpLduJHOnDnTaNbMl2bNfHnnnX7Mnj2VdeuWEx6+lnXrljN79lTeeaef3GbOnGly0EKhUDDkzSGEzQ3j7PmzDPhggBy0sPOsQp3gnlhpzc/NiUv/RpdyE4DmzZvzwQcfPND9EQgETzY+Pj4cOHCAkSNHltgm/3YusVO3Ejfrd/L1eWU4uzvj6/M4N2snZ6dtlSXriuOdd97hwIEDjzxoAdJ6wKBBgwBJEeLy5ct3bb9w4UIArKysnpvKSIFAIBA8XkTg4jFgKQng76LmcLJU6n4vGYBHgVKpZM2a7fj4vCgfK8iG8/f3YNKkz0hMPH9f10pMPM+kSZ/h7+/B5MmfyyX87tXdWTJ9CS4vuBTKhnMrZ00lGyvirksPjjVq1GDq1Kml/AoFAoFAIHi2MRjMHlGWAQCVtYrcPPPiiFqtKdLeTm3Fo8BWZb6uLOmjNnsNGHINqKzNC8uW8y5o/zxw+PBhebt8Azd5+/qhCxiuS0kebZu3RaPWsH3vdgAqVqzM22+/B8DKlYuIiNgBSJUWOwc2x9ne7F3xIDjba/l9UAvZ+yIiYgcrVy4CYNiw96lQoRIA2/ZuQ6PW0KaZVNFgSM8iPVJ6VrS211Jvcm8cfKQgVXZONl9N+4rRX41m0BuD+PWnX+nWvluhZJzExPOEh69l8uTPGT16KO+804/Ro4cyefLnhIevLfQcqlKp6Na+G7/+9CuD3hjEe1++x1fTvpITYhx8Xag3uTfWFvcg/WB8IYmoX375BSurR/O+FwgEjw8bGxt+/vlnli9fjr29fYntUref4Ni4leQkXS+zueUkXefYuJVc2X6yxDb29vasWLGC//3vf9jY2JTZ3IYPHw5IMpJLliwpsV1ubi7Lli0DICAggKpVq5bJ/AQCgUDwfCMCF2XM5cuXWb9+PQAOagUZepMsj3A3GYBHiUqlYu7cVYUMu+HRZsO5OljR0FldSCJr/vz5wiRRIBAIBIIHxPL721L0KTcvt1BwwGDQF2mfbch/JHPKyTVfV6MpCJiYAxJqlbpQUMVy3gXtn3WMRiNHjkgL6poqDqjKmReqbkYnyNt9uvZh7Za18v0KDByCVqvFYDDw3Xdfye3md2v40EGLApztJZmpAr7/PhiDwYBWqyUwcAggLV6t3bKWPl37yO3Sfj8lb1vba6n7zeu80KGOfOzvw3/T7e1u7PxzJ2OHjyVidQRjh4+lQZ0GaDV3n7NWo6VBnQaF+u38cyfd3u4m+6WB5GlR95s3CgUtbh67SMx3m+XI2KRJk8oki1kgEDw++vXrx+HDh6lfv36JbXISrnHswxVc3RtTYpvSIi0ihqNjV5CTcK3ENi+99BJRUVEEBgY+8vn8k1q1atGyZUsAfvnllxLbbdq0iatXrwIwbNiwMpmbQCAQCATC46KMmT9/Pvn50o/5xq4aIpMlOYQCGYAf5v1QRAagLPD29uXjjycyebKkU1nVuSpp6Wnk5ko/khMTz8sZcfdCpVLRqVUnBvceTMXyFXnvy/cK/bB0K2dNQxc1G2Jy5GPBwcFCIkogEAgEgodAqzUv1FoGALKys6hSqYq8n5IieWHUqOEhHzt1NYNHwUmL6xaMl5pq9q5wtHfkyrUr8r7lvC1fz7PM2bNnZTNZ+5ovFDqXFZcGSEkgfvX8mL1ktnxu4MARAGzdup6rV6V72NPXhc7eha/xsLzm7UxPXxfWx6SQlpbKtm0b6N79TQYOHMGcOdMA2LN/D/179pf7XD90gZvHL1G+fnUArGzUeI8JoFJzb+Jm/Y4hPYvsnGx+Xv4z81bOo02zNvTp2of+Pfuj1Wo5f/E8MXExZGRlYMg1oFapcbR3xLemL541PNHpdESdiOLLqV8ScSACo9Eoj62ubI/3+x0KGXGDFLQ4PWkjpjtBtAEDBjB27NhSuUcCgeDJpkA6KigoiLlz5xbbpkA66taJJDxGtMZKU7pLI/n6PM7P23PXKguQpKFCQ0PLtMrinwwfPpw//viDc+fO8ffff9OiRYsibQqCGpUrV6Zbt25lPUWBQCAQPKeIiosyZtu2bfJ2BRslGXopSHE3GYCywlIGIO1aGmE/h5V6NlwjVzW+lVWsj8mRZSHGjBlDcHDwo3pZAoFAIBA807i6usrbSguj7djzsfjWNCdAnDghZfd7eNTEwUGqcDyUfFNOmCgtTCYTh5NvAuDoWA53dy8Ajh+Pltv41vQlNj7WYt7m/i4uZi+MZ5moqCh5297LSd425uaTfScz172aO1qNVr5X7u5eciBo1arFcp8xL3uW6txGW1yvYBw3N0/c3KTjMXExaLVa3Ku7S41MJk4G/0b6wfhC16nYyAO/2YN4oWNdFFbSzw6j0ciuv3fxzmfv0LhbY7oO7crc5XO5cu0KVkorHO0csVJaceXaFeYun0vXoV1p1LUR73z2Drv37ZaDFgorJS90rIvfrEFFghbpB+I5FbJe1pHv3r07CxcufGTSqwKB4MnjcUpHPcnSUMXRu3dvypcvDxRfdXHlyhXZuHvAgAFFlBoEAoFAIHhUiIqLMiQvL49jx44BUMlGyeUMs4xCSTIAZUmBDMCcOdPIzcvlg5APGP9/40slG66cRknHmjZEp+g5nGzW1h4zZgyhoaGyWaNAIBAIBIIHw8/PT97OyTNipYB8E5yMPYmXmxdajRadXicHDpRKJX5+Tdi7dyfJmToiEq7RxqNKSZd/YPYkXCM5U3dnbk3kxeKC8bUaLZ41PDl5VlrQsVZCTq45eOLv719qc3mSKXgmhMIVFzkX0zHlSc+IdX3qEp8Yj04v3c/69aV/a6PRSHT0QUDytmjtXrlU59bGvTKuDlqSM3VERx/EaDSiVCqpX9+PxMTz6PQ6zl88T91adUm4lCB1yjNyZvJGXLs1xG1gC9kc29pOg/f7HagR2IwrO06Suu247N9hMplIuJRAwqUENu3adF9zU1eyx7lTPZwD6qKuWHgxMl+XS+LSvyVPiztvqe7du7N69epHLr0qEAieTPr164e/vz99+vTh+PHjxbYpkI7y/qAjlVt4/6vxrv19lrPTd9zVgPull15izZo1T4x0nY2NDf369WPOnDmsWbOGGTNmYGdnJ59funQpeXmSL+Xbb7/9uKYpEAgEgucQkXZUhpw5c4bbtyVPh2qO1iRlSl/+BTIAu/ftltsWyACUNZbjxifG/+tsOKUCXq6q4dUaWtbHZMtG3CDJQ02fPl1kvwkEAoFA8C+wXOhPyczHxUEyHk5ISkCn1+Hj5SPtJ8Rz8eIFAN56a7Dc58fI85QmMy2uVzBOgeQkSNUWOp1OXvB2sbciOcuczPG8BC5u3Lghb6srmheIbiebj/t4+hATZ9Zgr1evIQAXLsSRmSnJcTV2LV/qCSAKhYJGruUByMi4RUKCVElREDgBqeqi4L0lY4LkjUc4MmYZt05dLnRKU8meGoFNabxwOL6fd8O5c33svV9AYX13o2yFygp77xdw7lwf38+70XjBMGq81bRI0OLWqSSOjFlK8kZz0GLAgAGsXbv2uZEfEwgExVMgHTVy5MgS2+TfzuX83D2YjA9fhWgymjg/N+KuQYt33nmH/fv3PzFBiwJGjJDWATIzM1m3bl2hcwVVGI0bN6ZevXplPjeBQCAQPL+IiosyxFISwMXBipNpUuXB3WQAypoCGYCCxQV4uGy4choljatqcFQrOJxiIPKy2ZCzevXqLFiwQHhaCAQCgUBQCtSuXRsbGxtu375NUkYe3hVVJGXkYzKZiD4RTdvmbTl2WsruX7p0Hl988S2dO/fEycmZtLRU1seksOVcKq95O//ruWw+K10PwMnJmU6desjjFtCmWRuiTpifiao6WnM2XVrksbGxwde3bPy9Hjc6nU7eVlpoqxv15iQPezt7MrLMfiEuLpIsWEEACqBOFcdHMr+6VRzZGJsqj+fp6Y2zs1nGKyMrA3tbc/Cg8qu1uH4wHqMhH13KTU58tgbXbg2p0b8Z1rZmw3WFlZLKzWpSuVlNQJLGyrmYzu3kGxgNeZhy81GorFCqrbGpWgHbGpVQ3iW4kZej5+Ly/YWqLLRaLZMmTWLs2LEiQUYgEABm6ajWrVszcuRI2WPIEsP1bDLPpuLo+3CShZlnU+SKsn9ib2/P3LlzH4sB9/3QoEED/P39iYqK4pdffmHQoEEAHDx4kNOnTwOi2kIgEAgEZY94ki9DoqPN2s621kry7/y4KkkG4HFhOX6n1p0o51junn2slVDd0Yqm1TS8UdsWPxc1B5J0/BaTw8Vb5h/gAwcO5OTJkyJoIRAIBAJBKWFtbc1LL70EQPptI1UdzYu8azatofdrvVFZSzI5K1cuQqfToVarGT8+RG43IvwoqVk6/g2pWTpGbjoq748fH4JarUan07Fy5SIAVCoVvV/rzZpNa+R2VR2suH5bqtRs0KAB1tbPR16NwWCWzrSsOiiQiQJQWatkGVEAtVpTpK+d+u4VCw+Lrcp8Xb1eX2h8AEOuQX5fAZSvX50GMwbgULDgd6f6InLwPOLm7JJ9O/6JUmWFvZcTVV714YV2dXDuVJ8X2tWhyqs+2Hs6lRi0yL5wlbjZvxM5eF6hKovmzZtz9OhRPvroIxG0EAgERQgMDCQqKor69esXez79QNxDXzv9QHyxx1966SWioqKe2KBFAcOHDwdg7969nD8vJTIWVFvY2Ng88fMXCAQCwbOHeJovQ5KTk+Vto4URZkkyAI8Ly8BF2+ZtGf7WcHm/sYuaHj62dPexpYePLT19bHnd15b2HjZUsLHibHou687ksCdBR5ahaJnttGnTcHR8NJmBAoFAIBA8r3Tq1EnevnHbiKNGkg7avW83eoOejq06AnD9+jUWLpwNSH5arVsHAJCcqaP9kr8fOniRmiX1L/C2aNOmI4GBQwBYsGAWN26kS/Ns1Qm9Qc+e/XsAqUKzIGgB0LFjx4ca/2nE0tzUMlhhGcTIzcstFBwwGPRF+mYbzH1Lk5xc83U1moKAibmCVq1SFwqqKFRW2FarSP0pfaj2RiP5uFGXS+rW4xwZvZTjn6wmLSKG3Fs5DzWn3Fs5pEXEcPyT1RwZs4zUbSdkSRatVsu0adP4448/8PHxuceVBALB80ytWrUYPXp0sefUFeyKPX4/qMsX3/f9999/4qShiqNfv37Y2tpiMplYvHgxt2/fZtWqVQC8/vrrlCt374RGgUAgEAhKk+cjpe0JwVISwHJJvyQZgMfF3WQADqUYIMVQXLciWFlZkZ//aH5MCwQCgUAgMDN8+HC++eYb8vPzOZSsp0lVLb9fuI3RaGR1+GoGvzmYzbs3YzKZ+O9/J9KhQxe8vX354Ye5dO/eiqSkRE5dzcR/bgTzujV4INmoLedSGRF+VA5aVKvmxrRpP6NQKDh37gxTp0qVHQqFgsG9B7M6fLXshdW4qoYDSVI/KysrWWP7ecDSd8FSHspSNiorO4sqlczG6SkpUhKMpaToqavmZ8jS5KTFdQvGS01NkY852jty5doVeV+pluatsFJSuZUvSesOA1JFUIGpa8bpZDJOS69BU9kBu5pO2Nd8AXsvJ9SV7LFSW6OwVmLKM5JvyMOQnkVWfBpZcVfIjktDfy2zyDzt7e0ZMGAAH330ETVr1izluyAQCJ5VwsLCij1eqanXQ1+zUlMvLizYW+T4+vXr5WqGJxlHR0f69OnDokWLWLx4MTVr1uTWrVsADBs27DHPTiAQCATPIyJwUYZYlvVbBi5U1ipydObMM8sy/MfBP2UAHO3uv0LCxsaGBg0a0LFjR3r16iVLVwgEAoFAIHh0VK1alZ49e7Ju3ToyDSYcNQqUCjCaYFnYMvp268ugNwaxeO1i9Ho9Y8cOJyxsD87OrqxZs40+fTqRlJRIcqaOLisO0NPXhdEve9LGvXKxxs8mk4k9CdeYGXle9rQAKWixZs02nJ1dyc3NZezYEbLM0ODeg6lYviLLwpYBoFSAo1ohV2h6eHjg4vJwuuJPIxUqVJC3DdezsfOQAhQ2rubjsedjebXJq/L+iRNHAPDwqImDgyOZmRkcSr6JyWQqVYNuk8nE4eSbADg6lsPdXVrIO37cLHvqW9OXPw7+Ie/bVLV4Pelm7fhRo0ZRq1Yt5syZI+ukA+ivZaK/lsn1EqRV7sWLL77Ie++9x4ABA0Q1r0AgeCAyMjL4/fffixy386yC9oWHryrQOpfDzqMK2ReuFjq+c+dOMjMzcXBweOhrlxXDhw9n0aJFJCYmMn78eED6fm7duvXjnZhAIBAInktE4KIMsSzrt/xpWZIMwOPibjIArvZWJGdJVRROTk60bNkSFxcX/P398ff3x9fXV9amvnq18AObQCAQCASCR8eoUaNYt24dAFEpBhq5aoi8rCc7J5sJUycw6+tZRByIIDEpkejoSIKChjFz5iLc3b3YuHEvH344koiIHQCsj0lhfUwKrg5aGrmWp24VR2xVVuTk5nPyagaHk2/KFRYFtG4dwA8/zMXZ2RWj0UhQ0DCioyMBcK/uzgdvf8B7X75Hdo5kXGpjrSAy2fzMERcXR0hICBMnTiyDu/X4sUzuyIq7QgV/dwBsa1RCYW2FKS+fk7En8XLzQqvRotPr5MCBUqnEz68Je/fuJDlTR0TCNdp4VClumIdiT8I1+d/Xz6+J7BVRML5Wo8Wzhicnz54E7shE1ahkfj3xafJ2kyZN6NevH6NGjeKPP/5gw4YNREVFER0dXaw5bkk4ODjQsGFD/P396dGjBy1btizVYI1AIHh+2Lp1a6GkwgIqNf33VVuVmnkVCVwYDAa2bt1Knz59/vX1HzUtWrSgdu3anDlzhtTUVACGDh1618/brKws1q5dW+hYXJzZK2Tt2rVUrlxZ3m/QoAENGjQo3YkLBAKB4JlEBC7KEEtJAMuv/ZJkAB4Xd5MBeLmqhvWxUnVIy5Yt+fXXX8t8fgKBQCAQCIrSpk0bebEh8VYe9ZzUlNMouaU3su/wPjbv3sx3n33HoKBBGHINhIWtQqFQEBo6H2dnV5YvD2flykV8/30waWnSYkVypo6NsalsjE0tcVwnJ2fGjw8hMHAICoWC3NxcgoKGERa2Sm7zoveLrNu6jn2H98nHsnNNZOcWlpQMCQmhRYsWdOjQoZTvzpOHv7+/vG250K9UWWHnXpmsuCskJCWg0+vw8fLh2OljJCTEc/HiBWrU8OCttwazd+9OAH6MPF+qgYuZkefl7bfeGgxAYuJ5EhOl4741fdHpdCRcSgDAzr1yIRPtrDjzs2PB61QoFLRq1YpWrVoBYDQaOXfuHFFRURw9epSbN2+i0+nQ6/VoNBq0Wi3ly5enQYMG+Pv74+3tLcy2BQJBqbB+/fpij1dqVnLgIuP0ZfJypGCHtZ0Gx9rFyztXalqTiysOFDvm0xC4AEkWaty4cYAUKB8yZMhd21+7do2hQ4eWeP7jjz8utB8cHCwCFwKBQCC4L0TgogxxdTU/3CgtMhZKkgF4XNxNBkBpEXF5nuQcBAKBQCB40lEoFEyfPl02uN55PocePnasOS1VOEyZM4XlM5YzPXg6o78aTb4xn99+W0lCQjyhofPx9valX7+h9O7dn23bNrBq1WKiog6QmVnUQ8HRsRx+fk14663BdOrUQ64qPXcuhrFjh8uVFgVs2b2FrXu2yvsO9g5kZpn9Cvyd1USlSgtCw4YN4+TJk8+8/E+tWrWwt7cnKyur0EI/gH1NJ7LirmAymYg+EU3b5m05dvoYAEuXzuOLL76lc+eeODk5k5aWyvqYFLacS30gb5KS2Hw2VZb/cnJyplOnHvK4BbRp1oaoE1HyvsJKicloQnHnQTE7TgrEODg44O3tXew4SqUSHx8ffHx86Nev37+et0AgENwPer2ezZs3FzmudSmHrVulIsdzM3XE/7SLa3+eLXS8cksfvP6vLSoHbaHjtu6V0TqXQ5d6q9DxzZs3YzAYCqkwPKkMHDhQDlx06NCB6tWrP+YZCQQCgeB5RaQtlSF+fn7ydk6eEas7QQBLGQAoHDh4HJQkA2CthJxcszuHZaagQCAQCASCx09AQIBsAKrPh+hUA41cpEWS7Jxsho0fhnt1d34M+RG1SjoeHR1JQEBjZs+eik6nQ61W0737m6xYsYkzZ9L4669TrFixiV9+WceKFZv444+ThIf/yYgRo9FotPz99x7OnDnJrFnfExDQWA5aqNUa+vQZiEYjeWeZTNIzRDO/ZqyevZpKFcwLRAol1Kwo5dNcunRJXjB5llEqlTRs2BAA/dVMcm/dls+V93OXt9dsWkPv13rLsqIrVy6S/53Gjw+R240IP0pqVmH5rgclNUvHyE1H5f3x40NQq9XodDpWrlwEgEqlovdrvVmzaY3cLjMmhbOh2zDm5ZN7K0c20W7YsKGokhAIBE8Uu3fvJjMzs8jxSk1qFpFDun74AkfeX1IkaAFw7Y9Yjry/hBtRCYWOKxSKYiWnMjIy2L1797+bfBlx4sQJefvtt9++Z3t3d3dMJtN9//e8SEIKBAKB4N8jfkmUIZYL/SmZ+bg4SCX1ljIAgCwD8Di4mwyAi4W/BYjAhUAgEAgETyLTpk2TsyPjrudSydaKGuWkoED6jXQGBg2kqnNVlkxfgls1N0DKQJ08+XP8/T2YNOkz+VlAqVTi6elN8+at0elu8/PPM+jSpTmtWtWnf/9uDB36Bv37d6NdOz++/XaCbMTt4VGTdet+Z/r0BezYcQg/v5fl+UUejSThUgILvl+Ana0dAIeTDfi5aNDcURuaN28eO3bsKJP79Thp1KiRvH3zaKK8XellT9QVpXuze99u9AY9HVtJlTTXr19j4cLZAAQGDqF16wBAkvVqv+Tvhw5epGZJ/Qu8Ldq06Uhg4BAAFiyYxY0b6QB0atUJvUHPnv17CvW/GhFDzH82kX7I/AwrnhUFAsGTRlhYWLHHKzXzkrfzbxuIm/07p0PWY7ieXeK1DNezOTUxjLg5u8i/bfbMqNjUq9j2JY39pLFw4UIAKlWqRI8ePR7zbAQCgUDwPCMCF2VI7dq1sbGxASApI49qDtIigqUMQAGW5fhlyd1kAKo6WpOUkQeAjY0Nvr6+ZT4/gUDw7JKXl8eJEydYtGgRY8aMoXfv3nTt2pWAgAC6du1K7969GTNmDIsWLeLEiRPk5eU97ikLBE8kjo6OzJ8/X97fHn8bPxc1rncSJtJvpNP/g/6cPX+WsLlhdGnbRW5740Y6c+ZMo1kzX5o182XkyEBGjHiL+vWr8u67A9i7d2ex0lH/JCsrk9jY05hMJry9fQkL20OvXm8BkG/MJygkCJ1BxyfvfmKeZ9xtAjxt5f2goCC5SuNZpXv37vJ2ytbj8rbCSolzp/qA5AWxOnw1g98cLGcD//e/Ezl3LgaFQsEPP8yl2p0A1KmrmfjPjWDLuZI9SYpjy7lU/OdGcOqqlIVcrZob06b9jEKh4Ny5M0ydKlV2KBQKBvcezOrw1RiNRgAqt/JBoZLeW9cjz5OwwCwxKha8BALBk0R+fj4bNmwoclxV3hYHX0nWOeP0ZY6MWUbqthNF2pVE6tbjHPlgGRlnJK9KR18XVOVti7TbsGED+fn5RY4/SSQkJMg+lkOHDpWrJgUCgUAgeByIwEUZYm1tzUsvvQRA+m0jVR3NJoYlyQCUJfeSAajqYMX129KP1AYNGmBtLSxSBALBv+Py5cuEhITQrFkzHB0dqV+/PkOHDmXmzJmsW7eOzZs3s3PnTjZv3sy6deuYOXMmQ4cOpX79+jg6OtKsWTNCQkK4fPny434pAsETRUBAAMHBwfL+hpgcXq6qwV51x4MgJ5uvpn3FqC9Gyd4JQCFZn8TE82zatI7Nm38jI8Os1e3qoKWHjzOfv1KLyW1r8/krtejh44yrhc731atXGDfuHfr370ZqajIqlYqZMxfJwQtDroFPp3xKt/bdaN6oOQC39Eau5OTL1SFnzpwhIiKi9G/OE0SrVq2oXbs2ABmnLpOdcE0+90JAXdlcbFnYMiqVr8SgNwYBUoXM2LHDyc3NxdnZlTVrtsnBi+RMHV1WHKDX6oPsvnC1xOCPyWRi94Wr9Fp9kC4rDsiVFtWqubFmzTacnV3Jzc1l7NgRciWNjcaGcxfOsSxsGSAFWDzfbkmdib1QaqVn2Lw7FR+1a9emZcuWpXq/BAKB4N+wf/9+0tLSihyv1MQLU34+CYv/4vhnvxbxp7gfdCm3OP7pGhIW/4XJaKRiE88iba5cucKBA0WNux83ly9f5ty5c+zYsYPXX3+d3NxctFotQUFBj3tqAoFAIHjOEYGLMqZTp07y9o3bRhw10g/Su8kAlBV3kwEop1HKQQtANv4UCASCB8VkMrF792569+6Nm5sbEydO5MCBA9y+ffvenS24ffs2Bw4cYOLEibi5udG7d2927979zGdoCwT3S3BwMF5eklyFCVgfk0NWbuG/jwNHDpCUmgSAn9/LHDoUz2effUOdOg2AwlrfPX1d2D2oBUljO7L+raZMbvcin7/qw+R2L7L+raYkje3I7kEt6OnrIveJiNhB9+6tSEiIR6lUMn36Alk2KuFSAjMWzmDSuEkWklF62ZMDYM6cOaV8V54sFAoFo0aNkvdTtpiDSJpK9rzQoQ4gBZomTJ3AB29/IMt7RUdHEhQ0DKPRiLu7Fxs37pVlowDWx6TQbsnfVAvdTo9VB/hi12km/xHLF7tO02PVAaqFbqfdkr9lI26QAlcVKlQkPHwtaWmpBAUNK2S0nqPL4bPvPiM7R5JOcWr/IuqK9pSvX50Xv+whV14A+Pr6FtGLFwgEgsfJ+vXriz2udSnH0Q9XkrT2EBhLfo7s1KlTod/zRTCaSFp7iKMfrsTGufwDzeFx0r9/f2rVqkXHjh05cuQIAF9//TVVq1Z9zDMTCAQCwfOOCFyUMcOHD8fKSvpRdyhZz8uuUnbi3WQAyoJ7yQA0rqrhULKUbWdlZcWIESPKZF4CgeDZYseOHdSpU4d27dqxbt26QuXylWyUvPSCmk41bXjd146ePrb08LGl+53/9/Sx5XVfOzrVtOGlF9RUsjF/heXn57Nu3TratWtHnTp1ngttfIHgXiQnJ3PhQvGeWZ1bd6ZiuYryvkajITR0Pi4uVXnzzYHcvHkdKdwhVVhs7teUsL5NaONRpcTFaIVCQRuPKoT1bcLmfk3lCoykpET69OkkV16Ehs6XpScWr13M9ZvXGdBrACCtF2UYTNirpTHCwsJITk4ulfvxpDJw4EDs7KTAzdWIM+Tl6OVzLwTUk7f3Hd7H5t2b+e6z72Rj9bCwVYwZM1SuvFi+PJypU3/GyclZ7pecqWNjbCrf/nWWCXvO8O1fZ9kYmypXWFhiNBo5ceII//nPlzRs6E5Y2CpAqsSt51uvUFuFtZLqb5q9S8rXr47vJ13keNfWrVuJjY39l3dHIBAISgeTyVSix0TC4r/Isah4+yd2dnb8/PPPbNmyhS1btvC///0PW9uiUlAF5CRcI2HJX8WeCwsLe2KTbGxtbWnQoAGLFi3i448/ftzTEQgEAoEAofVTxlStWpWePXuybt06Mg0mHDUKlArph/qysGX07daXQW8MYvHaxbIMQFjYHlQq1SOb0z9lAAb3HkzF8hVlGQClAhzVCrIM0gNWr169cHV1faixrl0r+YFQUPz9Effs3oj79uCU9T3LzMwkODiYZcuWFTpur1bwsquGCjZKLmfkk5SZx8k0A/l3+T1npQAXByu8K6po7WjFjdtGIpP18mfUmTNn6NixIwMHDmTixIk4ODiUymsQ77MHR9wziby8PM6ePcvx48c5fvw4qamp6PV6DAYDarUajUaDs7Mz9evXp0aNGkX6P+w9mzFjhpyA4F7OioRbUqBQqVTy8f99zHc/fcf2vdsB+PjjiXh7+2Iymfjww5FcvnwRgLpOjuwc2Bxne23xg5TAa97ORI1sTfslf3PqaiZJSYl8+OFIli8Px9vbl3Hjgpk8+XNMJhOL1y5m7PCxzFs5D6PRyKHLehq7atiToCM/P5/p06ffcwHlaX+vvfHGGyxZsoT827lcXL4fzxGtMeUbuTAvolC7KXOmsHzGcqYHT2f0V6PJN+bz228rSUiIJzR0Pt7evvTs2ZczZ06wYMGsu45pY2ODp6c3TZq8gpOTM6dPn+D48WgSEuIBMJnMlbYtX27Jf7/4L5t3b2bKnClk52RjyjNy5ttw6k3ujfWd90elJl64dmtI8sYj6HQ6BgwYQHh4uJy087TztL/PHgfi/gieFE6cOMH58+eLP3mX584WLVqwePFiuYIR4J133qFdu3YMHjyYffv2PdA14+PjOXnyJPXq1Su+wWPgWZdlFAgEAsHTi8L0pIb7nyCSkpKoXr06AJcuXaJatWr/6nq7d++mXbt2ALiVs+YFeysiL0tBg+aNmjPr61n0GtmLxKREAHr1eouZMxcV0p0uLYxGI6NHD5Ez6tyruxM2N4z3vnyPfYelh7CXq2pIzcrn4q08ef5t2rS557WvXr2Kk5NTqc9ZIBA8/biVs8bfRc0tvYlDyToy9A//VVROo6SxqwZHjYKoFAOJt4Rpt0DwT96obcu6MzkAtH+lPSEfhtC6T2ty83KpWLEyhw+fR6vVsmLFL4wb9w4gVVpEjWz9wEELS1KzdPjPjZCz+6dO/Zl+/Yai0+nw9/fgxo10VCoVEasj+GraV+z6e1eR+T53KKDef/qQeTaVhIWS0bWVjZr82wYAKlWoxNwpc/lo0kckXEqQu2k0GgIDhxIRsVMOPgBUqFCJ117rSePGzShXrgIajYYaNTxwd/cq9tny4sULLF06jxUrfpElRAHcqrnx3WffoVVrGTZ+GOl3zjn4uFD3m9exspGqQPJ1uRwZswxdys3SvjOCZ4S0tDSqVKnyuKfxVFDav0OfBs6dO0deXh7W1tZ4e3uX2nVDQkKYOHHifbdXq9V88803fPTRRyUGX/Pz85k6dSpffvklubm5DzSXr7766r7bCwQCgUDwtFDa3+MicHEflPYDo8lkok6dOpw5cwYf3nJ2AAEAAElEQVSArt62/HlRxy29lNn2zbhv8PbwZlDQIAy50o/U118PJDR0fqlWXuTm5hIUNEwOWqhVapZMX8LZ82f5apr0IFVOo6RlDS3h56TFg9q1a3Pq1Kn70iwWgQuBQPBPNFbQwcuWtOx8Difri8gIKxQK3Ku5U9enLj6ePtjb2aOyVpGbl0tmdiax8bGcOnuKhKSEImX2SgU0ctXgZGvFzvM56PMRCARIMmzeFVUcuJMkMXfKXM7EnSF0figA7703ji+++BaDwUDjxl5cvXoFgC39mtHZ+4V/Pf6Wc6l0WSGZkTo5ORMZGYdarWbSpM+YM2caAGOHj8XXy5d3PpOCJk2raTibnlvIX+t5Ql3FgdybOZhy80EBL07sxaUVB8iMlfwoNGoNeoP076lUKuXKGks0Gg0ffzyRt99+D63WHHwyGo1cuBDHxYsX5KofNzfPIoEMnU7HwoWz+e9/J8pVuWqVmunB03Gv7s7AoIFy8OKFDnXwHmP217h1KokTn/161yxmwfOLCFzcPyJwUXqBiwYNGnDs2LF7NwTq16/P0qVLqV+//n21P378OAMHDuT48eP3PZcCLwmBQCAQCJ4lSvt7XHhcPAYUCgXTp0+X93eez6Gjl428P2XOFLRqLdODp2OllLI7fvttJb16tSk1z4tz52Lo1auNHLSwUloxPXg6WrWW7376Tm7XsaYNO86bMx5nzJghjBYFAsFDUbOiih4+dvyZqCPysjlooVQqaf9Ke+ZOmcuhTYcI/yWc4YHDqVKpCrl5udzKukVuXi5OlZwY0W8E4b+Ec2jTIeZOmUu7Fu3khTajCSIv6/nzoo4ePnbUrCjUEAVPBv/Gv6U0qOZoTVKmVImkUCjwq+fH7n275fMDB0q+VVu3rpeDFj19XUolaAGSbFSBYXdaWirbtm0oNC7Anv178K/nL+9fzsijmuPz+zdsuJopBS0A124NqejnTp2JPbHzlBZ7C4IWdrZ2rPxxJW2bty3U38/vZXbsOMSoUR+h1WoxGAxs2LCGwMAu1K7txKuv1qV//24MHfoG/ft345VX6lC7thOBgV3YsGENBoMBrVbLqFEfsWPHIdlQ3ZBrYPRXo0m4lMCC7xfIpupXdp7iRlSCPH65OtVw7dbwUd8mgUAguC8uXLhwX0ELpVLJZ599RmRk5H0HLUAKdERGRvLpp5/el0rC0aNHSUhIuO/rCwQCgUDwvCIqLu6DR5XpMmLECObPnw9IC3rlNQoOp5hlAJZOX8qFixcY+/VYufJCo9Ewblwww4a9Xyh77n7R6XQsWDCLqVND7pk918hVzU2dkbjrefJ8586de99jiYoLgUBQQEcvG9Jz8uXPOJAW3Aa+PpC+3fqiVqlZu2Utu/ftJjY+Fp2+qGlsAVqNFh8vH9o2b0vv13qjN+hZHb6aZWHLyM7Jlts1dlVT0caK7fG3H+lrEwiKozj/lpTM/Pvyb6nmYE3VYvxbHpZONW3YGX+bfBN4VPcg/JdwGnVphE6vw93di337pArQwMAu7N27E4Ddg1rQxqP0MqJ3X7hKuyV/A9C6dQArVmwCoFkzXxITz6PVaDm8+TBdh3Yl4VIC1kpo72HDtuf879fKRkXjRSOwtpXMzHVXbhH1f4sw5d1fla7JZGLlykV8/30waWmp9z2uk5Mz48eHEBg4BIVCcV9VuurK9vjNGoS1nTTXvBw9kYPnYdTdv3yK4PlAVFzcP6LionQqLkJDQ/nwww/v2sbLy4slS5bQvHnzfzXW33//zeDBg4mPj79ru9DQUIKCgv7VWAKBQCAQPGmU9vf485vK9gQwbdo0tm/fzqVLl4i7nktHLxtqlLPm4q080m+kMzBoIAu+X8CS6Uv45D+fkJiUiF6vZ/Lkz5kzZxqBgUMYOHAEbm6e9xwrMfE8S5fOY+XKRYX0it2ruzPl0ylo1JpCQQu3ctZUsrHicLL0I7hGjRpMnTr1X7/m06dPU7ly5X99nWeVa9eu8eKLLxY6Ju7ZvRH37cF5lPfs+++/lz8vFEBPX1uiUgyyTw5Ai0Yt+GbcN6TfTGfa3Gls37ud3Lz7W9zS6XUcO32MY6ePMWvRLDq26sjgNwfTt1tfJkydIPvzHEo24FbOmp6+tmyIyZEVS8aNG8f48eMf+HWJ99mD86zfsz179vDhhx9y+fJl+di/8W/JN0FSRj5JGflwWZJrbFpVW6x/S9WqVfnhhx9K9Jz6/PPP5eQIW2ulHDCp61OX+MR4OThYv74fIMkHRUcfBCRvi9bupftv1Ma9Mq4OWpIzdURHH8RoNKJUKqlf34/ExPPo9DrOXzxP3Vp1SbiUQJ4RbFXmCs/hw4fz7bfflnj9Z+m9NnjwYLZu3QpAlda15aAFwKVfI+WgRYtGLejStgu9RvYqFLT48cdfUCqVpKYm8+GHI4mI2FHo+q4OWhq7lqdOFUfs1FZkG/I5dTWDQ8k3ZS+StLRUxo17h02b1vHDD3NxdnZl5sxFAISFrcKQa+DTKZ8SNjeMbXu3se/wPgzXsrjwyx94v98BAGtbDU5tapO6VZJO+c9//sOwYcMe3Y0rA56l91lZUdw9EwjKmpdeeokqVapw9erVYs+/++67fP/999jb2//rsVq0aMHRo0f5+OOP+d///ldsmypVqjxQRYdAIBAIBM8rInDxGHF0dGT+/Pl07NgRgO3xt+npa0ue0URyZj7pN9Lp/0F/Pnn3E8LmhvHjLz+yeO1iTCYTN26kM2fONObMmYabmyf16/tRv74fzs4uqNUaDAY9qakpHD8ezfHj0SQmni80tkKhYHDvwXzw9geE/x7Odz99J2cquzpY0dBZzfpYs0TU/PnzcXR0/NevuXLlyiLD6gER9+zhEPftwSmNe7Zjx45CQc6evrYcSNKTkiVJntjZ2vHpqE/p0rYLMxbOYMm6JUW8Ktzdvahf34969Rri4uIqf6alpCRz4sQRjh+Plo1nc/Ny2bRrE5t3b2Zw78HM+noWm3dvZsqcKWTnZJN4K49co4kevrasj5E+06ZOnUpAQAAdOnT4V68VxPvsYXgW7pnJZGLixIl8/fXX8jFL/5b1sTml4t9yS2/k9wu3Zf+Wek5q2b/l8uXL9O3bl+DgYIKDg4vION64cUPeNlr8jfl4+hATZ5adrFdPkvO5cCGOzMwMABq7li91WUiFQkEj1/JsjE0lI+MWCQnxeHp6U7++H+HhawGIiYvBx8uHTbs23Zm3uf/Nmzcf+H3zNL7XTCZTIfkQl9dekrf16Vlc2XkKkD5Lvxn3DTMWziAxKRGQ5KFCQ+ejVCq5cCGOPn06cfnyRbl/T18XxrzsSWv3ysX++5pMJiISrvFj5HnWx0heGhERO+jevRVr1mzD3d2L6dMXkJh4nujoSBIuJTBj4QwmjZtEt7e7kZ2TTdrvp3Hr1wx1RWnxz6VzfTlwsXTpUj755JNnTnL0aXyfCQTPG23btuXo0aP079+fiIgI+birqysLFiygU6dOpTqevb09P/30E927d2fYsGGkpKTI59q0acOyZctwdXUt1TEFAoFAIHgWEYGLx0xAQADBwcGEhIQAsCEmhx6+tkQl67mUkU92TjZfTfuK7Xu38824b+jariu//PoL2yO2k5cvZV4mJp4nMfG8/MP/blhbWdOxdUeGvjmUiuUr8t6X78nZyQDVHa3wd9WwIcYctAgODi6VBT6BQPBsc+vWLYYPHy7vd/SyISrFIActKlWoxILvF6Az6Og1spe82AZQsWJluYqsRg2Pe4518eIFli6dx4oVv3DjRjomk4lFvy5iz/49fPfZdyyfsZxh44eRfiOd5Mx8olMMdPSykWWjhg0bxsmTJ0slICt4vjAajQQFBTFz5kz5WM2KKvyc1WyPv80tvdkkWalU0rZ5W/p07YNfPT+0Gi3xifHExMWQkZVBji4HlbUKp0pOtGzSEi83L3R6HdEnolkdvpo9+/dgNBpl/5ZyGiU9fOyITtXLMo4hISFcv36d6dOnFzFWLsAyhmJvZ09GVoa87+IiLZxcvHhBPlanyqP5u6hbxZGNsanyeJ6e3jg7u8jnM7IysLc1Z7taztvy9TzL7N27lzNnJOkuxzpVsbOofLmy46QczRnQawDpN9NZsm4JIEmJFshDpaYmFwpauDpomdetAa95O991bIVCQRuPKrTxqMKWc6mMCD9KcqaOpKRE+vTpxMaNe3F2diU0dD4BAY3R6/UsXruYru26MqDXAH5e/jOmfCOpO05S462mANh5VMHxRVcyTidz+vRp/vjjD1q1alXq900gEAjuhaurK7///juTJ08mJCSEvn37MmvWLCpWrPjIxuzcuTMnT57kvffeY82aNQQHB/PFF19gZWX1yMYUCAQCgeBZQgQungCCg4O5fv06M2fOxASsj8lB849nmb8P/02XIV140ftFEpIS5KDFg5KXn8fBIwe5cvUKp86e4rausHZ0Wna+nJUMMGbMGIKDgx9qLIFA8Hwxbtw4Ll26BEgLuek5+bI81N18ez7+eCJvv/3eA/n21KjhwRdffMtHH33FwoWz+e9/J6LX60lMSmRQ0CCmB09n6fSlsgTexVt5ONkpqVnRmrjreVy6dIlx48Y9kG+PQGAymYoELQr8W9acNvurFOffMnvJ7Afyb/n6o6+L+Lfc0htZczqbxq7qQoG4mTNnolAomD59upzNbjCY/WQsAwAqaxU5OvP3vFqtKdLeTv1oFlRsVebryj5barMMkiHXgKOdOWhiOe+C9s86GzdulLddOptlRIx5+aRukyoXlEolfbv15Yd5P8jVOR9/PBFvb19MJhMffjhSDlrUdXJk58DmONs/mC/aa97ORI1sTfslf3PqaiZJSYl8+OFIli8Px9vbl3Hjgpk8+XNMJhOL1y5m7PCxzFs5D6PRSOq2E1R/82UUVlIgzbnzS2ScTgZgw4YNInAhEAgeG1ZWVnz11VcMGTKEGjVqlMmYFStWZOXKlXz33XdlNqZAIBAIBM8Kyns3ETxqChYb3n//ffmYXkpQxlqJHMS4rbtN1Iko2YeioK97NXdaNW3Fa21eo3ObznRu3Vn6f5vOtGzSEvdq7oXK8q9dv8bh44floIXWClTKwuMCjB49mtDQ0GeupF8gEJQ+O3bskPX0NVbg56yWjbjtbO1Y8P0CLly8wJjgMXLQws/vZXbsOMSoUR89UNDCEq1Wy6hRH7FjxyH8/F4GpMXP0V+NJuFSAgu+X4CdrR0Ah5MN+Llo5M/UefPmsWPHjpIuLRAUISQkRA5aKIBevracuZZbyHS+RaMWhC8Mp90r7Zg2dxqt+7QmdH4ox04fu2vQAsz+LaHzQ2ndpzU/zPuB9q+2J3xhOM0bmc1CDyUbiLmWS09fWwq+oX/88Ue5ehNArVbL25bf4rl5uaisVfK+waAv0j7bYPEwUIrk5Jqvq9EUBEzMAQm1Sl3I68Zy3gXtn3UOHz4sb5dv4CZvXz90AcN1KTjWtnlbNGoN2/duB6SKtbfffg+AlSsXyZ4Wrg7ahwpaFOBsr+X3QS1wdZD6R0TsYOXKRQAMG/Y+FSpUAmDb3m1o1BraNJP8VgzpWaRHmiVKKzQ0L9RFRUU91FwEAoGgNHkcAQQRtBAIBAKB4MERFRdPMAXSE9victDnm/MO7yU9UbAo4WjviG9N3xKlJwpQWynoVNO2kPQEUER3XiAQCIqjIAu9gA6etnImOMCnoz5FZ9Ax9uux5BulhcvXXw+UZU1KA29vX8LC9hAUNIywsFXkG/MJCgliyfQlfPLuJ3w17SsAtsfdJsDTlvBzUsZ5UFAQp06dEgFawT3ZsWNHocDAk+jfEhISQosWLejQoUOhYKDluzsrO4sqlcx6/CkpUia8pUTbqasZPApOWly3YLzUVLPut6O9I1euXZH3Lef9sMHNpwmj0ciRI0cA0FRxQFXORj53MzpB3u7TtQ9rt6yVgzyBgUPQarUYDAa+++4rud38bg0fOmhRgLO9JDPVZcUBAL7/Ppjevfuj1WoJDBzCnDnTyM3NZe2WtfTp2oddf++S5nskkcrNagKgKmeLprID+muZHDlyRDZmFwgEgqcJk8lEbm4uBoMBtVqNSqUSz48CgUAgEDxiRODiCaBg0W/WrFnysbKUnsgwmIqVnpg1axZKpbKQ9IRAIBD8kz179sia7G7lrEnLyZd1/ls0akGXtl3oNbKXXGnx+uuB/PjjL6W+cKVSqZg5cxEAYWGrMOQa+HTKp4TNDWPb3m3sO7yPW3ojV3LyqVHOmou38jhz5gwRERG0adOmVOcieLZ4Gv1bLE0/lRbf4bHnY3m1yavy/okT0kK5h0dNHBwcyczM4FDyTUwmU6l+95tMJg4n3wTA0bEc7u5eABw/Hi238a3pyx8H/7CYt7m/i4vZC+NZ5ezZs2RlZQFgX/OFQuey4tIAqdLWr54fs5fMls8NHDgCgK1b13P1qhT46enrQmfvwtd4WF7zdqanrwvrY1JIS0tl27YNdO/+JgMHjmDOnGkA7Nm/h/49+1vM90qha9jVdEJ/LZPMzEzOnTuHj49PqcxNIBAIHhUmk4mDBw8SHh5OVFQUUVFRXLt2TT5fuXJl/P398ff3p1u3bjRp0kT8ZhYIBAKBoJQR6U5PAE+T9IRAIBD8kzlz5sjb/i5qDidL0i92tnZ8M+4bZiycIS/k+vm9TGjo/EeWbSsFWxfIslEJlxKYsXAGk8ZNspCM0tPIxSyLYzl/gaA47se/5XLqZQYFDZLf6xqNhgkT/sPhw+f54otv5aCF0WgkPv4se/ZsZ/v2cPbs2c758+fkSsgC/5aoqAtMmPAfWSKpwL8l+UoyS6cvpdIdmZ6Lt/JIv51PzYpSLkqBf4ufn588/5w8I1Z3vthPxp7Ey80LrUbKxC8IHCiVSvz8mgCQnKkjIsG8OFMa7Em4RnKm9Lzi59dE/gwoGF+r0eJZw5OTZ08CklRmTq65YsXf379U5/MkYimjZO/lJG8bc/PJvvPv4V7NHa1GS2x8rLTv7iW/t1atWiz3GfOyZ6nObbTF9QrGcXPzxM1NOh4TF4NWq8W9ujsA2QnXMOaZpcEsAzFCLkogEDzJ5OXlsWDBAvz9/WnWrBnffvst27dvLxS0ALh27Rrbt2/n22+/pVmzZvj7+7NgwQLy8h7Oi1IgEAgEAkFRRODiMVOS9ETBgkjBwt/Mr2eyeO1i+rzbh027NhXSgHZ396J79zf54otvmTVrEXPnrmTWrEV88cW3dO/+ppzVCGbpiT7v9mHJuiXM+noW34z7Rl7QS7yVR+RlPT18beU+ISEh7Ny581HfCoFA8BRy+fJl1q9fD4CDWkGG3oTxzlrjgF4DSL+ZzpJ1SwBpIbc05aFKQqVSERo6X17wXbx2MddvXmdArwEAGE2QYTBhr5ZWcsPCwkhOTn6kcxI8vZSGf4vBYGDDhjUEBnahdm0nXn21Lv37d2Po0Dfo378br7xSh9q1nQgM7MKGDWswGAz/2r/F0sw6JTMfFwfpZEJSAjq9Dh8vKeM9ISGeixcvAPDWW4PlPj9aeBSUBjMtrlcwTmLieRITpeO+NX3R6XQkXEoAwMXeiuQs88L38xC4OHbsmLxtudCfczEd050gQF2fusQnxstJK/XrSwEqo9FIdPRBQPK2aO1euVTn1sa9sux1ER19UA60FYyv0+s4f/E8dWvVBcCUm0/ORbMnm2Ug5ujRo6U6N4FAICgtTp48SdOmTRk+fLgs3VeAnUqBe3lrvCuqcC9vjZ2qcHXFkSNHGD58OE2bNuXkyZNlOW2BQCAQCJ5ZRODiMXI/0hPLZyzH28ObXiN7sXjtYlkvu2LFyrz33jgOHIhl374z/O9/y3nvvXG8/no/unZ9g9df78d7743jf/9bzr59ZzhwIJb33hsnGykWSE/0GtkLbw9vls9YLmdvWkpPFDBs2DAyMh6N5rVAIHh6mT9/Pvn50mdWY1cNkcnSYppSqaRvt74s/tX8ufXxxxPx9vYtk3l5e/syblwwIH3eLV67mL7d+spZ3ocu62nsKgU28vPzmTdvXpnMS/B08bD+LWFhe/D29sVkMrFixS+8/HJN3n13AHv37iQzs/jv0szMDPbu3cm77w7g5ZdrsmLFL5hMJtm/pVevtwBk/xadQccn734i9y/wbylgxowZsi9EUkYe1Rys5dcUfSKats3bym2XLpXe/50798TJyRmA9TEpbDmX+tD3zpLNZ1NZHyN5WTg5OdOpU49C4wK0adaGqBPmTPyqjtYkZUhJHDY2Nvj6ls1nx+Pkxo0b8ra6op28fTvZfNzH04eYuBh5v169hgBcuBAnv7cau5YvdbkShUJBI9fyAGRk3JK9WAoCFyBVXRQExABuX7Z4PZXs5e2bN2+W6twEAoGgNJg1axb+/v6FqsKqO1rR50U7vni1PMGtKvBe43KM9HfkvcblCG5VgS9eLU+fF+2o7mgl94mKisLf37+QDLRAUNokJCSgUChQKBQsWrTouRlbILAkIiJCfi9GREQ81DXc3d1RKBQMGTKkVOcmKD1E4OIxUprSE/eitKQnBAKBwJJt27bJ2xVslGTopSBF2+Zt0ag1bN+7HZCCrW+//V6Zzm3YsPflYO22vdvQqDW0aSZ5WdzSG6loY/4K3L59e5nOTfB0cD/+LZ/855Mi/i0qlYrU1GT69+/GuHHvkJZmDgC4Omjp4ePM56/UYnLb2nz+Si16+DjL2ewAaWmpjBv3Dv37dyM1NVn2bykIXhT4t3Rr302WfLT0bwE4c+YMHh7SM0L6bSNVLRZV1mxaQ+/XeqOylqqfVq5chE6nQ61WM368uQp0RPhRUrPuLkd5L1KzdIzcdFTeHz8+BLVajU6nY+XKRYBUJdX7td6s2bRGblfVwYrrt6V73aBBA6ytn31bNp3OfK+VGvPrNerNsiP2dvZkZJmDXy4ukpdJQdUMQJ0qjo9kfnUtrlswnrOz2XskIysDe1tzgMJoMM/bSm1+PZavUyAQCJ4EvvnmG0aPHo3BIH2fO9lZMaqRI2OalKdxVS3ltVZFAsIKhYLyWisaV9Uypkl5RjVyxMlO+q41GAyMHj2aSZMmlflreVAsF/4s/7O2tqZixYp4eHjQsmVLxo4dy7p16+R7JBAIBIKnj9jYWEJDQ+nZsyceHh7Y2Nhga2uLh4cHffv2ZfPmzXLi6ZOCCFw8JkpDeuJh+LfSEzt27Pg3L1sgEDxD5OXlydImlWyUXM4wy7r06dqHtVvWyrJ2gYFDHvpz62HRarUEBg4BIDc3l7Vb1tKnax/5/OXMfDl4cfToUaFJLCjCw/q3XLgQR7duLYmIMH9n9vR1YfegFiSN7cj6t5oyud2LfP6qD5Pbvcj6t5qSNLYjuwe1oKeveSE4ImIH3bu3IiEh/qH8WywXWW7cNuKokfZ379uN3qCnY6uOAFy/fo2FCyWz58DAIbRuHQBIXhftl/z90MGL1Cypf4G3RZs2HeW/yQULZnHjhiQl1KlVJ/QGPXv27wGgnEYpBy0AOnbs+FDjP21YLgYprM2BJpOFV4TKWlVILlSt1hTpa6c29y1NbFXm6xZIkRWMD9LzZEEwDCS5qAIU1soifQUCgeBJYNasWXz11VfyfssaWoKalMOjwoNJm3pUUBHUpBwta5ifd7/88suntvIiPz+fGzdukJCQwJ9//sn06dPp3bs31apVY9KkSeK5WVAiixYtkgNgCQkJj3s6AoHgDoMHD8bX15cPP/yQDRs2kJCQgE6n4/bt2yQkJLBmzRq6du1K586dn6gKaRG4eAz8W+mJ0uBhpSeCgoKeuOibQCB4PJw5c4bbt6XPrmqO1iRlSj9gFAoFfvX82L1vt9x24MARj2WOluPu2b8H/3pmnfzLGXlUc5SygG/fvk1MTEyR/oLnl4f1b0lNTaZPn05cvnwRkCosNvdrSljfJrTxqFKihI9CoaCNRxXC+jZhc7+mcgVGUlIiffp0kisvHsS/JTY21iyPlqznZVfpmkajkdXhqxn85mB5Pv/970TOnYtBoVDwww9zqVbNDYBTVzPxnxvxwLJRW86l4j83glNXMwGoVs2NadN+RqFQcO7cGaZODZFf9+Deg1kdvlr2TWhcVcOhO0EiKysrRox4PJ8fZY1abQ46WQYrLIMYuXm5hYIDBoO+SN9sg7lvaZJjEYgoeA8WjA+gVqkLBVUUKsvgi7FIX4FAIHjcnDx5kg8//FDe7+ptSzcfO1RWDye3p7JS0M3Hjq7e5t/PH3300VPjefHuu+9y4sQJ+b/9+/ezZcsWpkyZQocOHVAoFFy9epUvv/ySFi1acPXq1cc9ZcFjwN3dHZPJhMlkEvI6AsFTxOXLlwGoWLEiI0eOZMWKFezbt4/IyEh+/vlnfHwkydft27fTrVs3+bfZ40YELh4D/0Z6ojR5WOmJh9WOEwgEzxaWGsAuDlakZEqLWu7V3NFqtMTGx0r77l73LWtX2ri5eeLm5glI+utarRb36u4ApGTl42pfWJNYICjgYfxbTCYTH344Ug5a1HVyJGpka17zdn6gsV/zdiZqZGvqVHEApODFhx+OlD0vHsS/peABNNNgwlGjQHlnLWZZ2DIqla/EoDcGAVIW/Nixw8nNzcXZ2ZU1a7bJwYvkTB1dVhyg1+qD7L5wtcQEBpPJxO4LV+m1+iBdVhyQKy2qVXNjzZptODu7kpuby9ixI+Ss+8G9B1OxfEWWhS2T7q8CHNUKsgzSGL169cLV1fWB7t/TimVVmqU8lKVsVFZ2Fo72ZsmmlJRkgEKfsaeuPhpPspMW1y0YLzU1RT7maO9IVk6WvK+0kIfKt5CNKuvqO4FAICiOvLw8hgwZQm6uFHBtWUNLK3ebe/S6P1q528iVFwaDgaFDhz4VFQpOTk7UrVtX/q9p06Z07tyZTz75hB07dnDixAkaNpS8lSIjI3n99deFdJRAIBA8JVSrVo2ff/6Z5ORkfv75ZwIDA2nWrBmNGzdm5MiRREdH88orrwDw119/sXz58sc8YwkRuHgMPKz0xKPgYaQnLOdfGuTl5XHixAkWLVrEmDFj6N27N127diUgIICuXbvSu3dvxowZw6JFizhx4sRT8dAnEDwPREdHy9u21kry76xl1vWpS3xiPDq9tGhpad76OCgYX6fXcf7ieerWqgtAnhFsVeaMOhG4EFjyMP4tK1cukuWhXB207BzYHGf7h1ukdbbX8vugFnLlRUTEDtkT4kH8WywrPKJSDDS6E9TIzslmwtQJfPD2B7jdCVBER0cSFDQMo9GIu7sXGzfulWWjQDLsbrfkb6qFbqfHqgN8ses0k/+I5Ytdp+mx6gDVQrfTbsnfshE3QOvWAWzcuBd3dy+MRiNBQcOIjo4EwL26Ox+8/QETpk4gOycbgEauGlk6E2DUqFEPdf+eRipUqCBvG65ny9s2rubjsedj8a1prr49ceIIAB4eNXFwkAIah5Jvlnp1rMlk4nDyTQAcHcvh7u4FwPHj5u8B35q+csAawKaqxetJNwc0ypcvX6pzEwgEgodh8eLF8rOfk50VnWra3qPHg9Gppq3seXH48GGWLFlSqtd/HNSpU4e///5bDl789ddfpb42IBAIBIJHw6JFixg5cmSJ1c+2trb89NNP8v7atWvLamp3RQQuypiHlZ54lDyo9ERYWBjJycn/aszLly8TEhJCs2bNcHR0pH79+gwdOpSZM2eybt06Nm/ezM6dO9m8eTPr1q1j5syZDB06lPr16+Po6EizZs0ICQmRS50EAkHZY/k5YLRYJPPx9CEmziy7VK9ewzKd1z+xDJzExMXg4+Uj7xst1vZSUlIQCODh/FsMBgPffWfWyJ7freFDBy0KcLbXMq9bA3n/+++DMRgMD+TfcuHCBXx9pYXuxFt5ONlaUU4jndt3eB+bd2/mu8++Q62SEhTCwlYxZsxQufJi+fJwpk79GScnc9VIcqaOjbGpfPvXWSbsOcO3f51lY2yqXGEB4OTkzNSpP7N8ebhcaTF69BDCwlYBkqzQlE+nEP57OPsO7wMkb4sXbK24eEtKUKhduzatW7f+V/fwaeKll16St7PirsjbtjUqyXJRJ2NP4uXmhVYjvbcKAgdKpRI/vyaA9O8TkXCtVOe2J+Ga/O/r59dETqgpGF+r0eJZw5OTZyU5FIXKCtsalcyvJz5N3m7QoEGpzk0gEAgeFJPJVMh7onfth5eHKgmVlYI3atvJ+7NmzXomJJdtbGxYunSpnBgxdepUuWqlOG7cuMGkSZNo1qwZlStXRqPR4OrqSo8ePfjtt9/uOlaBT8LEiRMBSbmiZ8+euLq6YmNjQ+3atfnmm2/Izs4u1G/Lli289tprcrsXX3yR//znP3etDjEYDISHh/P+++/TuHFjKlSogEqlolKlSjRp0oSJEydy7drdv1vd3d1RKBSyfFJMTAwjRozA3d0djUbDCy+8QK9evThw4MBdrwNS1ezs2bNp0qQJjo6OlCtXDj8/P6ZOnVqqXlFRUVEMGzaMWrVqYWdnh1arpXr16vj7+/Pee++xcePGIu/bhIQE+d9m0aJF8vECo/ehQ4fKxzw8PIoYv5ek4LFz504GDBggGwY7Ojry0ksvMX78+Hv+TktOTubTTz/Fz8+PcuXKoVarcXZ2pl69egQGBrJo0SIyMv5dRerVq1f5+uuvadGiBU5OTmg0GqpXr06LFi34+uuviY2NLbFvQkICY8eOpU6dOjg4OGBra4u3tzfvvPMOJ06cKLZPSEiIfM/OnTt3z/m99tprKBQKXnjhhRKTfSMjIxkxYgS1atXC3t4eOzs7fH19ee+99+46xj99S/R6PdOnT6dp06ZUrly50N9paYxXwO3bt5k8eTIvvfQSdnZ2VKpUiRYtWjBv3rxHJmN06NAhAgMDqV69uvz3MGTIEFk155+8/vrrKBQKKlSogE53d1/AvLw8nJ2dUSgUBAQE3LWtJRs3bpTv/+rVq+/Z/qOPPkKhUGBlZcWlS5fuexyAunXrUrlyZQDi4+MfqO+jQgQuypiHkZ4oCx5UemLevHkPNc6ff/5J7969cXNzY+LEiRw4cEDWyL9fbt++zYEDB5g4cSJubm707t2b3bt3PxMPggLB04TlF7PlX5+9nT0ZWeYHQxeXxyvz4uxsNjvOyMrA3tZe3rec970eNATPDw/j37J163quXpUWm3v6utDZ+4VSmctr3s6yYXdaWirbtm0oNC7c279l7Nix8rmd53Po6GWWwpgyZwpatZbpwdOxUkqL47/9tpJevdrInhf9+g0lMjKO//1vOa1bB8iZ/f/E0bEcrVsH8L//LScyMo5+/Ybe+bEVQ69ebeSghZXSiunB09GqtXz303dy/441bdhxPkfenzFjRomeIM8i/v7mf0PLhX6lygo7d+kHREJSAjq9Tg7AJiTEc/HiBQDeemuw3OfHyPOlOreZFtcrGCcx8TyJidJx35q+6HQ6Ei4lAGDnXhmlhTeHZSDG8nUKBALB4+DgwYMcPXoUgOqOVg9sxH2/eFZQUc1R+iw8cuQIBw8efCTjlDV16tShQ4cOgJSQeOjQoWLbbdmyBU9PT7788ksOHDhAeno6BoOBlJQUNm7cyBtvvEHXrl3Jysoqtr8lU6ZMoV27dmzYsIGUlBR0Oh0xMTF89dVXBAQEkJWVJXuJdunSha1bt8rtzpw5w+eff06PHj3ktZh/MnLkSLp3787s2bM5fPgwN2/eJC8vj+vXrxMZGUlISAi+vr78/fff93WPfvvtN/z9/Zk/fz6JiYkYDAbS0tJYv349r7zyyl0XHzMzM2nVqhXvv/8+kZGRZGZmkpGRwZEjR/j4449p0aIFN27cuK953I3Q0FBefvllFi5cyLlz58jJyUGv15OUlER0dDRz5syhR48eRQJDpU12djavv/46AQEBLF++XDYMzszM5Pjx4/z3v/+lVq1abNq0qdj+f/75J7Vr1+a7777jyJEjZGRkkJuby5UrVzh58iSrVq1i6NCh/PHHHw89x+XLl+Ph4UFwcDD79u3j6tWrGAwGkpKS2LdvH8HBwXTs2LHYvkuWLMHX15fp06dz+vRpsrKyuH37NnFxccydO5eGDRvyn//8p0i/AQMGyNsrVqy46/yuXbvGzp07Aejbty/W1taFzufl5TFq1CiaNGnC/PnzOXfuHNnZ2eTk5BAbG8ucOXOoU6fOfa3zXbt2jaZNmzJ27FgOHjxIenp6kTalMV5ycjJ+fn5MmDCB48ePk5OTw/Xr19m3bx8jR46kS5cupS5Vt3DhQpo3b86qVatISkqS/x4WL15Mw4YNi/27HT58OAA3b96Uk9RLYsuWLVy5Ij0Tv/322/c9ry5dusjSub/88std2+bl5bFsmSTB26FDB6pXr37f4xRQcF8flfLPg/JkzOI54mGkJ8qKB5Ge2L59+0ON8cYbb7Bu3bpCDwyVbJS89IKa17xtGennyOevlGdiqwp806YiE1tV4PNXyjPSz5HXvG156QU1lSzmkZ+fz7p162jXrh116tRhx44dDzUvgUDw4Fg+KFgGAFTWqkIGrWr14zVitRzfkGsoZGxrOe/SzF4SPBhPmmTgw/i3rFq1WO4z5mXPUp3PaIvrFYzzIP4tGo1GfqjW50N0qkGWgMzOyWbY+GG4V3fnx5Af5cqL6OhIAgIaM3v2VHQ6HWq1mu7d32TFik2cOZPGX3+dYsWKTfzyyzpWrNjEX3+d4vTpK6xYsYnu3d9ErVaj0+mYPXsqAQGNZXkotUrNzK9n4l7dnWHjh1lIRKmJTtGjv/N4MGLECHlR5HmhIBsNCi/0A9jXdAKk5JLoE9G0bd5WPrd0qfSjr3PnnnJlzPqYlAc2VC+JzWdTZfkvJydnOnXqUWhcgDbN2hB1wvx3Y1+zcOAuO04KxDg4OODt7V0q8xIIBIKHJTw8XN5uVu3R+u5YXr+khdenkfbt28vbf/75Z5HzO3fupHv37ty8eRN3d3e+++47IiIiiI6OJjw8XF6U3bx5M4MHDy7S35KtW7fy2Wef0bRpU1asWMHhw4fZtm0bnTt3BmDfvn1MmTKF0NBQZsyYQefOnVm3bh1RUVFs2LCBpk2bAtJaTEkLpXl5eXh6evLRRx+xevVq9u/fz6FDh1i7di3/93//h1qtJj09nV69epGWllbsNQo4fvw4/fv354UXXmDWrFkcOHCA/fv3M3HiRLRaLfn5+YwcObJEc/P+/fvLAZKXX36ZlStXcvjwYTZv3sybb75JVFQU77zzzl3ncC+OHz/OuHHjMBqNeHh4MG3aNHbt2sWRI0f4888/WbhwIQMHDpSfS+6Hxo0bc+LECSZNmiQf2759eyHD9xMnTtC4cWP5fH5+Pt26dSMsLAyFQkFgYCC//vorhw8fZv/+/cyYMYMaNWqQlZXFG2+8UUTaV6/X89Zbb5GRkYGDgwPjx49n69atREVFceDAAVavXk1QUNBDLd4WsGTJEgYMGEB2djZarZbRo0ezZcsWoqOj+eOPP5g1axYdO3bEysqqSN/NmzczZMgQ9Ho99vb2BAcH8+eff7J//36mTZtG5cqVyc/P5/PPPy8k0QPg5eVFkyZSNe29vAZWr14t/z7q379/kfPDhg2Tr9+5c2eWLVtGZGQkhw4dYt68edSpU4fc3FxGjhxZ6POxOIYNG8axY8cYNGgQmzdvJioqirCwMHmupTFeXl4eXbt2JSZGUnEICAggLCyMw4cP89tvv9G+fXu2bdvGhAkT7jrXB+Ho0aP83//9H05OTsycOZODBw+yd+9ePvnkEzQaDXq9ngEDBhAZGVmoX6dOneT3172CCgXnK1SoQK9eve57blZWVvLn5M6dO0lKSiqx7ebNm+XPqAcJjhRQEPwD5Kr9x431vZsISouHkZ4oSwqkJ+bMmVZIemLX37sAs/TE9dtGjh49Sl5eXpFI7v1ir1bQtKqWJtU0lNcW/YA3o8AOqGBjhXcl82LjTV0+B5P0HLiskw08z5w5Q8eOHRkxYgRTp07F0bH4jFCBQFA6qNVm7xvLnOjcvNxCwQGD4fEGBCzHV6vUhYIqlvMuSetR8Gi4fPky8+fPZ9u2bRw7duyBqu9sbGx46aWX6NSpE8OHD6dq1aqlOrcH9W8xGo1ER0tZlK4OWlrfyY4vLdq4V8bVQUtypo7o6IMYjUaUSiX16/uRmHi+kH9LwqWEYv1bpk2bxvbt27l06RJx13Pp6GVDjXLWXLyVR/qNdAYGDWTB9wtYMn0Jn/znExKTEtHr9Uye/Dlz5kwjMHAIAweOwM3NE6VSiaenN56exS9AJyaeZ+nSeaxcuYgbN8xZWO7V3Zny6RQ0ag0DgwaSfuecWzlrKtlYcThZCobWqFGDqVOnluo9fBpQKpU0bNiQP//8E/3VTHJv3UZVTqqOKe/nTuo2SUpgzaY1hHwYwqxFs8jNy2XlykV89NFXaLVaxo8PYdw4aTFjRPhRoka2/leSZalZOkZuOirvjx8fIgelCjxXVCoVvV/rzVfTzFJp5Ru6ydu5t3LQX8sEoGHDhk9M9pZAIHh+sVz8tPyN+Sjwrmi+/rPkp+bnZ5ZiPXv2bKFz2dnZDBw4kPz8fHnB0dbW7CHSsGFDunbtSsuWLRk5ciS//fYbu3btol27dsWOFRkZyRtvvMHq1asLLQ63b9+eV155hQMHDvDjjz+Sm5tLUFAQoaGhhebZvn17XnzxRRITE/npp5/4v//7vyJjhISE4OnpWaTSs1GjRrzxxhuMGjWK5s2bc/XqVWbOnMk333xT4r05cuQI/v7+7Nq1i3LlysnHmzZtSs2aNfl/9s48PKa7/cP3zGSWLIIElQQJoglCSSxFW6It+pYSVF97EdpaSn50pQ0tbbVSsTRtiZ2qraGhJWqrFykSOwkSCVlsCdlnycz8/hhzMpFFQhbq3NflMnPWb86cOXPO83mezzNs2DAyMzNZu3ZtoapYMIlq5kDuf/7zH7Zt21Yo5vKf//yHL774gsDAwBL3XxY2b96MwWDA1taWI0eO8MwzhRMOXnjhBUaNGkVGRkahz640bG1t8fLy4vjx48K0Z599Fjc3txLXCQ4OZt++fcjlcrZt2yaIUWaef/55hg8fzosvvsi5c+eYMmVKIaHs0KFDgn3xL7/8Qu/evQut37FjRwYNGsR3331Hbm4u5SUlJYX33nsPMDWv37NnD15eXoWWefHFF5kwYUKRYLJOp+Odd97BaDRiZ2fHwYMHC9llPv/88wwYMIBOnTqRmprKtGnTePPNNwWbHjCJEP/88w+XLl3i+PHjtGvXrthxmisyLMUOM1u2bBF67CxdulRIZjLTrl07hg0bxuuvv87evXt5//33ee2110qM9Z0+fZply5YVCopbXg8qYn8//vgjJ06Y+riNGzeOn3/+WZjn4+ODn58fY8aMYfny5cWO8WE4deoUrq6uREZGUr9+gUXuSy+9RM+ePenRowf5+flMmDChUJWZVCpl1KhRfPHFF/z1119cu3atWKHs5s2b7NixAzB9ruWNPfj7+/PNN99gMBhYvXo1n376abHLmY+Jo6Mjffv2Ldc+AL766ivh9aBBg0pZsuoQnxyqkIexnqhqymM9YVY/S2Lfvn1FprnWtGJYKzumv1ibnu42DxAtSqaWSkZPdxumv1ibYa3scK1ZcJFbunQpXl5eYvWFiEglYymuWt7iZ+dkY29XIBympj5aT5xH5fr1Ak9Uezt7snMLytEtx13VYvHTypNgGVje/i1XrlwmK8uUmdLeuVaF2xtJJBLaOdcCIDMzg4QEk99oefq32NvbExoaKkzbFZeHt5MC5xqm3+G0O2kMnTyUi/EXCVsSxttvvi38HXfupBESEkSnTp506uTJO+8M4Ycf5rFlyzrCwzezZcs6fvhhHu+8M0RYJiQkSBAtJBIJb7/5NmFLwrgYf5Fhk4cJooVzDRlt6yvYFVdwDoSGhj61yQeWD6R3TyYKrx07NEHhYPJK33t4Lxqthp5dTZYE6em3Wb78B8CU+GJuqJ6SpeaV1Ye4nv1wNnjXs03rm3tb+Pr2FHqrLFu2WPh8e3XthUarYd8R032fwtEOR4sqoTsnrgqvRZsoERGR6sZoNAoCgq1cIvR9qixqqaTY3ksm+DcJF46OBX2M7rctWrFiBTdu3EClUrFmzZoSA99jx46lQ4cOwjolYWNjw5IlS4pktMtkMqHyICsri7p16/Ltt98Wu745W/n06dNkZGQUWaZp06al3r+1atVKCMA+yA4GTMFDS9HCzJAhQwTLl+IqVcxZ6kqlkqVLlxYbPJ4xY0aR4Hl5uX7dVJX57LPPFhEtLKlZs2alJRzodDqCgoIAmDhxYhHRwkzt2rX57rvvAFND+MuXLwvzzH8HmALMJWFlZfVQ95aLFi0SBI+ff/651OPeoEGDQu/DwsKEnqzTp08vtseXq6ur8Lfl5uYW+R5Y2j6VVHWRkJDA4cOmfnHFVVuYbaj8/PyKiAhmVCqV0PcnISGhxD4kAN27dy81k78i9mf+HjzzzDOFhEhLFixYQN26dUscx8MQFBRUSLQw4+vry9ixpljp8ePHi9jjjR49GqlUKogKxbF27VqhH9DDVEI0adIEX1+TI45lbxlLbt68yR9//AE8nDiyZcsWoSG3j48PAwYMKPc4KwNRuKhCHsZ6oqopj/VESTdeRqORwMBA3nrrLWGaUgb9m9syob09z9VXYiWtmKCOlVTCc/WVTGhvT39PW5T3hnft2jV69uzJzJkzxd4XIiKVhPmmG0BqcaMfGx+Lp3tBWeGZMyeqdFz3Y24eCyYfdvO1FsDyUuTk5IRI5VOaZWAvd2v6e9rSz8OGvh42vHHv/34eNvT3tKWXu3WVWAaWt3+LuccAQMu6lRNw97LYrnl/5e3f0qNHj0IZetticungoqTRPfE/JzeHz4M+Z9LnkxgxYASbftxEn1f6IJcXZIsmJsYTHr6ZOXM+ZdKkUbzzzhAmTRrFnDmfEh6+Weh5AKZM/D6v9GHTj5sYMWAEEz6bwOdBnwv2UK41rejgomRbbEEGXGBg4FNnEWXJG2+8IbxO/fO08Foik1K/V2vAVOGzIXwDI98cKQRZvvtuptCT5Pvvl9Cggani4dytLHyW7C+3bdQfl67js2Q/526ZKiUaNHAlKOjnez1LLjBv3izTuCQSRg4cyYbwDUKTxPq9WiGRFXxHr/95Snj9MJlfIiIiIhWJTqcTmizXtZVVei8liURCXVvTQ6rZF//fgKWFUFZWVqF527aZ+nF17dqVevXqlbodc7D5yJEjJS7z6quv4uDgUOy81q1bC6/79+9f6J7Fkueee054feXKlWKXseTOnTvExcVx7tw5zp49y9mzZ6lVqxYA58+fL7UheatWrQqNyxKJRELbtqbEl/j4wv2o8vPzOXDgAGC6Z7N81rJEKpU+0F7rQZife86fP1/E+qaqOHr0qNB0+0GZ3ZaihOW5Yvn89iCbnofBnCHfuHHjct/D/PXXX4DpMy8tUP3mm28KIpd5HTP16tUT7os3bNhQbENqy/4XQ4YMKTQvOTlZiNs96Bg3b95cqPYo7ftYnDhSkftLSUkRGmEPGjSoROHTzs6uQisCateuXepnbPkZ3v85ubq6CvZ5JYkK5vOzTZs2wjWgvJiFoEuXLvG///2vyPw1a9YIlmHlFUdiYmIYNWoUYHI3WL169WPTa1AULqqQ8lpPVBfm/VtaTwDFWk/cj8FgYPLkyXzxxRfCNHcHOf/XqRadGqhKPfH1BiOpWflEpWj439U8DiTk8b+reUSlaEjNykdvKFmAkEgkdGqo4v861cLdoSArYdasWUyePLnYC7yIiMijYVkSmptvQHbv63029ixNXZuiUpoqGCyFg+rAvH+VUkWTRk04e/EsAFZSyNUVXFfETOCqxU4hobubigHNbWjmICctT8/uuDx+i8lha2wu22Jz+f3e/1tjc/ktJofdcXmk5elp5iBnQHMburupsFMU/K6YLQPHjRsneHM+DOXt32K5vK3i4SoJH4SNvGC75n4sD9O/JTAwkEmTJgnLbI3JpXkdOe2cC6zfDh0/RJ/Rfdh9cDcB/gHs37CfAP8A2rRsI3yvS0KlVNGmZZtC6+0+uJs+o/tw+PhhYbl2zgo868jZGpMrjPX9999/ZOuDJ52uXbvSvHlzADLPJZOTcFuY90wPL0FtXRu2FsdajowYMAIwfcYBAf7odDrq13dm48adgniRkqXm9V8i8dvwD3uv3CoxocNoNLL3yi38NvzD679ECpUWDRq4snHjTurXd0an0xEQMFY4p0YOHIlDLQfWhpmaAEpkUur3KMhGzLlyi8zzpgqmFi1alJoNKSIiIlIVWP5myysome5BWCbt/VuEC0ux4v5MdrNV0K5du5BIJKX+M1tDWmbO38+zzz5b4jyzmFCe5e4XWsycOXOG0aNH4+TkhIODA+7u7nh5edGqVStatWrFzJkzAVPMo7Tm2A/yhTeLMPePIy4uTsjut+wDURzmSpWHZfDgwcjlcjQaDV26dKFPnz789NNPnDt3rsoSPy0tpTp16lTqeWIplFmeKy+88AJNmpgSb6dMmUKHDh34+uuvOXz48CN/13Q6HWfPmp4bX3zxxXIHcc3rurm5lSrgKRQKIZBtXscSs1CQmprK3r17i8w3V2K0a9cODw+PQvMsj/HgwYMf+H00i7qlfR9LEuUqan9nzpwRXlf298CStm3blmqF36ZNG8Equ7jPySwqXL58uUg11fHjx4V1Hqbawkz//v2F60dxQp15mre3dyGx9kGkpKTw2muvkZWVhUQiYdmyZbRo0eKhx1nRiD0uqpDyWk9UF61bexMebioPMltPbN9jaiR2v/WEJUajkSlTprBo0SJh2uvNbOjqWrJgka01cDRZw7lbWlKz8tGVoi/IpeBUw4qWdRV0cFFipyiquzlYyxjnbc+BRDU7Lpl+9BctWoREIiE4OPixUQxFRP4NWAb6U7P0ONWQkZSpJyEpAbVGjUdTD06dP0VCQhxXr16plkqyxMR4IQPc090TtVpNwrUEAJzsZKRkF2T9i8JFxVOSZaCPk4IMjZFjKWoyNWV/ONIbISlTT1KmHpKhplLK8y4q7JUSolK1JGaYMkyWLl3Kzp07CQ0NpUePHuUed3n7t1gun6PVUxnk6gq2ay77fZj+LebfQ0D4vd4Vl4e7gxWDWtiyKy6PDI2BnNwcfl73M0vXL8W3ky+Deg9iaL+hqFQq4q/GE3M5hszsTLQ6LQq5Ans7ezzdPWnSqAlqtZqoM1F8Nu8z9kfuL5Q8UFMppae7NdGpGqGnBZhEi/nz5z/1v9MSiYTx48cL4lLqH6dwH2/y/FY62vHMqy25sessObk5zJg3g8VfLGZ/5H4SkxKJjj7KlCljWLRoJW5uTfn99wP83/+NY/9+UxXS1phUtsak4lxDRTvnWnjVtcdGLiNXp+fsrUyOp9wVxAoz3br14Pvvl1C/vjMGg4EpU8YIjdbdGroxefRkJnw2QaiiqfdKCxQOBcEFy6qR8ePHP/Wfr4iISPVj+ZutKyUxriLJt9iP5f6fZMwBR6BQNYROp+Pu3bvl3l5p/QdK67FgaWNU1uUsq37NLFu2jHfffVfIVn4QpdmcPqgnhHks94/DUgx5UKVKafZOZcHT05P169czduxY7ty5w/bt24Xm8XXq1KFXr16MGzeOF1988ZH2UxoPanJeEpbnilwuJzw8nIEDB3LhwgWOHTsm2PhYW1vTtWtXhg8fzltvvVVs8+zSSE9PF0Sch6nMT09PB8r2WZnticzrWNKvXz9sbW3Jyclh3bp1QmY/mBpKnz9/Hii+EqIijvH91K5du8R5FbG/qvweWPKgfVlZWeHg4MD169eL/Zz69u1L3bp1uXXrFitWrCj03TH3nVAqlaVWrDwIpVLJ8OHDWbBgARs3bmThwoXY2pqsZI8ePcq5c+cAU3P0spKenk6PHj1ISEgATBZcgwcPfugxVgaicFGFlNd6oroor/WEmVmzZglBEAkwqKUt7ZyLz8y8lpHPwat5nL6hFSpPHoTOAFcz8rmakU9EXC6tn1HwYiNrGtYsfBpLJBK6uVljq5Cw6VwORmDhwoXUrl1byJIQERF5dJo3b461tTV5eXkkZebTzEFOUqYeo9FI9JlounfuzqnzJouQNWuWMn36Vw/YYsWzZs1S4bVvJ1+izhRUirnYW3ExzRTotba2fmB2lEjZMRqNzJw5s1D1nVIGrza14WaOnq2xudwfK5BIJLg1cMPLwwuPJh7Y2doJFQ5ZOVnExsVy7uI5EpIShIeIDI2Bv67kIZVAO2clreop2B2fi0ZfYBkYGBhIYGBguQKmpfVvqetY4KVq7t9iKcqdu/XwlR6lcdZiu+b93d+/5cbtG8L70vq3SKVSFixYgIODA7NmmSx/Lqfncy0jnx5NbLiRq+d4igaD0ZRVuOfQHvYc2oNEIsG1gStez3rh0dQDOxs77G3t0eXruHH7Bn//8zdnL54VxMFC+7z3GdWzkbE1JgdLfedhPqN/M8OHD+fjjz8mJyeHW/sv4Pb2C1jZmMSnxm+/yJ3jCWjTsjl8/DA79u5g7idzGTFlBFqdlrCwX5FIJMyfH0r9+s6sWxfO+vUr+fbbQG7eNGWzpWSp+T32Or/HlpxNV69efT78cBaDB5t6nZgano4hLOxXwCSUffPxN4T/FS5U0ijq2NF4VEFFRX6uhpv7TKX+tra2DB8+vFKOl4iIiEh5kMvl1KlTh9u3b3Mrx3TfWpm/P0ajkVs5ph+9unXr/muEC3PjXKBQlrdlMH7QoEF89tlnVTquhyEmJkYQLerVq8cHH3xA9+7dcXNzo0aNGoL91PLly4WAYGVUJVhu80HnZEXsf8CAAbzyyits2LCBXbt2cfDgQW7dusXt27dZu3Yta9euZeTIkSxfvrxS+lxYniv79+8v1DelNO4PMLdo0YIzZ84Ijc0PHDhAXFwceXl57Ny5k507d/L999/zxx9/PDA4XRKPco0oy7qlfZ62trb07duXX375hd9++40ff/xRuLc320RJpdJCVu1mLI/xunXrSq2WsKQ0caI0Aagi9lfV34Oy7utB+1MoFIwYMYKgoCA2bdrEwoULsbOzQ61W8+uvpvvnfv36lWh7V1b8/f1ZsGAB2dnZbN68WbCNM1dbqFSqIpZhJZGVlUWvXr0EwePLL78UkqceJ0ThogopzXoiV12gMFpaP1QH91tP2NsWlH6WZD0REREhBD+gZNFCqzey83Iu/7uq5v6vvJtbU1q39qZVq7Y4OTmjUCjRajWkpqZw5swJTp+OFhqS6o1w4rqWk9e1vNhIRU93GxSywhea9vf2v/GcKQtw1qxZdOnS5an2zhYRqUisrKx47rnniIyMJC3PQDd7GZj6j7Fx+0Zm/d8sFq9cjC5fx/r1K5k69fMqbYCtVqtZv34lYHpIHfifgXwe9Lkw36WGjMgk03WsTZs2pZaGipQdU1Z24eo7dwc53vcaMGdoCrLvpVIp3Tt3Z1DvQXi38kalVBGXGCdk8+eqc5FbyannWI+XOr5EU9emqDVqos9EsyF8A/uO7MNgMGAwwtFkDTWVUvp62BJ9XcPldFPG3KxZs0hPTyc4OLjMD12l9W95sWNB9oy5f0vjxu7UqGFPVlYmx1LuVngQxGg0cjzlLgD29jVxc2sKFO3f8vc/f1uMu2D94rLEJBIJM2fOpHPnzvj7+3Pt2jU0egi/lEujmlb09bAhS2PkqEVVjNFoJOFaAgnXEoRKzAdRUymlvYsSe4WE46lajiYX3Ds0bNiQZcuWib/L91GzZk2GDRvGzz//jD5Px9V1R2gythsAVnYq3Ce+wvlZWwH4JuQb1i1YR3BgMJM+n4TeoOe339aTkBDH/PmhNGvmyZAhoxg4cCg7d27j119XERUVKTSTt8Tevibe3h35739H0qtXXyG4dulSDAEB/kKlhUwqIzgwGJVCxdwf5wrrN5v4Kla2BfeQV9cdwaA2icPDhw9/ahuui4iIPF5IJBJ8fHzYtWsXOTojGRoDtVSVY/MIcFdtIOeeNem/qbp39+7dwusXXnhBeK1SqbCxsSE3N5e7d+8+chPpqmDlypXk5+cjk8nYv3+/YNl4P6XZQ1UElgHNGzdulLLkw2e230/NmjUZN24c48aNA0w9L37//XcWLVpESkoKq1atom3btkyePLlC9meJpVChUCge6VyRyWT069ePfv36ASZ3kD///JOQkBCioqKIiorinXfeISwsrMzbdHBwEBouW7qnlGd9KN12yYz58y4pqD1s2DB++eUXMjMz2b59OwMHDsRoNLJ+/XoAXn755WLv9y2PsUQiqfTvY0Xsrzq+B2XZV35+vnANKOlz8vf3JygoSBAV3n77bbZu3Sqs9yg2UWa8vLzo2LEj//zzDytWrGDkyJGFxBE/P79C1nglkZeXR58+fYQKpQ8++IAZM2Y88vgqA7HHRRVSXuuJ6qK81hMZGRmCnxuY7KGKEy0S7+qYH3mXgxaihYNDHSZMmEZkZCyHD1/gp5/WMWHCNPr3H0Lv3gPo338IEyZM46ef1nH48AUiI2OZMGEatWubLohG4O+rauZH3iXxbtEGWe2dVbzerKBUc8yYMY/key4iIlKYXr16Ca/v5BmwV5quEnsP70Wj1dCza08A0tNvs3z5D1U6tmXLFnPnTpppnF17odFq2HfEZF1UUyklPa8ggN6zZ88qHdu/leIsA3s2taaWUsLG8zmCaGFrY8u7w95lz/o9zPq/WVy4fIExH4yh3evt6DumLx99/RFzFs3h2x+/Zc6iOXz09Uf0HdOXdq+3Y8wHY7hw+QJfTP2Cv375i3eGvoOtjalENkNjYOP5HGqrpPRsai2MYdGiRQQEBJQ5K6e8/VukUine3h0BUzb7fou+BBXBvoTbgoWPt3dHQYCpiP4tPXr04OzZs4wdO1aYdjUjn7CYXCKT1fg4KRnQ3IbnGyhpaC9D9gA9xkoKDe1lPN/AtJ63k4LIJDW/xeRyNaPAfmHcuHGcPXtWFC1KYNq0aYLQmxJ+goxzycI8h3aNqfdKS8DUUH3Mh2Nwa+jGwlkLUchN95rR0Ufp0aM9P/wwD7VajUKh4I033uSXX7Zz4cJN/ve/c/zyy3ZWrNjCL79s53//O8f58zf45ZftvPHGmygUCtRqNT/8MI8ePdoLooVCrmDRF4twa+jGmA/HCBZRz7zakto+bsIYM84lkRJuEvZUKhVTp06t9GMmIiIiUlYsfxcvpZXcZLkiuJResP1/i3Bx9uxZ9uzZA5iSENq1a1dovtmv/9ChQ6VazjwumLONn3vuuRJFCyjs318ZNG3aVLCZMgcTS+JB8x+WFi1a8PHHHxMZGSlY0GzcuLFc2yhr8o5lg+KIiIhy7eNBODk5MXr0aI4cOSLc12/fvr1Ui6/7kcvlQuD94MGD5c7uN6+bkJBQaoBdp9MJFUwlBfpfffVV6tY1VX2bqyz+/vtvkpKSgJIbZlfmMa6s/bVq1Up4XZXfg5MnT5ZqFXfq1CkhGb2kz8nT05MuXboABRUQZpuoRo0aFbL5ehTM8de///6b+Ph4fvvtN8GiryziiE6nY8CAARw4cACAd999l2+//bZCxlYZiMJFFVKa9YS9XUEWmtl6orq433oiOzdbeF+c9cS0adO4du0aYMqq7epaVLQ4e1PLT1GZ3M41Ba2USiUzZnzN8ePxTJ/+VZm97xs1asz06V8RFXWFGTO+FsST27kGforK5NzNog2YXnJVCQ27r127xrRp08q0LxERkQfj7+8vlIseS9HQ4Z5oaTAY2BC+gZFvjhRuXr/7biaXLsWUuK2K5NKlC8ybZ6oCk0gkjBw4kg3hGwSv/fYuSo6lmERamUxWKGgr8vDcbxno52nDhds6jqcWXJu7tOtC+PJwXn7hZYKWBNFtUDfmh87n1PlTqDXqErZsQq1Rc+r8KeaHzqfboG58v/R7XnnxFcKXh9O5XWdhuWMpWmJu6+jnaSP8bi1cuLBQZWBpFNe/BSjUvwUQ+rcA/Pe/I4V1Fh6NL9N+ysoii+2Z91OR/Vvs7e1ZsmQJu3btKvTAnq01si9BzZYLuVxM01HbWsarTazx87Shn4cNfT1seOPe//08bOjvacMrja2pbS3jYpqOLRdy2ZegJltb8KDXvHlzIiIi+Pnnn8UM/FJwd3dn9uzZpjdGuLQgAr26IPjVdFw3aniYMuvS7qQxfMpwXOq7sDp4Na73mnJrNBrmzPkUH5/GzJ79iXC+SKVSmjRpRrduPejZsw/duvWgSZNmgiCWmBjP7Nmf4OPTmDlzPhUqbN0aurE6eDVOzzgxfMpw0u4JwzU8nWgyzlcYm16t49KC3UKZ7pw5c3B3d6+8gyUiIiJSTvr06SO8PpJU+r3Ho2K5/d69e1fqvqqCvLw8RowYIQRxp02bVqRq+Y033gAgJyeHH36o2sSlh8EcrCxNZLl+/Trbtm2r1HFYWVnRtWtXwBT0vb+nqBmDwcCqVasqdSwNGzYUmp1b9jMpC5ZxL0uXjvt54YUXhMz1n376qVISTOVyuXBM8/Pzy91/xXytuHLlSrk/f3OQ2mg0CsHr4ti8eTMZGRmF1rkfKysrwQrqjz/+4O7du0JTbpVKhZ+fX7Hrubu7C02Wf/31V65evVquv6G8VMT+nJ2dheeRTZs2lSg25eTklFtUK4309HTCw8NLnG/5GZYmQJjjCn///Tf79u0TRN633367wizX/vvf/2JnZ4fRaGTlypWCSOLm5sbLL79c6rp6vZ4hQ4bw559/Aqaq6JCQkAoZV2UhChdVSGnWE57uBd7qZuuJ6uJ+64nYuFjh/f3WExEREYSGhgIm//I3W9gWUdjP3tSy5nQW+feSm729OxARcYzx46c+tG2MSqVi/PipREQcw9u7AwD5Blh9OquIeCGVSHizhR3KexXAS5curRK1WUTkacDFxUUoyc3SGrFXSoTrxNqwtTjWcmTEgBGA6cY1IMAfna5yM9t0Oh0BAWOFG+WRA0fiUMuBtWFrAdN1zF4hEYKpfn5+ha7PIg/H/ZaB/TxtiEzSCFn2tja2fDntSxZ9sYhVm1cx6L1BbN+zvVBVn5tbU954402mT/+KxYtXsmTJehYvXsn06V/xxhtvChZJYKpW3L5nO4PeG8TqLatZ/MVivpz2pVB9kZiRz9FkDX09C6ruZs2aVcjaoCTM/VsAkjLzaVDD9EBu2b/FjLmPymuv9aNePVNjva0xqfxx6cFl4WVhx8XrbI0xPbjWq1efXr36FtovFN+/JSnTdNzL07+lR48enDt3jr179zJw4MBCHrbpeQZO39CyMy6PsJhctsbmsi02l9/v/b81NpffYnLZGWfqX2VZ0SSTyRg4cCB79+7l3LlzYpVFGZkyZQqdOnUCQJ16l8S1h4V5MmsFLWf2w7aJKfsu7U4aQycP5WL8RcKWhPH2m28L92N37qQREhJEp06edOrkyTvvDOGHH+axZcs6wsM3s2XLOn74YR7vvDNEWCYkJEioWJNIJLz95tuELQnjYvxFhk0eJogWtk3q0jKwHzJVQeVw4ppDqFPvAtC5c+dKsZcQEREReRQ6duwoZAZfy9Rz5U7l3JvG39GRlGlKJPD29qZjx46Vsp+q4vz587zwwgtCdnjXrl157733iiz37rvvUqdOHQA+++wzIUBWEocOHeLvv/8udZnKpFmzZgBcvHiRyMjIIvNzc3MZMmRIubL1Hxbz8dRoNLzzzjvFNhL/+uuvOXPmzCPtZ+vWraUG8a9du0ZMjCnhrHHjsiWZmrG0LIqLiytxOZVKJSSVXr9+nf/+97/k5OSUuHxWVhaLFy8uNO3gwYNcvny5xHW0Wq2QVW5nZydULZSViRMnCpUn77zzDmfPni1xWXP1gxnLZ8yvvvqKU6dOFVnHMrHWxsaGUaNGlbh9c1WFRqPhl19+YfPmzYBJKCwtGchs/6NWq+nfvz+3bt0qcVmNRkNISEiRfrbloSL2Z/4eXL9+vcSq3YCAgAq1igL4v//7v2Itow4cOMCSJUsAU0JY+/btS9zGm2++Sc2aNQEYMmQIBoMBiURS6mdbXuzs7Pjvf/8LwM8//8zevXsBkzhSWsWT0Whk7NixwrkzYMAAVqxY8dj3GRQNvauQ4qwn9MbC1hNqjbqQcFAdlNV6wtvbmylTpgjvX29mi4N1YX/QxLs61p3JEpqw9u8/mPnzQ4UGV49Ks2aehIXtExpGGoyw9kwW7/rY41qrYB8O1jJeb2bLbzGmH8IpU6Zw7ty5x/4LKiLyJDB+/Hi2bNkCQFSqlnbOSo4ma8jJzWHGvBks/mIx+yP3k5iUSHT0UaZMGcOiRSsrpcmbqb/CGMHWxK2hG5NHT2bCZxMES5N2zspCFQDjx4+v8HE8bdxvGdizqTVRqVpS72X9O9Z2ZNm3y1Br1fiN8yMxKVFY1sGhDoMHv83w4WPLVH139eoV1qxZyi+/rODOnTRTpsmmlew7so+5n8xl3YJ1jPlwDGl30kjJ0hOdqqVnU2t2xZkeNseMGcPZs2dLvcF/2P4tH344i2nT3gFgbPhJosZ1o77dw/d1uZ6tZtz2k8L7Dz+cJVj4VFb/FolEgq+vL76+viQnJxMaGsquXbs4efJkuR7Yra2tadOmDT179sTf3x8XF5cyrytiQiaTsWLFCtq0aYNarSbl92hqtmqAY0eTgGdlp6LVnIGcm7mVrNhUcnJz+Dzoc3Yd2MWX076k98u9WbV5FTsP7BQEY3OlTnj45gfuXy6X06trL0H8nfDZBKERN5gqLVoG9sPK4hxP+yeukEXUihUrSm3iKCIiIlIdSCQSJkyYINy7bL6Qw5SONZE/yA+xHOj0RrZcKAjCTpgw4bF/9rx582ahwGxOTg537tzh9OnT7Nmzh927dwuVFs8//zybN28u9rne3t6e9evX89prr6HRaOjduzcDBgxgwIABNG1q+g1LTU0lKiqKsLAwTp8+zaJFi3jppZeq5g+9j+HDh7No0SIMBgP/+c9/+PDDD+ncuTMqlYqoqCjmz5/PpUuX6NKlC4cOHarUsfTp04c+ffoIjaa7dOlCQEAAzZo14+bNm6xcuZINGzbQvn37R7LJCQ4OZujQobz++ut0796d5s2bU7NmTe7cucPx48dZtGiRcN9XnDhVGm3btkWlUqFWq/nss8+wsrLCzc1NePZzcXEREoQ+/PBD9uzZw549e/jzzz9p0aIF7777Lp06daJWrVpkZWURGxvL/v372bp1KyqViokTJwr72rNnD19++SUvvvgir7/+Oq1bt6Zu3brk5eVx8eJFfvrpJ6KjTfEtf3//cvc0rF+/Pj/++CMjRozg5s2bdOjQgbFjx/Laa69Rv359srOzOXv2LL///juxsbGFhBq5XM6SJUvo06cPWVlZvPDCC3zwwQe8/PLLWFlZcfjwYb755hsh+D5v3jxB8CuO559/Hnd3dy5fvsz06dMF4akkmygzgwcPZteuXaxatYqoqChatGjBO++8Q9euXalbty45OTnExcVx8OBBfvvtN9LT0xkxYkS5jlNF7++9995jxYoVnDhxgh9//JErV67w7rvv0rBhQ65du0ZISAgRERGP/D2w5LnnnuP8+fP4+PjwySef0KFDBzQaDX/88Qfz588nPz8fKyurB1aR2djYMHjwYH766Sehv4mvry9ubm4VMk4z/v7+hIaGCuePRCLh7bffLnWdadOmCdUZXl5efPrpp1y4cKHUdR6HPkWicFGFFGc9kZSpL2Q9cer8KcF6oqz2SRVJeawn9Hq9cJK71rTi+QaFm4pr9UZ+PZctVFr07z+YhQtXVHiwUi6Xs2jRSgDCwn4l3wAbzmUT8HytQjefHRsoOZ5qyv69cOEC+/fvx9fXt4StioiIlBVfX1+aN2/OhQsXSMzIp1U9BTWVUjI0Bg4fP8yOvTuY+8lcRkwZgVanJSzsVyQSSYWKmGCqtDCLmGDyYv/m428I/ytcCLbVVEp5xkYmNAhu3rw53bp1q7AxPK3cbxmYlqsXKi0cazuyJngNV65eIeCLALQ6k2ikVCr54IOZjB49oVzVd2bLwKlTP2f58h/47ruZaDQaEpMSGTFlBMGBwawJXiNY2VzNyKeerRR3Bysup+cLmU3mrJmS6NWrl5B1Z+7fkqkxsvfwXj6d+Ck9u/Zk+57tQv+W8eOnMnjw22zfvoX9+yNIyVLzyupD/DWiy0OJF9ezTeube1v4+vZk8OC3garr3+Li4kJgYCCBgYHk5+cTExMjNDhMTU1FrVaj0WhQKpWoVCqcnJzw8fHBx8cHT09PseF9BeDh4cHs2bNN2XhGiJm7g5Yz/ajVuiFgEi+8vuxP/NL93Nht8ug+dPwQfUb3YZjfMAL8A/h4/Mds/mMz+47sI+ZyTKmWbCqlCk93T3w7+TLwPwPRaDVsCN/A2rC1gvgLpp4WTcb5Fqq0uHvqKjFzdwgWUbNnzxZsJkREREQeN0aOHMmPP/5IVFQUN3P07LycSx8P2wrb/s7LudzMMT07t2vX7pECgVXFjz/+yI8//ljqMnXr1mXKlCl8+OGHpf7Ov/LKK+zatYuhQ4dy/fp1Nm3axKZNm0pcvjrtI9u3b8+sWbMIDAzkzp07fPLJJ0WWmTp1Kl5eXpUuXACsW7eO1157jUOHDvHPP/8ImdVmvL29+fnnnwslxj4Mubm5pX4uMpmML7/8kr59+5ZruzVq1OD999/n22+/JTo6usi96L59+4TnL5lMRnh4OO+++y6rV6/m6tWrfPrppyVuu169ekWmGQwGDhw4IFRWFEf//v35+uuvy/V3mBk+fDgGg4H33nuPvLw8Fi5cyMKFC4ss5+rqWmTa66+/zooVK3jnnXfIzs4W7qstMR/nsghEQ4YM4YsvvhBECwcHh0I9J0ti2bJlPPPMMwQFBXH79m3mzJnDnDlzil3W1tb2kZNOHnV/VlZWbN++ne7duxMbG8vOnTvZuXNnoWV69OjB1KlTK6xXZZs2bZg4cSLvvfdeIXHMjEKhYNWqVWWqnPP39+enn34S3o8ZM6ZCxmhJx44dadWqlVB99corrxR7DlpiTjYFU6+isvRdKm9vl8pAtIqqQh7GeqKqKY/1xB9//CHMe7GRqkgGyc7LuUJPC2/vDsyfH1opGdZg8msODl4m2EbdyjWw83Jhj0qpRMKLjQqCR4+7j5uIyJOCRCIhODhYeL87PrdQY+RvQr5BpVARHBiMTGq6Kfntt/X4+flWWM+LS5di8PPzFUQLmVRGcGAwKoWKuT/OFZbr6W5NRHzBtWHBggWPffbb4879loHe9RVCRYutjS3Lvl3GlatXeD/wfUG0qCzLQK1Oy6TPJ5FwLYFl3y4TbKOOp2jxdlKWyzLwYfq3SCQSvv9+CQ3u9Rg4dysLnyX7y20b9cel6/gs2c+5W1kANGjgSlDQz0gkkmrr32JlZYWXlxcjR45k4cKFbNq0ifDwcCIiIggPD2fTpk0sXLiQkSNH4uXlJYoWFUhAQICQTWfU6Tn/5Tbunr4mzJdZK2j2fg9aBPZD4WgHmJp2/7zuZ14Z8gqfB32OZ1NPQueGcnzHcX5f/jvffvotM96fwYfvfciM92fw7aff8vvy3zm+4zihc0PxbOrJZ/M+45Uhr/Dzup8F0UJRx46WM/1o9n6PIqLF+dm/Y9SZgnTDhg0jICCgqg6RiIiISLmxsrJi5cqVKBQKAP6+quZAQsVYAR1IyOPvqyaRWKFQsHLlyifud1EqlVKzZk0aNWrEiy++yJQpU9iyZQtJSUl8+umnZfp7unfvTlxcHIsXL6ZXr144OTmhUChQqVQ0bNiQHj16MGfOHGJiYqpd2Pn888/ZsWMHPXr0oHbt2igUCho0aED//v2JiIhg3rx5VTaWGjVqsH//fhYtWkT79u2xs7OjRo0atGnThq+//ppDhw5Ru3btR9rHxo0bWbduHW+//TZt2rShfv36WFlZYWdnh5eXF+PHj+fEiRPFijhl4ZtvvmHp0qW8+OKLODg4lBoIt7a2ZtWqVRw/fpz33nuPli1bUrNmTaysrKhVqxZt2rRhzJgxbN68uUh2+Icffsgff/xBQEAAzz//PI0aNUKlUqFSqXBzc+Ott95ix44dbNmy5aGfOcAkdMbFxTF9+nR8fHyoVasWCoWCRo0a8cILLzBnzhz27dtX4roxMTFMnjyZ5s2bY2tri7W1NU2bNmXs2LHlOs73V1cMHDhQuIaVhkwmY+7cuZw/f56pU6fStm1bateujUwmo0aNGrRs2ZKhQ4eyatUqUlNThbjlw1IR+3N2dubEiRPMnj0bLy8vrK2tqVWrFs8//zwhISH8+eefZfrby4O/vz8HDx5k0KBBODs7o1AocHFxYcSIEZw4caKIiFgSPj4+Qq+PWrVq0b9//wodp5lhw4YJr8vSlPtJRWJ8HOSTx5ykpCQaNjRltl27do0GDRo89LY6deokZHAOaG7DlgumANorL7zCrP+bRbdB3dDl63BwqMPx4/GPdHEtL2q1Gh+fxty5k4ZcLmf/hv18HvQ5ew7tKTJeb29vTp06hV6vp4ZCwqcv1sbKogHGtYx8Fh3NwIgpqzYi4hjNmpXNY/tRuHQphh492qPRaJAA73esSQP7gpuqfIOROQfvkK01IpPJuHr16mPlbX/r1q0iWQQ3b94stxfj04Z43MpPZRyzsWPHCgFsdwc5tZQSIYBdWtb9tGmBjBkz8aGud2q1mmXLFjNv3iyhp4VCriA4MBi3hm6FGsi2c1ZwV23gcnq+MN4HZd1bIp5nRTEajbRs2VJ4iOjdzIaDV9VkaExB9C+nfUmzxs2EahuoeMtAKL7aZnXwai7GXxQslGoqpbzUSEX4JdPvWPPmzR9oGThw4EAhM6W/pw1bY3MxGE2CTPjycFZtXsWqzabmiN7eHQgL24dcLichIY5Bg3qRZGGJ1c/TiUkdmuDrVqfYfRqNRvYl3GbR0XihpwWYRIuNG3fi5tYUnU6Hn5+vYIX29ptvM2LACPqM7kNObg5SCfTzsOG3mFxh/KVlN/6b+Ld/P3U6HQMGDBCaBkrkMjw/el2wjTKTn6Phyoq/ufnXeYx6Q6F5EokE1waueD3rhUdTD+xs7JBbydHl68jOzSY2LpazF88KlbaF1pVJqfdKCxqPegkr28IVtmmRccR8u0MQLd54440S7UOedP7t51llIB6zR6Min0OfFC5duiRYcph7D1QmixcvZtKkScL7lxqp6OVu81C2UTq9kZ2XcwXRwrz9CRMmVMhYRUREREQef7Kysqhfvz65ubm89957lZY0PXz4cNauXUvt2rVJTU1FqVQ+eKUqoKJ/x8WKiyrGsozLbD0BsPfwXjRaDT27msqczNYTVUl5rCfs7e2FRlEdXVSFRAuAg1fzzE4BfPDBzCoRLcDU82LaNFPpnRH4O7Fw1oyVVEJHF1NwVK/Xs3Rp9VS2iIj8GwkKChIeri+n63C0kdGopkk4TLuTxvApw3Gp78Lq4NW43stI12g0zJnzKT4+jZk9+xPBqu5BJCbGM3v2J/j4NGbOnE8F0cKtoRurg1fj9IxTIdHCtaYVjtYyQbRo1KhRlWZO/VvZt29fIcvAm7l6QbTo0q4Lr3d/nY++/qiQaLFw4YoKD2iaLQP9/ExZMFqdlo+/+Zg+r/Shc7vOAGRoDNzI1QvnpNkysDQs+5+Y+7cAQv+WyaMnC+eyuX+LwWDAza0pv/9+gG7degjrb41J5eXVh2gwfxd9f41k+p7zzPk7lul7ztP310gazN/Fy6sPFRItunXrwe+/H8DNrWmJ/VtmzJsh9m95CpDL5WzcuJE+ffoApsqLC3N+J37pfvTqgqayVrZKmk18lXbLxtBoSCcUDgW2J0ajkYRrCWzfs52gJUHMCp7FjHkzmBU8i6AlQWzfs72IaKFwtKPR0E60Xz6GZhNfLSRa6NU64pfu58JXvxcSLTZs2PCvFC1ERET+nUycOJEvv/xSeP/3VTXB/2SUu2F3/B0dwf9kFBItvvzyS1G0EBEREXnK+PXXX8nNNSWSVYZNFJh6TJoT7IYOHfrYiBaVgVhxUQYqMtMlOTkZV1dXoVKho4uKv66YguvvDH2HV158hUHvDcJoNFZxpcIFevQwNZ+RSCRs+nETuw/u5ud1PwPwShNrIpPUQqXCc889JzQ5mv5iLWqpCkr/srUGZv99B72Raq8ckUlgxku1sVMUaHR31XrmHLwLmCpgDh8+XMKWqh4xK+3hEI9b+amsYxYREVHIZ7Kfpw1HkzWkZJmCWrY2tnz03kf0frk3C1csZNXmVUV8E11dm9C6tTetW3tTv74TCoUSrVbD9eupnD4dzenT0UUEDrNlzuTRkwn/K5y5P84VgrnONWR0cFayNbbAIioiIoJXX321XH+beJ4V5WErEiqLiq5IeNSKEqPRyPr1K/n220Bu3iy7XVS9evX58MNZDB78NhKJpNIqSv5NPC3fT51Ox6hRo1i3bp0wTeVUi2aTe1CzZdEG6Ea9gbSj8dw9kUj25RvkXLmNMV9fZDkzErkMW7c62Lk/Q622rjh2aIJEVjTPKeNcEpcWRKBOzRCmDRs2jOXLl/+rRYun5TyrSMRj9miIFReVX3FhZvHixUydOhWttiABoIG9jE4NVDRzkFNLJS30m2o0GrmrNnApXceRJDVJmQXXVoVCQVBQULE+6SIiIiIi/170ej2tWrXiwoUL+Pj4cPz48UrZz1dffcX06dMBOHPmzGPRRNtMRf+OP1lGi/8CXFxc6NevH1u2bCFLa8ReKUEqAYMR1oat5a0+bzFiwAhWbV6FRqMhIMC/SgI9AQFjhYzlkQNH4lDLgbVhawGQSsBeISFbawou9u3blz///BMAR2tpIdEC4GiyBv29OOTgwW9XqWgBJt/zwYPfJiQkCL3RNJ7ujQs882qpZDhYmypITp48KXyhREREHp0ePXoQGBjIrFkmD/5tMbn09bQhOlXL1Yx8cnJz+Dzoc3Yd2MWX076k98u9WbV5FTsP7ESnM2W2JSbGk5gYT3j45gfuTy6X06trL+G6NeGzCUIjbjBVAbR1UrAtpkC0CAwMLLdoIVKU5ORktm7dCkANhalxteHetX+Y3zDS7qaxestqwGQJVtH2UMUhl8uZPz9UsAxctXkVvV/uzTC/Yfy87mcMRsjUGrG795sWFhZGSkpKiZaB5v4tZjFud3wufT1s2XjeJIp9E/IN6xasIzgwmEmfT0Jv0PPbb+tJSIhj/vxQmjXzZMiQUQwcOJSdO7fx66+riIqKJCsrs8i+7O1r4u3dkf/+dyS9evUVPFsvXYohIMBfEGNK69+yLaagebLYv+XfiVwuZ/Xq1bRt25YZM2agVqtRp97lzCcbce7TlkZDO2FlU5BxJZFJqdPJnTqd3AEw6PTkXk0jL+UOBm0+Rp0eiVyGVGGFtUttbBo5IrUq2Yc6P1fD1XVHSAk/ITThVqlUzJ49m4CAgErrZSYiIiJS2UycOJFu3boxatQoIdCUlKln073ffAlgZXGJMxgRnnktadeuHStWrHisgkgiIiIiIpVHeno66enppKWlERwcLCS9PWyPmOLIz88nISEBjUbD33//zezZswHo3bv3v/73Rqy4KAMVnemyd+9eXn75ZcAUVHvGTsbRZJNo0LldZxZ/sRi/cX4k3vPG9vP7L4sWrayUh0GDwcCkSW8LWZxuDd0IWxJWKPjXwUXJ9Ww9VzNMFiuhoaH4+/sD8NwzCoa1rlFom4uOZgjLRkbG0qhR4wof94NITIynUydTpYprTSsmdqhZaP6a01mcvmHKpnmc1EkxK62A/Px8Lly4QFRUFNHR0aSkpKBWq9FqtUJTN2dnZ7y9vWncuDHdunUrtP7TetzKSmWea0ajkcmTJ7No0SJhWs+m1qTl6TmeUpDFZmtjyzC/YbzV5y2UCiWb/9jMviP7iLkcg1qjLm7TAKiUKjzdPfHt5MvA/wxEo9WwIXwDa8PWClUWYOpp4WgtY1dcgWXc+++/T3Bw8EMFdMXvZ2FmzZrFzJkzAejupuJ4qoZMjRGpVMpfv/zF90u/Z/ue7QDMmPE148dPrbKx/fDDPObM+RSAPq/0IcA/gFeGvILBYKCmUoq3k4J9CaZzbObMmQQGBpa6vYrs32IwGEhIiOPq1StoNBqUSiWNGjXGza1pod/5quzf8m/gafx+xsbGMmrUKI4cOSJMk6rk1PNtjtN/nsPWrU6F7Svnyi1S/zjFzf0xGCysqTp37szy5cvx8PCosH09zjyN59mjIh6zR0OsuKi6igsz+fn5rF69msWLF3PixIkyr9e2bVsmTpzIiBEjxKQ4ERERkaeImTNnCombZl5//XW2b99eYftISEigcePCsVV7e3uioqJwd3evsP1UBGLFxb8AX19fmjdvzoULF0jMyKdVPQU1lVIyNAYOHz/Mjr07mPvJXMF6IizsVyQSSZU0M/3m428I/ytcEC1qKqU8Y1MgrDRv3rxQYMXFvvAppDcYSc0yBU7c3JpWi2gBJqsZV9cmJCbGk5KVj95gRGbRh6NBDStBuIiKinpshIunneTkZEJDQ9m5cyenTp0iLy/vwSuJPHaYs9QBQbzYFZeHu4MVg1rYsisujwyNgZzcHH5e9zNL1y/Ft5Mvg3oPYmi/oahUKuKvxhNzOYbM7Ey0Oi0KuQJ7O3s83T1p0qgJarWaqDNRfDbvM/ZH7sdgKOjBU1Mppae7NdGpmkJCyfvvv8/8+fPFLPQKYufOncLr2tZSMjWmPIjunbujVCjZdWAXYLIMHD26av2dx4yZSEhIEHfupLHzwE4+Hv8xvp182XNoDxkaAw7WBb9ju3bteqBwERQUxK5du7h27RqX03X0bGpNo5pWXM3IF/q3LPt2GauDV/PR1x+RmJQo9G8JCQli8OC3GT58LK6uTZBKpTRp0owmTYq/iUtMjGfNmqWsX79S6DsFpsSCbz7+BqVCWWz/FvO5LvZveXrw8PDg4MGDBAcHC9UXBrWO63+e5vqfp7Fv4Uz9156jdttGyGvalHv7uoxc7py4yvU/T5F5PqXQPJVKxZw5c5g8eTIyWckVGiIiIiJPGlZWVowePZpRo0bxzz//8OWXX/LHH38Uu6yXlxd9+/ald+/edOzYUbzHFBEREXmKsbKywtXVlcGDB1dotcX91KtXj06dOjFnzpzHTrSoDEThohqoCOuJR+VRrCfCw8OF9w1qFD6Fbubo0d2LH7Zu7f3I43wUWrf2JjExHp0BbuXqqW9XMFYX+4KH7KioKEaOHFkdQxTBlJ2/b98+QkJC2Lp1q9D0/VEZPXo0AQEB+Pr6ig8R1YBUKmXBggU4ODgI2QeX0/O5lpFPjyY23MjVczxFg8FoykDfc2gPew7tQSKR4NrAFa9nvfBo6oGdjR32tvbo8nXcuH2Dv//5m7MXzxZpIAsmW7t2zkrq2cjYGpOD1uJUCgwMJDAwUDwXKoj8/HxOnToFmCwDky18nQf1HsTmPzajyzdlZVe3ZaBOp2PzH5sZ1HsQew7tASA5S18uy0B7e3tCQ0OF3+1dcXn087Qh32AkJUtP2p00hk4eykfvfUTYkrBC/Vvu3EkjJCSIkJCgSunf0ra+olD/ltDQUOzt7Sv6kIo8pshkMqZOnUrfvn0JCgpizZo15OSYzo/M8ymC4KCsUwNb93rYuT+DXdN6KBztkCmskFhJMeYb0Gvz0aZlkx1309QL4/JNNLeziuzPzs6OYcOGMXXq1KfiQUlEROTpRSKR8Pzzz5e6jKurq2DXISIiIiLydDJz5kzBiaCycHNzK9Ib9GlBFC6qiR49euDv709oaCgaPURf19LOScHxVC05uTmM+XAMa4LXsHDWQsF6Ijr6KD16tC/WeqKslMV6whwQaeesIDpVg+ZePGrs2LG8+uqr/Pzzz8L26tgUtq8yN+AFaNWqbbnHV5G0bu0teOQnZxUWLuraFAgXqampVT42ERMRERFMmTJF8AC0xNFaSgN7K5xqyLCxkmIwGjFistSW3PsnlUjIzTeQmqUnKTOftLyCrPvt27ezfft2mjdvTnBwMD169KiqP0vkHhKJhJkzZ9K5c2f8/f25du0aGj2EX8qlUU0r+nrYkKUxcjRFLWTrG41GEq4lkHAtQbAZehA1lVLauyixV5jse8wVYgANGzZk2bJlYk+LCubChQtCRVQDeyuS7lXaSSQSvFt588PqH4Rlhw8fWy1jHD58LCEhQQDsO7KPof2GCvOSM/NpYG9Fep6WvLw8YmJiHlh5J/ZvEXmccXd358cff2Tu3LmsWbOGkJAQzp8/L8zX3M5CczuL9Mi4h9p+ixYtmDBhAsOGDROFMRERkaeGrKws/vrrrxLn//XXX2RlZVGjRo0SlxERERERERF5eMQOetVIUFCQ4Fl6OV2Ho42MRjVNwXWz9YRLfRdWB6/GtYErgGA94ePTmNmzPymSmVkSiYnxzJ79CT4+jZkz51NBtHBr6Mbq4NU4PeNUrPWE2S/b0npCrS7wnlfICmcv5+UXBI6dnIpvdlpV1K/vJLxW6wyF5sktxm3594hUDZmZmYwdO5aePXsWEi3sFBK6u6kY0NyGZg5y0vL07I7L47eYHLbG5rItNpff7/2/NTaX32Jy2B2XR1qenmYOcgY0t6G7mwo7RcHne+HCBXr27Mm4cePIzCzaEFek8unRowdnz55l7NiCAPbVjHzCYnKJTFbj46RkQHMbnm+gpKG9DNkDiiKspNDQXsbzDUzreTspiExS81tMrtBfB2DcuHGcPXtWDORWAlFRUcJrpxoyUu+J1m4N3FApVcTGxZrePwaWgQAxl2NQqVS4NXQDIDVbj7Nd4cq7shAYGMikSZMAk4i6NSaX5nXktHNWCMscOn6IPqP7sPvgbgL8A9i/YT8B/gG0adkGlbL0hAOVUkWblm0Krbf74G76jO5TSLRo56zAs46crTG55v7IvP/++w+0vBL592Nvb8+ECRM4e/Ys+/fvJyAggJdeegk7O7tybadGjRq89NJLBAQEsH//fs6ePcv48eNF0UJEROSp4s8//0Sr1ZY4X6PRFLLOFBEREREREalYxIqLauRJtZ6wvHmz7BsBoLfQBxQKZYUer/Jiuf/8wroFVhaSnVnEEakaIiIihOx7M641rfBxUpChMXLMIvu+LOiNkJSpJylTD8mm7PvnXVTYKyVEpWpJvBfIXrp0KTt37iQ0NFSsvqgG7O3tWbJkCQMHDixUZZOtNQpNkh3uVdm0rKvAWi7BaKSYKhvI1RlJydZzMU1HZFLR72/z5s1ZsGCBKFhUItHR0cJrGysp+ntfWS8PL+IS44Tm6o+LZaBaoyb+ajxez3qRcC2BfAPYyAt+v8pqGSj2bxF5UpBIJHTt2pWuXbsCJku+S5cuERUVxcmTJ7l79y53795l06ZNhdb78ccf8fX1pVmzZoV6momIiIg8jYSFhZVpmTfffLMKRiMiIiIiIvL0IQoX1cyTaD2hUBRkluoN5pCiCZnFM65WW72CgOX+re579rYUMpTK6hVYnhaMRiMzZ87kiy++EKYpZfBqUxtu5ujZGpuL4T69QiKR4NbADS8PLzyaeGBna4fcSo4uX0dWThaxcbGcu3iOhKQEwe8vQ2Pgryt5Qr+DVvUU7I7PRaOHa9eu0bNnT7HfQTXSo0cPzp07x/79+wkJCSEsLEzoa5KeZyA9T8vpG+Xfrkwmw8/Pj/Hjx9OtW7en8rPNz8/nwoULREVFER0dTUpKCmq1Gq1Wi0KhQKVS4ezsjLe3Nz4+PjRv3rzUvg6lkZJS0KjXYOG16dHEg5jLMcL7x8kyMOZyDB5NPQQLMsvrTXksA8X+LSJPIlKpFA8PDzw8PBgyZAgAt27dKiJcDBgwgLp161bHEEVEREQeKzQaDTt27Hjgcjt27BDutUREREREREQqFlG4eAwIDAwkPT2dRYsWCdYTPZtaU89WKmRUmq0nhvkNI8A/gI/Hf8zmPzaz78g+Yi7HCNmtxaFSqvB098S3ky8D/zMQjVbDhvANrA1bK1RZgMl6wtFaxlYL0aI46wnL3hpavRFbi3nWFgpBamoK1cn16wWBKJW8sHKh0xdErKq6aezTiMFgYMqUKUKGMoC7gxzv+gohQ9mMVCqle+fuDOo9CO9W3qiUKuIS44QM5Vx1LnIrOfUc6/FSx5do6toUtUZN9JloNoRvYN+RfRgMBgxGOJqsoaZSSl8PW6KvawTrs1mzZpGenk5wcLCYUVoNSCQSfH198fX1JTk5mdDQUHbt2sXJkyeFvgllwdramjZt2tCzZ0/8/f1xcXGpxFE/npiP386dOzl16lS5j99zzz1Hr169yn38LC32LPVGO1s7MrMLLNkeJ8vAzOxM7GwK7HIsx11ey0Cxf4uIiIiIiMi/m71795KVlfXA5TIzM9m7dy+9evWqglGJiIiIiIg8XYjCxWPAk2Y94excEIi6nWugtnWBT7hzjYLXZ86cqNDjVF5Ony6wMnGxGBfArdyCdFUnJydEKg+j0VhEtOjZ1Jq0XD0bzxcIZ7Y2tgzvP5y3+ryFQq5g8x+b+WH1D8TGxT5QmPNo6kH3zt35YuoXRYS5DI2BjedzaO+soGdTa3bFmQK7ixYtEr57YqZy9eHi4iJkjOfn5xMTE0NUVBRRUVGkpqaiVqvRaDQolUpUKhVOTk74+Pjg4+ODp6fnQ1cMPMkYjUb27dtHSEgIW7duFSpWykteXh6RkZFERkby5Zdf0q9fP8aPH4+vr+8DvxOWloGWAoDcSk6uukD8fpwsA7U6Lfa2Bf78luN+WMtAc/+WadOmsXTpUsDUv+VqRj52CgntnZU4WEtJztKTnJlPSpYefSlOeFZScLKT4WJvhUsNGel5BiKT1GRrC680btw4vvvuO7HfgIiIiIiISCVRFpsoy2VF4UJERERERKTiefoiPo8pT5L1hLd3gWd5UlY+zRzlwvt6tjLkUtAZCgsH1YF5/3Ip1LUpLFwkZxb8sT4+PlU6rqeNWbNmCaKFBOjnaUPUPSs0M13adeHLaV+SdjeNoCVB7DqwC12+rkzbV2vUnDp/ilPnT7F45WJ6du3JyDdH8laft5gxb4ZghXYsRYtrTSv6edqw7V5D24ULF1K7dm1mzpxZwX+1yMNgZWWFl5cXXl5eZeo38DQSERFRqEeIJY73eoQ41ZBhYyXFYDQW0yNEQm6+gdQsPUmZ+aTlmURsvV7Pli1b2LJlC82bNyc4OLjUXjCWdgiWvxK6fB1yq4LfhMfJMlAhVxS6rliO+1EsA839W/r378/EiROJi4sDxP4tIiIiIiIiTyp6vZ5t27YVmW6nMN093J9QsG3bNn788UexkltERERERKSCEYWLx4gnxXrCMtCfnJlfaJ5MKsGphhVXM/JJSIjj6tUrNGrUuDyHoUIw9/0AcK5hVaSJeFJWwbhF4aLyiIiIEIQ4MIkWkUkaUrNNwpGtjS0fj/+Y17u/zoLlC1i9ZbXQq8KMm1tTWrf2plWrtjg5OQvN51NTUzhz5gSnT0eTkGAKFOrydWzfs50de3cwcuBIFn+xmB17d/BNyDfk5OaQmJGPzmCkr6eNYIk2a9YsunTpIgYCRR5rMjMzmTp1KqGhoYWm2ykkdHBWUttaSnKmnqSsfM7e1Jaa1S+TgFMNGc0c5HSzl3Enz8DRFI3wEH7hwgV69uzJ2LFjmTdvXrFZ/ZYWe5ZX1+ycbOo6FvjjP06WgfZ29ty4XdBAxXLcD2MZaDQaOXDgAL///jvHjx/nxIkTZGdnF7vso/RvAejTpw8BAQFPbf8WERERERGRqiQyMpKbN28Wmd6yrilx45/kwskFN27cIDIyks6dO1fJ+ERERERERJ4WROHiMeRxt55o3rw51tbW5OXlkXSfcAGmGzpzNv2aNUuZPv2rch6BR2fNmqXC6xZ1izZKM4/b2toaT0/PKhvX00RGRgb+/v7C+55NrYlK1QqihWNtR5Z9uwy1Vo3fOD8SkxKFZR0c6jB48NsMHz62TMLX1atXWLNmKb/8soI7d9IwGo2s3LSSfUf2MfeTuaxbsI4xH44h7U4aKVl6olO1hWyjxowZw9mzZ0XbFZHHkoiICEHMNuNa0wofJwUZGiPHLMTssqA3QlKmnqRMPSSbxOznXVTYKyVEpWpJvHf9Xrp0KTt37iQ0NLRI9YWlZaDUIpAeGx/Lix1fFN4/TpaBnu6e/P3P38J7Sz27PJaBGRkZrFmzhpCQkGIrXyqDZcuWiQ2TRUREREREqoiSbKK86hUvXJjXEYULERERERGRikUULh5TzNYTAwcOLGQL8jhYT1hZWfHcc88RGRlJWp6Bu2o9tVQFVkwdXJRExOWiN8L69SuZOvXzKm2ArVarWb9+JWDKLO7gUtgC5K5aT/o9e5Q2bdo8lR75VcG0adOEQKu7g5y0XL0gaDnWdmRN8BquXL1CwBcBaHUmv3ylUskHH8xk9OgJ5TpnGjVqzPTpXzF16ucsX/4D3303E41GQ2JSIiOmjCA4MJg1wWsYPmU4aXfSuJqRTz1bKe4OViZLtmvXmDZtGkuWLKn4AyEi8pAYjUZmzpzJF198IUxTyuDVpjbczNGzNTYXw316hUQiwa2BG14eXng08cDO1g65lRxdvo6snCxi42I5d/EcCUkJQnVThsbAX1fyBPvAVvUU7I7PRaOHa9eu0bNnzyL2gZaWgbn5BmQSkyByNvYsTV2bolKqUGvUj41loEqpokmjJpy9eBYwCfq5uoKDV5bKu8uXLzNv3jzWrl1LTk5OkfnKujWwc38Gu6b1sHN/BoWDLVKlFRIrGQaNjtyr6WTFpJB5IQXNrSzys9UYtEX7k6hUqnI3CxcRERERERGpGIxGY7HChcpKgruDyQ5TKZOguS9zMCwsjG+//VasjBQREREREalAxIjtY06PHj04d+4c+/fvJyQkhLCwMKER66NYT8hkMvz8/Bg/fvxDWU/06tWLyMhIAP5J0tDT3UaYZ6eQ0voZBSeua0lPv83y5T8wfvzU8g/yIVm2bDF37qQB0PoZBXaKwl6jluJNz549q2xcTxMRERGCpY1SBt71FUIjblsbW5Z9u4wrV6/wfuD76A2m89nbuwPz54fSrNnDV8CoVCrGj5/Kq6++TkCAP9HRR9HqtEz6fBKLvljEsm+XMXTyUHJyczieomVQS1uuZeSj0ZuyywcOHFiqr7+ISFVhMBiKNLV3d5DjXV/Brrg8MjQGYbpUKqV75+4M6j0I71beqJQq4hLjiLkcQ2Z2JrnqXORWcuo51uOlji/R1LUpao2a6DPRbAjfwL4j+zAYDBiMcDRZQ02llL4etkRf13A53SQ2zpo1i/T0dIKDg5FKpYUC/alZepxqyEjK1JOQlIBao8ajqQenzp96bCwDPd09UavVQr8nJzsZKdll63Wk1+sJDg5mxowZRQQF+5YuOL3WmlptXJHXtC51PDYNHanTpVmhabqMXO6evErqn6fJPJcMIIoWIiIiIiIi1ciZM2eIj48vMt2zjhyre+WazevIOXlDW2h+XFwcZ8+epVWrVlUyThERERERkacBUbh4ApBIJPj6+uLr60tycjKhoaHs2rWLkydPkpeXV+btWFtb06ZNG3r27Im/vz8uLi4PPSZ/f3++/PJL9Ho9/ySrebmJtXAjB/BiI2tOXtdiBL77biavvvr6IwWky8qlSxeYN8/UU0ECvORaOJCUbzDyT7IpKCSTyRg7dmylj+lpw2g0MmXKFOH9q01sBEsmgI/Hf4xaqybgiwBBtOjffzDz54cil8vv39xD0ayZJ2Fh+5gyZQxhYb+iN+iZMmsKq4NX89F7H/F50OcA7LqcR48mNoRfMvW7mDJlCufOnRMzpUSqFfN3yFK06NnUmrRcvSAAgkkEHN5/OG/1eQuFXMHmPzbzw+ofiI2LRa0pOfitUqrwaOpB987d+WLqF2i0GjaEb2Bt2FpycnPI0BjYeD6H9s6KQpZqixYtQiKREBwcXMQysJmDnKRMPUajkegz0XTv3J1T508Bj4dloG8nX6LORAnvXeytuJhmatRdmmVgbGwso0aN4siRI8I0mbWcut2a4/Sf57B1q/NIY5TXtKFuV0/qdvUkJ+E2qX+c4ua+CxjUukLLXb58WbSKEhERERERqQIeZBNlfn2/cGFeVxQuREREREREKg7pgxcReZxwcXEhMDCQw4cPk5mZyZkzZ1i5ciWTJk1i4MCB9O7dm1dffZXevXszcOBAJk2axMqVKzlz5gyZmZkcPnyYwMDARxItzOPo168fAFlaI+duFr5xa1jTihcamax+NBoNAQH+6HS6+zdToeh0OgICxqLRmCoqXmykooF9YW3u7E2t0NvDz8+vkE+7SMWwb98+wdrMtaYVN3P1QnZ4l3ZdeL3763z09UeCPVT//oNZuHBFhYkWZuRyOYsWrcTP778AaHVaPv7mY/q80ofO7Uz+sxkaAzdy9TSqaTpPLly4wP79+yt0HCIi5WXWrFmCaCEB/DxtuHBbx/HUgutsl3ZdCF8ezssvvEzQkiC6DerG/ND5nDp/qlTRAkCtUXPq/Cnmh86n26BufL/0e1558RXCl4cL3w2AYylaYm7r6OdpIzSyXrhwIbNmzRIsAwHS8gy42BfYBW7cvpGB/xmI3Mr0nV6/fmWVVxFYWgbK5XIG/mcgG7dvFOab+z1B8ZaBBoOBoKAg2rRpUyBaSMD5jba0XzkW9/EvlyhaGHR6suNucutgLDf+Osf1nae58dc5bh2MJTvuJgZdUXsoAFu3OriPf5kOq8bi/EbbQt3Du3fvTlBQEAaDodh1RURERERERCqG4oQLKyl4OBYIFx51FMiKyXMqSfQQEREREREReTjEiosnGCsrK7y8vPDy8mLkyJFVvv/x48ezZcsWAA5eVdP6GUWhTPVe7jZcuK3ldq6B6OijTJkyhkWLViKVVrxeZrJVGUN09FEA6tpI6WVhXwVgMBo5eLUgeDZ+/PgKH4cIhISECK99nBRsjTVVM9ja2PLltC9ZsHyB0IjbbA9VGecEmCx0goOXkZgYT3T0URKuJbBg+QJmT5tNn9F97llGaejnYSP03wgJCcHX17dSxiMi8iAiIiKYNWuW8L6fpw2RSRqhqb2tjS0fj/+Y17u/zoLlC1i9ZbXQq8KMm1tTWrf2plWrtjg5OaNQKNFqNaSmpnDmzAlOn44mISEOAF2+ju17trNj7w5GDhzJ4i8Ws2PvDr4J+Yac3BwSM/LRGYz09bRha4zpuzxr1iy6dOlSyDLwTp4Be6WETI2RvYf38unET+nZtSfb92yvdsvAXl17odFq2HdkH2BqRm4WLaCoZaBOp2PUqFGsW7dOmKZyqkWzyT2o2bKo6G/UG0g7Gs/d6ASyL98kJ+E2xvzixQkAiZUMW7c62LnXo5a3G44dmiCRFVwDrWyUNBnbDcfO7lxasBt16l3UajXTpk3j5MmTLF++vMKFXhERERERkSeZ5ORkBg4c+MjbMRqNnDp1qsj0Zg5yVFYFz7kqKwnNHOXE3C6cmHfy5Emef/75Cqne3rJli5hkJyIiIiLy1CMKFyIPja+vL82bN+fChQskZuQTmaShU8OChsoKmYT/trTjp6hM8g0QFvYrEomkQi2BwBRkMlsCgSkj5q2WdsjvS4P5J0kjBKebN29Ot27dKmwMIiaSk5PZunUrADUUpiCmuXnwML9hpN1NY/WW1YCpEXdFnwvFIZfLmT8/lB492qPRaFi1eRW9X+7NML9h/LzuZwxGyNQasVNIyNaamvGlpKSIDwoiVU5GRgb+/v7C+55NrYlK1QqihWNtR5Z9uwy1Vo3fOD9BAARwcKjD4MFvM3z42DL1k7h69Qpr1izll19WcOdOGkajkZWbVrLvyD7mfjKXdQvWMebDMaTdSSMlS090qraQbdSYMWOIiIgQLAOPpWjo6KLiryt5GAwGNoRvYOSbI9mxdwdGo7H6LAMlEkYOHMmG8A1CtUJ7FyWRScVbBqrVagYNGkR4eLhpggSc3/DGdVhnZKrC1ypNWjY3Is5wfecZtOlFm3WXhDFfT/blG2RfvsH1nWdQONpRv2crnunhhdLRTliuZssGtF04jMQ1h0gJPwFGWLt2LRkZGWzcuBGVSlXKXkRERERERJ4etmzZIiRTVAaWNlHCtLqKIsIFwD///FMh+9yyZQuTJk2qkG1VNpmZmfzxxx/s2bOHqKgo4uPjyc3NpWbNmrRs2ZLevXvj7+9PrVq1qnuoIiIiIiJPGKJVlMhDY/Y6N7PjUg7peYWzTF1ryRnWqgbm9he//bYePz9fLl2KqZAxXLoUg5+fryBaSCUwrFUNXGsVDjCl5+nZcakgsLRgwQKxj0ElEBoaKjSPb++s5GiKKTgolUp5q89brNq0SsgO/+CDmVUSxARTz4tp0wIBUybVqs2reKvPW0Klx7FkDe2dlYCpEe/SpUtL3JaISGUxbdo0rl27Bpgacafl6gWx1bG2I2uC15B8PZkRU0YIooVSqWTGjK85fjye6dO/KnMT7EaNGjN9+ldERV1hxoyvUSpN539iUiIjpowg5UYKa4LX4FjbEYCrGfmk5elxdzDlO1y7do3vv/++kGWgvVIiXOvXhq3FsZYjIwaMAKrGMlCvUXP7xDE+mOIvWAaOHDgSh1oOrA1bC5h+I+zviZRQ2DJQp9MVEi0kchnNp79BE/+uhUSL/Gw1lxbv5tjoUK7+EllItJBIJDRu2Jg+r/Rh2rhpzAyYyZwP5jAzYCZTx02l98u9adywcaHfH21aNld/OcLxMcu4tHg3+dkFlYEylZwmY7vRfPobSOQmO67w8HDeeuutSrdfFBEREREReVLYtGlTpW1bArSoW1S4aFlPQWU+TVbm31SR/Pnnn9SrV4/BgwcTGhrKiRMnyMjIQKfTcfv2bQ4cOMAHH3yAp6cn+/btq+7hioiIiIg8YYjChcgj0aNHDyFDWKOHTedzitiWtKynYHjrGljdO9uio4/So0d7fvhh3kP7nqvVan74YR49erQX7KGspDCidQ1a3pcRYzAa2XQ+G809TWXs2LG8+uqrD7VfkdLZuXOn8Lq2tZRMjelc6N65O0qFkl0HdgGm7PDRoydU6djGjJlI7XtB2J0HdqJUKPHtZLKEytAYcLAuuBzu2rWrSscmIhIREUFoaCgAShl411cIPS1sbWxZ9u0yrly9wvuB7wv9Yby9OxARcYzx46c+dPa9SqVi/PipREQcw9u7A2DqBzPp80kkXEtg2bfLsLWxBeB4ihZvJyXKe+0sli5dSocOHYRtRaVqaXdPAMzJzWHGvBlMHj0Z1wauAIJlYGX1aTg3+yPOfDCWLrdSAXBr6Mbk0ZOZMW8GObkmcaGds7JQrxCzZaDBYGDUqFGCaCFVyWk50w/Hjk0L7SP9+BWiJ67hxq6zmMvJpFIpr7zwCku+WcKx7ccIXxGO/2B/6jrWRZevIyM7A12+jnqO9Rg7ZCzhK8I5tv0YS75ZwstdXhYEVKPewI1dZ4meuIb041cK7dexY1NazvRDek9A+f333xk1apTY80JERERE5KknOTmZ//3vf5W2/Sa1rbBTFA2b2CmkNKldeQYW//vf/0hJSam07VcUaWlpaDQapFIpPXv2ZP78+ezdu5fo6Gh+//133nrrLQBu3LhB7969OXnyZPUOWERERETkiUK0ihJ5ZIKCgti1axfXrl3jcrqOA4lqurlZF1rGq56Cd33s+fVcNrdzDWg0GubM+ZSQkCDB3sTVtckD95WYGM+aNUtZv36l4F8Opp4Wb7W0K1JpAfB3oprL6aas5UaNGjFv3rxH/ItFiiM/P1/whHW0lpKcWVB9M6j3IDb/sRldvilDePDgt6vc5kSlUjF48NuEhASh0+nY/MdmBvUexJ5DewBIztLjYG3yvj958iT5+flFGvaKiFQGRqORKVOmCO9fbWIjWDIBfDz+Y9RaNQFfBKA3mL5X/fsPrlCrtWbNPAkL2yfY7ukNeqbMmsLq4NV89N5HfB70OQC7LufRo4kN4ZdM/S5WrlyJp6cnMTExJGbk06qegppKKRkaA4ePH2bH3h3M/WQuI6aMQKvTVpplYHZKEmlHDgDQzt6eeiprvvn4G8L/Cufw8cOAqbfFMzYyjiabqjEsLQPnz58v9LSQyGW0+KwvtVo3FLavz9MSt2Q/N/86J0yztbFleP/hvNXnLRRyBZv/2MwPq38gNi621AbpKqUKj6YedO/cnS+mfoFGq2FD+AbWhq0lJzcHbVo252dt5ZlXW9JkbDdk1iYxvlbrhrT4rC/nZoZh1OlZt24dbdu2ZerUqusdIiIiIlLdGAwGLl68SFRUFKdOneLOnTuo1Wq0Wi0KhQKVSkXt2rV57rnn8PHx4dlnn620XmoijwfmnouVgVc9BW+2sC1x/ojnarDpfA5nb2pLXOZhMRqNT4RdlFwu55133uHTTz+lUaNGhea1bduWPn360KVLF95//31yc3OZOnUqe/bsqabRioiIiIg8aUiM96fHixQhKSmJhg1NAYxr167RoEGDah7R40dEREShBqeDWtrS3rloYFqrN7Lrci4Hr6q5/8RzdW1C69betG7tTf36TkJD2evXUzl9OprTp6NJTIwvtI4EeLGRil7uNkV6WgAcS1az8XyBjUdERMRjXW1x69Yt6tWrV2jazZs3qVu3bjWNqOycOXOG1q1bA/DcMwrS8vQkZeqRSCQc236MMR+M4dR5k7ARGRlbZkubiiQxMZ5OnUz2VG1atiF0bijtercDoKG9jNrWMk7f0Ap/j5eXV5WPsap4ks+16qKyjtnevXt5+eWXAXCtacUzdgXB9S7turDoi0WFelr07z+YhQtXVEogxmAwMGnS24L9nltDN8KWhDHhswmCANDBRcn17AIbq7lz5/LRRx8BpmqRvh62wnXX1saWdQvWkXIjhUmfTxKEF2/vDsyfH1ohdnGXLsWwetIIuucXBA3yfF6izku9GDp5qFBtMailLdticoTqO/PvQWxsLG3atDFVAEqg+fQ3ClVa5GerOTdzK1mxqcK0Lu268OW0L0m7m8aqTavYdWCXIMyWB7mVnJ5dezLyzZE41nJkxrwZwnEGqOHpRMvAfljZFfyepv0Tx4U5v4PRJMiePHkSDw+Pcu/734Z4TSs/4jErP+IxKz+PesyMRiMHDhzg999/5/jx45w4cYLs7Owy79/Ozo62bdvSrl07+vbty0svvfRE2cU+jc+hly5dEhKImjVr9sDlt23bxrBhwx54XtRUSqmpKvu9k4+Tkk4NlA88X4xGI0eSNESlasq87Qy1gQxN6VWTdnZ2rF27lr59+5Z5u48z7du35/jx40ilUm7evImjo2N1D0lEREREpBIo7+/4gxDTiUUqhB49ehAYGMisWaaGqJvOmQJF94sXCpmEPh62tHVS8ndiHqdvaNHfUzASE+NJTIwnPHzzA/cnk0DrZxS85GpNA/viT+NjKWo2WYgWgYGBj7Vo8aQTFRUlvHaqIRMyj9wauKFSqoiNizW9d2taLaIFmMQxV9cmJCbGE3M5BpVKhVtDNxKuJZCaradlXQWnb5iWjYqK+lcLFyKPDyEhIcJrHycFW2NN1Qy2NrZ8Oe1LFixfIIgW5oB/ZWWPSqVSgoOXkZgYT3T0URKuJbBg+QJmT5tNn9F9yMnN4XiKhn4eNoJwcezYMfz9/QkNDUWjh+jrWto5mayucnJzGPPhGNYEr2HhrIUEfBGAVqcVLAOnTQtkzJiJD1WBpVarWbZsMfPmzWJa/fpgW5ARWeNWMmM+HGNhEaUgOlVTxDJQr9czatQowbbQ+Q3vIqLFmU83k3PlFmD6TD4e/zGvd3+dBcsXsHrL6iL2iG5uTWnd2ptWrdri5OQsiPCpqSmcOXOC06ejSUiIA0CXr2P7nu3s2LuDkQNHsviLxezYu4NvQr4hJzeHrJhUzkzfTKs5AwXxwrFjU5z7tCXl9xOo1WpGjRrFwYMHkclk5T6GIiIiIo8rGRkZrFmzhpCQEC5cuPDQ28nOzubgwYMcPHiQ+fPn06JFC8aPH8/w4cOxt7evwBGLVBd9+/bl+PHjDBo0iNOnT5e4nDrfwOsNbWjrpKzQ/UskEjo3VNG5YdnuZU6kath8oXSRpXXr1mzatIlnn322IoZYIjqdjoYNG3Ljxg169erFn3/+WeryZ8+epVWrVgDMmTOHTz/9tMz76tatG8ePH8dgMHDlyhVRuBARERERKRNi3axIhREYGCiUshqBjedy2J+Qh6GYop4G9lYMaVWDGS/V5jV3G1xrWiF/wNkol5qykV9zt2HGS7UZ0qpGsaKFwWhkf0IeG8/lCFUd77//PoGBgY/4F4qURnR0tPDaxkoqCFJeHl7EJcYJ1imtW3tXx/AEzPtXa9TEX43H61mTOJFvABt5QUaVpRAjIlJZJCcns3XrVgBqKCRkaozm1gkM8xtG2t00Vm9ZDZgacVe0xVJxyOVy5s8PFRp2r9q8ivS76QzzGwaYWjtkao3YKUzfl7CwMKZNmyZkhF5O1+FoI6NRTdP1Oe1OGsOnDMelvgurg1cLPS/MloE+Po2ZPfuTIhV1JZGYGM/s2Z/g49OYOXM+RZmfj6eNTaFltImX0WbeBUy/G47WsmItA4ODgzly5AgAKudauA7rLGxDn6fl3MytgmjhWNuRdQvW0axxM/zG+bFq8ypBtHBwqMOECdOIjIzl8OEL/PTTOiZMmEb//kPo3XsA/fsPYcKEafz00zoOH75AZGQsEyZME/ruGI1GVm5aid84P5o1bsa6BeuExug58bc4N3Mr+ryCihLX4V1QOdUC4MiRIyxYsKBMx05E5EkkX63mZlQU+Q/ZF03kyeLy5cu8++67uLi4MGnSpCKihbJuDRw7ueM6rDMtZ/rRduEwfH5+m3bLxuDz89u0XTiMljP9cB3WGcdO7ijr1ii0/vnz55k4cSLOzs68++67XL58uSr/PJFKwsPDg8jISMaNG1fiMho9/HI2m83ns9Hpq950Qqc3svl8Nr+czUarL3m5d955h8jIyEoXLcB0zzdixAjAVImanJxc6vLLly8HQCaTMXLkyHLtS6MpqEgR7dtERERERMqKWHEhUmFIJBKCg4MBWLRoEQA7LuUSm6blzRZ2OFgXzQa1U0jp3tia7o2t0RuM3MrVk5ylR60zkG8wNdxWyaW41JBR10aGTFp6qW56np5N57OFABWYRIv58+c/UWXhTyKWzeMsxSqPJh7EXI4R3rdq1bZKx3U/rVt7C1U9MZdj8GjqwfY92wGh1y4Aqampxa0uIlKhhIaGotebnl7bOys5mmIKzEmlUt7q8xbfL/1eCI5/8MHMCrFWKgvNmnkybVogc+Z8itFoZNXmVQT4B7B0/VIMBgPHkjW0d1ayL0GNXq/n119/JTQ0VLAM3BWXRz9PG/INRlKy9KTdSWPo5KF89N5HhC0JY+GKhULg/86dNEJCgggJCXooy8B29vZI77u+SyUS2tWoQaw+i7b1C6pYwHTM7e3tuXz5MjNmzDBNlECz93sgUxWIQnFL9gv2UI61HVkTvIYrV68IVSNgEpM++GAmo0dPKFfVSKNGjZk+/SumTv2c5ct/4LvvZqLRaEhMSmTElBEEBwazJngNw6cMJ+1OGlmxqcQv3U+z93sAIFPJaTb5Vc58sgmMMH36dN544w3c3d3LPAYRkSeFQ9OmkbxvHw26d+ele/eXIv8+9Ho9wcHBzJgxQ6iCM2Pf0gWn11pTq40r8prWJWyhANvGdant4ya812XkcvfkVVL/PE3mOVNgNicnh59//plVq1Yxe/ZspkyZIlauPeFYW1vz888/07VrV955550SraP+SdZwNSOfYa1rUM+2aj7zmzl61p7OIjW7ZMXCzs6OJUuWMHjw4CoZkxl/f3++++47DAYDq1ev5pNPPil2OZ1Ox9q1awGT24KLi0u59nPggKkXmZWVlXi/IiIiIiJSZkSpW6RCkUqlLFiwoFB1w+X0fL4/cpcj19RFLDUskUkl1LezwsdJSZdG1nR1s6ZLI2t8nJTUt7MqVbQwGI0cvqYm6MjdQqJFYGAgwcHBYlZHFWD5kGn5KdvZ2pGZnSm8d3JyrsJRFaV+fSfhdWZ2JnY2dsJ7y3Hf/9AsIlIZ7Ny5U3hd21pKpsZ0Fnbv3B2lQsmuA7sAU0b/6NETqnRsY8ZMFCoCdh7YiVKhxLeTLwAZGgMO1gXX1V27dgmWgWa2xeTSwUUpVF7k5ObwedDnTPp8EiMGjGDTj5vo80qfQhUkZrvAOXM+ZdKkUbzzzhAmTRrFnDmfEh6+uZBoIZfL6fNKH/w7vlDs+F9yqEkHFyXbLEQLS8vAefPmFVhE9WlLzZYFD+Dpx68IjbhtbWxZ9u0yrly9wvuB7wuihbd3ByIijjF+/NSHsroCU4+K8eOnEhFxDG/vDgBodVomfT6JhGsJLPt2GbY2JgusG7vPcScqQVi3ZssGOPcxCcFqtZqgoKCHGoOIyONM7vXrJO/bB0DS3r3k3rhRzSMSqQxiY2N58cUXmTZtmnBdllnLqf9aa9ouGk7rbwZRt6tnmUSL4pDXtKFuV09afzOItouGU/+11kjvCdVqtZpp06bx0ksvERsbW2F/k0j1MWTIEI4fPy703iuO1Gw9C/+5y4ly9KV4WE6kaljwz91SRYvnnnuOqKioKhctAJ599lleeuklAFasWFHictu3b+fWLVMV6pgxY8q1jx07dgg2Xj179hRt2kREREREyowYzRWpcCQSCTNnzmTDhg3CNI0efovJYfGxTE5e15BvqJjy3HyDkZPXNfxwLJOwmByh7LZhw4ZEREQwc+ZMsdKiitBqC2xMLD9duZW8UNNahaJifWXLi+X+tTotcquCoKnluC3LmUVEKoP8/HxOnTI1rHe0lpKcWfBAO6j3IDb/sVn47gwe/PZDB8cfFpVKxeDBbwOmLLvNf2xmUO9BwvzkLL0gXpw8eZL8/PwiloFbY3JpXkdOO2eFsN6h44foM7oPuw/uJsA/gP0b9hPgH0Cblm1QKUv/G1VKFW1athHWmzx0HPqrxVtMuSttiLioLtYyMCMjQ8galFnLaTS0k7Befraay4v/Et5/PP5j1Fo1AV8ECM3F+/cfTFjYvgqrgGnWzJOwsH34+f0XAL1Bz5RZU1Br1Xz03kfCcpcW7yY/p+Da1GhoJyH4tmbNGjIzMxER+Tdxbc+ewu//+quEJUWeRAwGA0FBQbRp00aw7UMCzm+0pf3KsbiPfxlbtzoVuk9btzq4j3+ZDqvG4vxGW7j3mHD48GHatGlDUFAQBkPpTZNFHn8eB+uo8lhDHTlypEqsoUrC398fMDVUPXToULHLmEWNOnXq0KdPnzJvOz09nQkTTMk3MpmML7/88hFHKyIiIiLyNCFaRYlUGr6+vkWmXc3IZ92ZbOwUEjq6qHi+gZJaqvKX6N5V64lM0vBPsppsbeEbzXHjxvHdd9+JmRxVjEJREJi0lIp0+bpC4oBWW72CgOX+FXJFIVHFctxmf38RkcriwoUL5OXlAaa+P0lZpmoxiUSCdytvflj9g7Ds8OFjq2WMw4ePJSTElMm/78g+hvYbKsxLzsyngb0V6Xla8vLyiImJwcvLq4hl4K64PNwdrBjUwpZdcXlkaAzk5Obw87qfWbp+Kb6dfBnUexBD+w1FpVIRfzWemMsx5N1MwfHSWeT6fKxkVtja2GKtssZgMJB55QKHZk5Ak5VBE+viM3ClEgmfuLqSo9fTqFEjns3JYd+9AMa1q1eZ5OhIVq1aHGjugJVNwff9ysqDaNNM9hJd2nXh9e6v4zfOT6i06N9/MAsXrqjwSj65XM6iRSsBCAv7Fa1Oy8fffEzYkjB2HtjJ4eOH0d7O5sqKv2k20VQ1YmWjpJ5vc67/eZqcnBzWrFkjBAdERP4NXNu9u8h7j6FDS1ha5ElCp9MxatQo1q1bJ0xTOdWi2eQehSrgKgsrGyVNxnbDsbM7lxbsRp16V6i+OHnyJMuXL6/0nlIilUt1WkfdzNGz5nQW1x9Da6jiGDhwIO+//z53795lxYoVdOnSpdD8GzduCI27hw0bVui5rzT0ej1Dhw4lMTERgBkzZtC2bfXaBouIiIiIPFmIwoVItZCtNbLnSh57ruThYC2lgb0VDWpY4WJv6mUhl0mwkpoaJuv093pfZOpJysonKTOf9LyimVDNmzdnwYIFgg2ISNVimQ1uKQBk52RT17Gu8D41NYXq5Pr1gt4V9nb23LhdYDthOe6qzm4XefqwbADvVEPG2ZumwLhbAzdUShWxcSbLCje3pjRq1Lhaxujq2gRX1yYkJprEBJVKhVtDNxKuJZCaradlXQWn732FoqKi8PLyEiwDHRwcmDVrFmCyDLyWkU+PJjbcyNVzPEWDwWjKtt1zaA97Du1BIpHg2sAVr2e98GjqQdOEi9S8VXC90APmkIMV4AJQgmhhRhA10tO5Yc7mBeRAKzuTTZx9jVocvDddk5bNjd0FFlFfTvuSBcsXkJhkeuD29u7A/PmhlWY/KJVKCQ5eRmJiPNHRR0m4lsCC5QuYPW02fUb3ISc3h5t/ncd1SCcUDqbxO73Wmut/muwXQkJCGD9+vFhpKPKvQJ2Wxi2L6yTArago1OnpqBwcqmlUIhWBWq1mwIABhIeHmyZIwPkNb1yHdS7Ua6gqqNmyAW0XDiNxzSFSwk+AEdauXUtGRgYbN24U7wf/BQwZMgQfHx8GDRok2BXdj9k6alBLO1o/82jJS6dvaNhwrvQqi+eee46NGzdWa5WFJdbW1gwZMoSQkBA2btzIggULsLW1FeavWbOG/HxTgs3o0aPLvN3x48cLtqivv/46n332WcUOXERERETkX49oFSVSpfz2228MHDiwUPO79DwDp29o+eNyLkujs/jqf3eZdeAOn+27w6wDd/jqf3dZGp3FH5dzOX1DW0i0kMlkDBw4kL1793Lu3DlRtKhGnJ0LeldYNsqNjY/F073ATuXMmRNVOq77OX06Wnjt6e4pBIcBLNuoODk5ISJSmURHF5yLNlZSzC4FXh5exCXGodaYfL5bt/aujuEJmPev1qiJvxqP17NegElYtpEXfGkshZiSLAPDL+VyPVtPXw8bXmlsjb2yYH2j0UjCtQS279lO0JIgVv5zEEMpfZEqAgNGkts1EN7fiDgL96wMh/kNI+1uGqu3rAZMVVjz54dWegauXC5n/vxQoepr1eZVpN9NZ5jfMACMegPXI84Ky9s2rot9C9P19/z58/z999+VOj4Rkaoiac8ejPdZ9hgNBpLus48SefIYO3asIFpI5DKaT3+DJv5dq1y0MCNTyWkythvNp7+BRG56RgkPD+ett95Cp9M9YG2RJ4GyWkdti815pHsPg9HINgv74uJ4HKyhimPsWFN1b1ZWFlu2bCk0z2wT1b59e1q1alWm7X3yyScsWbIEgBdeeIFNmzYVigGIiIiIiIiUBVG4EKlSzDctiYmJzJw5k06dOmH9gIzZ+7G2tqZTp07MnDmTxMRENm3ahK+vr5hhWs14excEV3PzDcjufRxnY8/S1LWp4F1vKRxUB+b9q5QqmjRqwtmLpgCglRRydQUPKj4+PtUyPpGnh5SUgmoCy4dkjyYexFyOEd63alW9JfWWwknM5Rg8mnoI7y3bFaWmpnI/JVkGhsXkEpmsxsdJyYDmNjzfQElDe5lw3QA4mpXF14mJpFdS0Chdp2Ntx/rEt64PgCFfz/WdpkxMqVTKW33eYtWmVRjvfTYffDCzwnpaPIhmzTyZNs3Uj8NoNLJq8yre6vOWUOlxfecZjPqCgG79154TXm/btq1KxigiUtlcvc8mysz99lEiTx67du0CQKqS03KmH44dm5Z7G0a9gZyE29zce56U8BMkhUWREn6Cm3vPk5Nwu9A1sqw4dmxKy5l+Qu+g33//nVGjRok9L/4lmK2jfvnlF+zuVV3eT6bGyLWM/Ifex9WMfDK1xQsfdnZ2/PLLL/z000/lfv6tCtq0aSM8/1g26f7nn384f/48UPZqi7lz5/LNN98ApmfE7du3P5Z/s4iIiIjI488TbRX14Ycf8t133wnv9+3bR7du3apvQCJlxsXFhcDAQAIDA8nPzycmJoaoqCiioqJITU1FrVaj0WhQKpWoVCqcnJzw8fHBx8cHT09PrKye6FP3X4lloD81S49TDRlJmXoSkhJQa9R4NPXg1PlTJCTEcfXqlWqxvklMjCcx0dTI19PdE7VaTcK1BACc7GSkWPjQisKFSGWjVquF15aPuHa2dmRmFzRZdnJypjqpX7+g+igzOxM7m4KHfctxW/49ZSFba2Rfgmkds2Vgy7oKrOUSjEbTto3A36TSwVgHZ4nNI/wVhYnKymJJSgotA1/GnN+bfuwK2vQcALp37o5SoWTXAVNwzcGhDqNHV23viDFjJhISEsSdO2nsPLCTj8d/jG8nX/Yc2oM2LZu0o/HU6eQOQO22jQr+tvusdUREnkQ0d+9y4+jRYudd/+cftBkZKGrWrOJRiVQkErmMFp/1pVbrhmVeR3s3lxu7z5L+Tzw5V25h0JYcYJYqrLBtXBeHjk145lUvFLXK9htSq3VDWnzWl3MzwzDq9Kxbt462bdsyderUMo9T5PFm8ODB+Pj48OabbxZrHXX2lhbXWg9X/XPulrbY6Y+bNVRJ+Pv7ExUVxYEDB4iPj6dJkyaCiGFtbV2mfhwhISF8/PHHgMnKedeuXdQUr9ciIiIiIg/JExv9PXXqFPPnz6/uYYhUAFZWVnh5eeHl5cXIkSOrezgiD0nz5s2xtrYmLy+PpMx8mjnIScrUYzQaiT4TTffO3Tl1/hQAa9YsZfr0r6p8jGvWLBVe+3byJepMQYDPxd6Ki2mmzG5ra2s8Pasms1rk6UWrLXi4tRQA5FZyctW5wnuFonobxVvuX6vTYm9rL7y3HLdGo6Es/Pbbb/zyyy+EhYWh15vEwvQ8A+l5WqFfxv1sIptXa9dmyDPPoHiE/hJShYJ116+z/fp1lHVrIK9ZkP13NzpBeD2o9yA2/7EZXb7pmjB48NtV7nOuUqkYPPhtQkKC0Ol0bP5jM4N6D2LPIZNNzt0TiYJwIa9pg7JODTS3szhx4gQGg6HS+nCIiDwqmYmJnFm0CE1GRonLaDMyMOYXH5Q25uezd+zYUoULZc2atJo0CXtX10cer0glIAHPj14vs2iRdek6KdtOcPvQRYz5Zat+MGjzyYpNJSs2lau/HKFOl2dx7tuWGs3qP3DdWq0b4vnR61yY8zsYTQ2Fe/fujYeHxwPXFXkyePbZZ5k0aZJgj2SJveLhfz9rlLDuxIkTH3vRAkz9QKZOnUpubi6rVq3i448/5tdffwWgf//+DxQg1qxZw8SJEwFo0qQJf/31F3Xq1Kn0cYuIiIiI/Ht5IoULg8HA2LFjyc/Pp169ety8ebO6hyQi8tRjZWXFc889R2RkJGl5BrrZyyDZNG/j9o3M+r9ZLF65GF2+jvXrVzJ16udVGghUq9WsX78SMHnID/zPQD4P+lyY71JDRmSSKfDapk0bsapHpNJRKBTCa0ujO12+DrlVQaafVls2QaCysNy/Qq4QgvlQeNzmngwP4oUXXsDPz4/k5GRCQ0PZtWsXJ0+eJC8vr9T1dt+5Q2xuLhMbNMCljPuyxL5JE5wnTGD7a68BYOf+TKH52ZdN9xISiQTvVt78sPoHYd7w4UUDG1XB8OFjCQkJAmDfkX0M7TdUmJd9ubDKY+teD83tLLKysrh06ZIYYBN5bDm/ZAmJf/75SNtIP3fugcvIlEqenzPnkfYjUjk4v+FdJnsovVpH4trDpPweXVgpB9zcmtK6tTetWrXFyckZhUKJVqshNTWFM2dOcPp0NAkJcQAY8w3cOhDDrb9jcO7rjevQBzcBd+zYFOc+bUn5/QRqtZpRo0Zx8OBB0aP/X0RYWFix01vWUxQ7vSx41VMQfjG3yPStW7fi7+//0NutKuzt7Rk0aBArV65k1apVuLu7k3FPZB4zZkyp6/7222+MGjUKo9FIgwYN2LNnT6EeiCIiIiIiIg/DExmZW7hwIceOHcPT0xM/Pz++/vrr6h6SiIgI0KtXLyIjIwG4k2fAXikhU2Nk7+G9fDrxU3p27cn2PdtJT7/N8uU/MH581ZXdL1u2mDt30kzj7NoLjVbDviP7AKiplBZq+t6zZ88qG5fI04ulcGcpAGTnZFPXsa7wPjU1herk+vWC3hX2dvbcuF0QMLccd3mFyIe1DGzr5cW12bPJuHixzPuq9eyz9PjlFzb89pswza5pPeG1QacnJ+E2AG4N3FApVcTGxZreuzWtFms7AFfXJri6NiExMZ6YyzGoVCrcGrqRcC2BnITbGPL1SK1MQTQ792dIjzQF6aKiokThQuSxxfmll4jftg0eoQHuA5FIcH7ppcrbvshDo3Kuheuwzg9cLjMmlYvzd6JOuStMc3Cow+DBbzN8+NgyXZevXr3CmjVL+eWXFaZ7QCOkbI0m/Wg8zwb0wt7TqdT1XYd3If3YFdSpdzly5AgLFizg//7v/x64X5HHn8zMTP76668i051ryHCwfnhxysFahpOdjNTswt25d+/eTVZWFjVq1HjobVcV/v7+rFy5ksTERD788EMAGjduXKold0REBIMHD0av11OvXj3++usv3NzcqmbAIiIiIiL/ap44H4Fr167x2WefAfDjjz8WylgVERGpXvz9/YVMtGMpGjo4mwKZBoOBDeEbGPnmSKGJ+nffzeTSpZgSt1WRXLp0gXnzZgGmbOqRA0eyIXyD0GyxvYuSYymmrHKZTFZs2biISEVjmYUmlRRIALHxsXi6F1iVnTlzokrHdT/mhvZg6g1jDugDSC2UCyen0gNApWG2DBw5ciQLFy5k06ZNhIeHExERQXh4OJs2bWLhwoWMHDmSll5e5CQnl2v72cnJSGQyTp06JUyzrLjIvZqGMd8UZPDy8CIuMQ61xtR/w7I5eXVg3r9aoyb+ajxez3oBYNTpyb2aJixnKcScPHmySscoIlIeGvXsSffQUKzr1Xvwwg+Bdb16vLxsGY3EJITHgvj4+II3Emj2fo8HVjukRcZx5tNNgmihVCqZMeNrjh+PZ/r0rwTRwmAwEBd3kX37drFrVzj79u0iPv6ScH/XqFFjpk//iqioK8yY8bVQGahOucuZTzeR9k9cqeOQqeQ0m/yqoNJPnz6dy5cvP8RREHnc+PPPPwtZdprxqvvosQWvYio2tFotfz5ipVlV0aVLF5o3bw7A9evXARg1apTwDHc/kZGR+Pn5odVqkcvlzJ8/H51Ox9mzZ0v8d/fu3ar6c0REREREnnCeOOFi/PjxZGdnM3LkSLERt0iFkp+fz5kzZ1i5ciXvv/8+AwcOpHfv3vTo0YPevXszcOBA3n//fVauXMmZM2fIL8F7+WnGxcWFfv36AZClNWKvlAiBzbVha3Gs5ciIASMAkx9+QIA/Op2uhK1VDDqdjoCAsYL//siBI3Go5cDasLWAKfBqr5CQrTVlfvr5+YllzSJVgrd3QUA8N9+A7N535WzsWZq6NkWlNAl/lsJBdWDev0qpokmjJpy9eBYAKynk6goypquqoX3q4cPk5+SUa538nByuHz7MnTt3hGkKB1vhdV5KwXSPJh7EXC4QVVu1avsIo310LIWTmMsxeDQtqKTIS7b4exwLmqaLAQGRx536zz/Pa7/9hksF38u7dOvGa7/9xjMdO1bodkUenpCQEOG1c5+21GzpUuryaZFxXPg6HKPOJCZ7e3cgIuIY48dPRaVSodVq2bZtI4MHv07z5vV48UUvhg7tw6hRAxg6tA8vvNCS5s3rMXjw62zbthGtVotKpWL8+KlERBzD27sDYBJ/L3wV/kDxombLBjj3Mf0OqNVqgoKCHuVwiDwmbN26tdjpxYkOZq7c1XHhlpYLt7Qk3C35+aWkbZS0z8cRS1soqVTK22+/XeKyO3fuJDfXZI+l0+kYOnQorVq1KvXfk3QsRERERESqlyfKKmrjxo1s374dBwcHvvvuu+oejshDcPv27eoeQiFSU1NZu3Yte/fu5fz58w/0WLfE2tqaFi1a0L17d4YNG/ZI2cZmijs+j9sxexBDhgxhy5YtAESlamnnrORosoac3BxmzJvB4i8Wsz9yP4lJiURHH2XKlDEsWrSyUhrJGgwGpkwZQ3T0UQDcGroxefRkJnw2gZxcU+CznbOS46kFGVdDhgzh1q1bFT6Wx41/w7lW1VT0MWvcuMDmIjVLj1MNGUmZehKSElBr1Hg09eDU+VMkJMRx9eqVarErSkyMJzHRlC3r6e6JWq0m4VoCAE52MlIsrBAaN25c5LtTGefZpfDwh17PMqAvVRbcAhk0BUK0na0dmdmZwnsnp+oVMuvXL/htyczOxM6mQKAwaAvGLVMU/D137959Kq5jlojXtPLzOByz5oGB2LVuzaUff8TwCIkMUrmcZu+9R0M/P7Ly88mqpPP/cThmTxKZmZls2rQJAJm1nEZDO5W+fEwqMd/uAINJFO/ffzDz54cil8sxGo2sX7+Sb78N5ObN66VuJysrkwMHdnPgwG7q1avPhx/OYvDgt2nWzJOwsH1MmTKGsLBfwWAkZu4OWn31Zqm2UY2GduJ6xFkMah1r1qxh7ty52Nvbl/NoiDwuaDQaduzYUWS6o7WU+nZFbaJydQZ+u5DDqRuFKzTaPKPAr7ktNvLCzzBOdjIcrAvb0ALs2LEDrVb7RDhGDB8+nGnTpgHw6quv0rBhw2oekYiIiIjI08oTI1zcvXuXyZMnAzB37lzq1q37gDXKTlJSUqnzU1NTS50vUnZatGhR3UOoMPLy8gQ/9soU0p7kY5aYkU+regpqKqVkaAwcPn6YHXt3MPeTuYyYMgKtTktY2K9IJBLhwbSi0Ol0BQ+mmJoKf/PxN4T/Fc7h44cBU2+LZ2xkHE0uaD7cv3//ChvDk8aTfK5VFxV1zJIy82nmICcpU4/RaCT6TDTdO3fn1HmTtdGaNUuZPv2rCtlXeVizZqnw2reTL1FnooT3LvZWXEwrCDR27dq1TNt8lGMmA0I8PLB7iOaoF3fsICy2wOZKYlWwDbNNFIDcSk6uuqCxpkJR/kbgFYnl/rU6Lfa2BcEyc0YygMSqIHCyadMmIVj4NCNe08pPdR2zRkolExs0wEVZ/u9bskbDorg4rr37Lrz7biWMrnTE86xs1O3WHCubkj9fvVrHxfk7heta//6DWbhwBVKplOvXU/i//xvH/v0RhdZxrqGivXMtWta1x1YhI0er59ytTI6l3CUly2T3d/PmdaZNe4ft27fw/fdLqF/fmUWLVgIQFvYrRp2eS8G7aLNgGDJl8Y/GVjZK6vk25/qfp8nJyWHNmjVMmDChAo6KSHWwd+9esrKyikxvWU9RxA4p5raWTeeyydQW7clz8oaW+Ds63mxph2edAjFCIpHgVU/B34nqQstnZmayd+9eevXqVUF/SeVx5swZ4fXo0aNLXXbmzJnMnDmzkkckIiIiIvK08sRYRX344Ydcv36dzp07FypdrAgaNmxY6r8OHTpU6P5EHk8craU894yCXu7W9Pe0pZ+HDX09bHjj3v/9PGzo72lLL3drnntGgaP1E/P1qVZ2x+fSs6m18P6bkG9QKVQEBwYjk5oCh7/9th4/P98K63lx6VIMfn6+gmghk8oIDgxGpVAx98e5wnI93a2JiM8taTMiIlVGWp4BF/uCQPrG7RsZ+J+ByK1MYt769StRq9UlrV4pqNVq1q9fCYBcLmfgfwaycftGYb5LDVmRbMLKpoWtbYmixbHMTP7v8mWOZ2YWO99OJqO5bYE9lKVYYSli6PJ1wnEH0GoLhM3qwHL/CrkCXX6BWCSRW4ovVftZiIhUJFc1GmbEx5NYzutcolrNjPh4rmmq93sq8mCc/vNcqfMT1x4Welp4e3dg/vxQpFIpV65cpk+flwqJFv08ndg7ogtJAT3Z+t/nmfNyCz590YM5L7dg63+fJymgJ3tHdKGfRRXF/v0RvPFGVxIS4pBKpQQHLxNso/KS75C49lDp43+ttfA6JCQEY2U2lxepVMLCwoqdbmnxpMk3suV8NstOZBUrWpjJ1BpZdiKLLRey0eQXLFdSr4yS9v24sXz5cgAcHR3p27dvNY9GRERERORp5omIvP7vf/8jNDQUKysrfvrppxIbQ4mIlBc7hYTubioGNLehmYOctDw9u+Py+C0mh62xuWyLzeX3e/9vjc3lt5gcdsflkZanp5mDnAHNbejupsJOIZ6TJaHRQ/R1Le2cTDfwObk5jPlwDG4N3Vg4ayEKuWl6dPRRevRozw8/zHvoAK1areaHH+bRo0d7wR5KIVew6ItFuDV0Y8yHYywsohREp2rQ6EvboohI1XEnz4C90nQt2Xt4Lxqthp5dTc1l09Nvs3z5D1U6nmXLFnPnjqn5c6+uvdBoNew7sg8wVStVtWgB0L4Yaw6twcDy1FSCk5K4odUyPymJFampaA1Fx9ehRg3htaU9lKVtVHZONvZ2BftJTU2pqOE/FNevF1R92tvZk52bLbyXWthD6bVi3yWRJxsjUK+clZf15HJEye7xx76lC7ZudUqcn3XpOim/m/opKZVKoQr3+vUUBg3qRXLyVcBUYbFjyPOEvdUR38Z1S3wmlEgk+DauS9hbHdkx5Hmca5h6RiUlJTJoUC+uX0+510Q4VGjYnbItmuzLN0oco23juti3MFkHnj9/nr///rv8B0Kk2tHr9Wzbtq3IdDuFBNeapt/UK3d1fB95l8jksguikUka5kfeFXpfuNayKvb5cNu2bej1j/fDR0JCglC1OWrUKOE7IiIiIiIiUh089sKFVqtl3LhxGI1GAgICaNWqVYXv49q1a6X+O3r0aIXvU6R6ca1pRX9PGzq6qDieqmHLhVwikzUkZerRPyCBSm+EpEw9kcmm9aJStTzvoqK/p41wwytSmMvpOhxtZDS6d3zS7qQxfMpwXOq7sDp4Na4NXAGT5+ycOZ/i49OY2bM/Ebz1H0RiYjyzZ3+Cj09j5sz5VGjE7dbQjdXBq3F6xonhU4aTdi8I61rTCkdrGZfTxUCfyOPDsRQNHZxNwRWDwcCG8A2MfHOkEJj57ruZFVaV9CAuXbrAvHmzAFMAaOTAkWwI34DhnhjQ3kXJsZSqzXCWAO0shAeAJLWaz69cYY9F022Av+7c4fMrV0i6TwRtZ2+POYygTS9o8G3tXFt4HRsfi6e7p/D+zJkTFfMHPCSWzdk93T2JjSuwu7J2KRi3Ni0bEZEnGS9bW6zLaQNnLZPRyqKSSuTxxLJaoThStp0wKVfABx/MpFkzT4xGI//3f+ME0cKrnj1R47rxn2b1y7Xv/zSrT9S4brSsa/r9SEpK5P/+z/Rs2ayZJ9OmBZoWNELytuhStgT1XyuoGiku+C3y+HPkyBFu3rxZZHrLugoMRvjjUg4/Hst8qOSMtDwDIccy+eNSDgajaZv3c+PGDSIjIx9q7JVJcnIyly5dIiIigv79+6PT6VCpVEyZMqW6hyYiIiIi8pTz2EdZv/rqKy5cuECjRo0IDAyslH00aNCgUrYrUpTz589Tp07JGVcVidFo5NtvvyUoKEiYppTBq01tuJmjZ2tsrrn3n4BEIsGtgRteHl54NPHAztYOuZUcXb6OrJwsYuNiOXfxHAlJCUKJeIbGwF9X8pBKTI2eW9VTsDs+t1Am/7Rp0/jggw8eWC10+/btIl7JVXnMKpp9+/bx1ltvAbArLo9+njbkG4ykZOlJu5PG0MlD+ei9jwhbEsbCFQtZtXkVRqORO3fSCAkJIiQkCFfXJrRu7U3r1t7Ur++EQqFEq9Vw/Xoqp09Hc/p0dBGBwxxonTx6MuF/hTP3x7lCpYVzDRlt6yvYGltgEbVx40a6detWZcflceDfdq5VBZV1zEaPHs327dvJ0hqxV0qQSkx9SdeGreWtPm8xYsAIVm1ehUajISDAn7CwfRXaD+Z+dDodAQFjBQFw5MCRONRyYG3YWgCkErBXSMi+Z53Qp08fli1bVuy2KvKY5V2/zv/++1/hfYM33qD7+PGMUqlKXEevVhP7ww8k32voXdPKCke5nNs6HdmXb1Dbxw0Am0aOSKxkGPP1nI09S1PXpqiUKtQadSHhoDow71+lVNGkURPOXjwLmGyibBo5CstlxxUEYn788UcGDBhQtQOtZsRrWvl53I7Z2a+/JnXXrnKv9/24cbT8+ONKGFFRHrdj9jjzxhtvCAHaWm1cS1xOezeX24cuAuDgUIfRo029I9avXynYQznXULF7eGfq25V8vS+N+nYq/hrRBZ8l+0nJUrN/fwTr169kyJBRjBkzkZCQIO7cSeP2/y7ReExXFLVsit1O7baNhNdRUVHFLiPyeLN169ZipzvayFj4Twap2aVXQ5j7U+zcubPY+UZgX4KamNs62tYvvlJh69atdOnSpcxjrgqGDh3KgQMHCk374osvcHFxqaYRiYiIiIiImHishYuYmBi+/vprABYtWoStmFH1xFOnTp0KbaxeEgaDgSlTprBo0SJhmruDHO/6CnbF5ZGhKciikUqldO/cnUG9B+HdyhuVUkVcYhwxl/+fvfMOi+J62/C9lGUpgl3AAlIU7IIlahLFRNREbCEao0SNLdZo5IspJqDGWKIRa2LvXYOKiS0K6s8SFCxYsCFYAAsofQvsfn+sDCBFUbCe+7q8nJ05Z86ZYWdn5jznfd5IklOTSVemY2xkTOUKlXm/+fs42jmiVCkJjwhnY9BGgo8Fo9Vq0eog9LYKKxMDutQ2JzxeJc3onzFjBiqVioCAAAwMihfo9KLOWWnQo0cPLly4wIQJ+pnb2yPT6eJiRnicmhtJmaSlp/HzzJ/Zc3APk3wn0emDTqzcspLdB3ej0ehDrWNiooiJiSIoaMsT2zM2NqZD6w7SQOvwn4ZLibhBH2nR2EbO9sgc0cLPz49PP/20hI/89eR1/q69LErinI0ZM4adO3cCEBanpomtCaG3VaSlpzF+xnjmTZxHyPEQYm7FEB4eyujRA5g7d0Wxf0ueBv1v5wDJas2+uj1ff/k1w38anstmzYSTceo8/S/OOXjWc6YtXx57Ly8eXLxIgxEjqN6u3VPVs546lRtt2xIxfz6GVauScOECkHeg38DYEHP7iqRevUP0rWiUKiW1HWtz5sIZoqOvcePGdWrUqFnsPj8v2b9/oI+2UCqVRN+MBsDcviIGuXJz5LY48fDwENcy4jftWXhZ50yr0ZBw7Ngz1b1/9CgVypbFoBQF3aIQ37P8aLVazp3Ti6wmlcpgbGVaaNk7+85JOXp69eqHQqFArVYzbdrPUpklXo2fWbTIxtpCwWKvRny8Ti+mTJ/uh7d3bxQKBb169WPBgpnoMrO4s+8c1T8tOL+hsZUZJhXLoLqfwqlTp9BqtaVyLxaUDjqdrtAcE7uupFNU0L25uTm///47gwYNAmDRokV88803pKcXnCsvLjWL+KsFbwsMDGT69OmvpP21mZkZtWrVYvTo0fTt2/dld0cgEAgEgldbuJg1axZqtRoHBwfS09PZsGFDvjLZD8UABw4cID4+HtDPABVCx9uJTqfLJ1q0dzQlIT2LTRdyrEHMzczx6e5DT6+eyI3lbPlnC/NXzefStUsoVYXnWFCYKKjtWJu2LdsycexEVGoVG4M2siZwDWnpaSSptGy6kEZTWzntHU3Zcy0D0ItvMpmMgICAV/JBtbTw8/MjMTGRuXPnogO2ReqTdVc2N+BkrH7w88jJI3h96UWfbn0YM3AM3w37ji3/bCH4WDCRVyOf+PdwcXLBo4UH3h955/t7ZNPEVk4FU0O25RItRo0aVWqRXALB0+Lh4YGrqysXL14kJimT+pXlWJkYkKTScvTkUf4+8DfTvp/GF6O/QK1RExi4AZlMJnmAlxQajYbRowdISe3lxnKmfjeVoH+DJAHQysSAKmaGhD7yfXZ1dX1h0UoGhoa0nDr1merW8PSkhqcnWq0W89WrSU1NzedlbuFUmdSrd9DpdIRHhNO2ZVvOXDgDwOrVi/nxx1+f+xiKy+rVi6VljxYehEXkzPC1cKqSp2zaVb0QU6ZMGZydnV9MBwWCEuJOaCjq5OQCt1X74AMajR3L6RkzuHXgQL7t6uRk7pw4gU3LlqXdTcFTcvnyZVJT9fZ1j/9WPU7ifzlRsz4++kHhXbu2ce+e/je6q4sNHZ2L3sfT8pGzNV1dbNgWGcfdu/Hs3r2dzp0/xcdnEAsW6CO0E0OjChUuAMydKqO6n0JKSgpXrlyhdu3aJdI3QekTERFBVFTBNrRFiRatWrVi5cqVODo6SuuGDBnCBx98QN++fTl69GiB9Qrb57Vr1zh37lypWGA/KyEhIS+7CwKBQCAQFMgrLVxk21RERUXRq1evJ5afNGmStHz9+nUhXLylTJgwQRItZEBXFzPCHs3wz6ZVk1ZM8p1EwsMEZi6ayZ6De9Bkap5q/0qVkjMXznDmwhnmrZhH+9bt6ftpX3p69WT8jPHSAN+JWDV2VkZ0dTFje6R+Fs+cOXMoV64c/v7+JXzUry7ZYg0g/V32XMvAqbwRPeqYSxEwaelpLFy7kMXrF+PRwoMenXrQu6t+JlzUjSgpAkatUSM3lmNpYYmLkwsONRxQKpWERYTx04yfCDkeIvnwg36gtb2TKeFxKkkoAb1oMWvWrLdKRBK8mmRfI+3b6xNx74tKp0ttc0lonbpgKmtnryXAL4CRP48kS5vFX3+tJzr6GrNmLcHZ2aWo3T8VV65EMmbMQCnSwtDAkAC/ABRyBdP+mCaVa+9kyvbIHEFw9uzZr9U1ZGBgQOPGjTl8+DCqeylokjKkmcBl3eyJ3x0BwKadm5jwzQTmrZiHJlPD+vUrGDv2ZxRF2FKVNEqlkvXrVwD6aDLvj7z5eWbODOSyjXOsVzRJ6ajupwDQuHFjMQNY8Npxc9++fOsM5HLcx43DqWdPZDIZ782Zw5UNGwifPh2tWp2vvhAuXh1y2yhZOFYutJwuS0va9XsA2Ns7SpFtGzaslMqMauZQon0b2cyBbZFxUjudO3+KnZ0DdnYOxMREkRZ1D12WFplhwb+jFk5VSDx+DdAfpxAuXh8Ki7YoDLlczqRJkxg7diyGBeTfcXJy4tChQ8yYMYOffvpJihZ/2r68SsKFQCAQCASvKuLNVvBGsXfvXsmWCPSixfFbKkm0MDczZ5LvJOZOnMvKLSvpMbQHO/fvzCNa2Ns70rnzp/z446/Mm7eCRYvWM2/eCn788Vc6d/4Ue/uc2TaaTA079++kx9AerNq6inkT5zHJdxLmZnrRLCYpk9DbKrq45HjlTpgwgX0FvKC/yRgYGDB79uw80Q1XEzPZfimN92soaFbVBINHY59arZb9R/Yz5PshNPVqSqf+nVi0dhF37t/B0MAQS3NLDA0MuXP/DovWLqJT/0406dSEId8P4cDRA5JoYSCDZlVNeK+Ggm2RaXkScfv5+T2TbZdAUFp4enoycOBAAFRZEB6vpomNPqljWnoaA74dgH11e+ZMmIPcWL8+PDwUT8+mzJ8/A6Wy8KikolAqlcyfPwNPz6aSaCE3ljN34lzsq9sz4NsBuSyi5ITHqaT8PYMGDaLdU9o1vUo0adJEWn54OkZartDMAXl5/W/3gaMHUKlVtG+tF5MSE++zbNn8F9rPpUvn8eBBAgAdWndApVYRfCwYAHkFCyrkGsx7cOqGtOzu7v5C+ykQPC/arKx8kRRWjo502LgR588+k8RRmUxGrV696LBxI1a5Zj4D3Nq/H21W0d70ghfHmTNnpOWiIi7SbyaiVeufzxo0cAP0z4Hh4f8B+twWbexLNn+Ih31FbMvoRejw8P+k50apfXUm6bcSC62fW4g5ffp0ifZNULoUR7ho0KABJ06c4Ntvvy1QtMjG0NCQcePGcfLkSRo0KDoJ/bP2RSAQCASCt5lXetRuxYoV6HS6Iv/lHggNDg6W1tvb27+8jgteCklJSdLAH+jtocLi1FKStQrlKrB29lqcazrTbXA3KRE06JMBDh/uy/Hjlzh69CJ//rmW4cN96d79czp1+oTu3T9n+HBf/vxzLUePXuT48UsMH+5LuXL6xKg6nY4Vm1fQbXA3nGs6s3b2Wio82habkkV4nJr2jjn+vgMGDCC5EEuENxWZTIa/vz979uyhevXqgH6ANuhKOvGpWXSpbcaHNU2xNMmZva3T6Yi+Gc3O/TuZuWgmEwImMH7GeCYETGDmopns3L9T8nvPxsrEgA8dTOla24z41Cx2XklH/Wgso3r16uzduxd/f//Xapa44O1g5syZ0rVxNVFDBTNDaljpAyMTHiTgM9qHqtZVWRWwCrtq+tn2KpWKyZN/wN29Jr/88n2+RPWFERMTxS+/fI+7e00mT/5BinC0r27PqoBV2FSxwWe0DwmPBs7trIyoYGooCYA1atRgxowZJXr8L4rOnTtLy3G7zkrLMkMDrDvoBx20Wi0bgzbS99O+0m/Fb7/5c+VK5Avp45UrF5kxQy/Cy2Qy+nr3ZWPQRmmAzbpD/TyzgeN35QwSdunS5YX0USAoKTLu3EGZkCB9durZk/YbN1K2Vq0Cy5etVYv2Gzfi1KOHtE6ZkEDGnTsFlhe8eB48eCAtZwvCBZEWlZNrqH79xgBcv36VlBT9M3JT27Il/rwmk8loYlsWgOTkJKKj9dET2cKFvl/3Cq0vr2AhLT98+LBE+yYoPa5fv55HUCsMAwMDvv/+e0JDQ4slRDRo0IDQ0FC+++67p5oYdfr0aaKjo596/wKBQCAQvK280sKFQFAcfH19uXnzJqBPxJ2QniVFWlQoV4HVAau5HX+bL0Z/Qcwt/SxbExMTxo+fwsmTUfz4469PnXy1Ro2a/Pjjr4SFXWf8+CmYmJgAEHMrhi9Gf0HsnVhWB6yWxIsbSZkkZGThVF4/CHnz5k18fX1L9PhfFzw9PTl37pyU3A705ycwMp3jt5W425jwiasZ71QzobqlIYZPeF81MoDqloa8U01fz81GzvFbSv6KTM9jDzZ48GDOnTv3Ws4QF7wdWFpasmTJEunznmsZuNnIsS2jn+mX8CCB3l/35nLUZQIXBdLv037SgM6DBwksWDCTFi1caNHChSFDPmf+/Bls3bqWoKAtbN26lvnzZzBkyOdSmQULZkoz+mUyGf0+7UfgokAuR12mz9d9JNHCtowhja3lUr4egCVLlmBpafmiTk2J0rp1a1xdXQFIPn+btOj70rYqnvXIDv9aE7iGCmUr8MUnXwB6kWjMmIHFsoJ4FjQaDWPGDJLEpL7efSlftjxrAtcAjwQWz3pS+bTr90i+EAtAnTp1eP/990u1fwJBSWNapQr2Xl5YOTnxXkAAzX7+GSPTwpM5AxiZmtLMz493Z83CyskJ+86dMbO2fkE9FjyJ3FGABiaFOxNnpqmkZRsbWwBu3LguratbqXTuM/Vy7Te7PWtrmwL79TiG8pzjedZoR8GLZ9u2bU8s4+joyOHDh/n111+ld7viYGJiwpQpUzh06FCefBjP0yeBQCAQCN52XukcFwLB07J3715pwM/EENys5ZI/vLmZOUunL+X6jeuM8htFllY//d7Nrdlz+8MrFAqGDRtLu3YfS/7wao2akT+PZO7EuSydvpTeX/cmLT2Nk7FqetQ152ZSJqosWLx4Md7e3nh6ej7/CXjNsLS0ZNGiRXh7ezN69GguXrwIQKpaR3C0/iWwvKkB1SyNqFtJjqmxDJ1On+ROhz53iQz9+GK6RkdsahaXEzQcv5X/RdPV1ZXZs2cLwULwWuDp6Ymfn59kebc9Mp0uLmaEP8rTk5aexs8zf2bPwT1M8p1Epw86sXLLSnYf3C0NqMfERBETE0VQ0JYntmdsbEyH1h2kwfHhPw2X8vSAPtKisY2c7bmS2vv5+b3W15NMJmPYsGGMHDkSgLh/zuA07AMATCpYUKVdXe7sOUdaehrjZ4xn3sR5hBwPIeZWDOHhoYwePYC5c1eUitWcVqtl9OgBkm2XfXV7vv7ya4b/NFyy7Kr8YR3k5XNm/OaOGhk2bJiIJhO8dhgYGtJy6tRnqlvD05Mab+Fz1KuOOlcOEplR4TY72sycnGRyuUm+uubywus+D2bGOfvNFomz2wfQagq3HZMZ5fz2Z9cVvPo0bNiQSpUqce9ewdE0Q4cOZfr06VhYWBS4vTi0atWK06dP83//93/8+eefBZapVKlSsSI6BAKBQCB4WxERF4LXHp1Ox+jRo6XP7RzM8swM/m7YdyjVSsZMHCOJFt279yIwMLhEktoCODu7EBgYTLdunwGQpc1i9ITRKNVKxg0dJ5XbczUDT4ecfBejR4+W7KreRjw9PTl//jwHDhzA29s7j4dsYoaWs3fU7L6WQWBkOtsupbP9Ujo7Hv2/7VI6f0Wms/taBmfvqEnM0ObZt5eXFwcOHOD8+fOv9SCr4O3Dz89PGlTXAdsi03GtaEwTW7lU5sjJI3h96cW+w/sYM3AMIRtDGDNwDI3qNkJhUnQCaYWJgkZ1G+Wpt+/wPry+9MojWjSxleNS0Zhtkelk/0qNGjUqj0Xj64qPjw/m5nr7knshF8lMzxl8qtnvPckK5OjJo/x94G+mfT9Nyi0SGLiBUaP6l3jkhUajYeTIfgQGbgD0uUamfjeVoH+DpL+LvKIFNfvnRFRkpqu4G6wXfs3NzfHx8SnRPgkEAsGzIJfn3K90mYWLAAa5RAC1OltAyKmbpi6dvCXpuYSJ7Jn12e0DGBgXLpjocoktzzIrX/ByaNu2LadPn6ZNmzZ51tva2rJr1y4WLFhQIqJFNhYWFvzxxx/8888/2NjY5Nnm4eHB6dOnadu2bYm1JxAIBALBm4oQLgSvPcHBwdKMfTsrI+6mZ5Gk0r9UtGrSio/bfsy4KeNQa/QzuLp378WcOcsxNjYu0X4YGxszd+4KSbxQa9R8N/U7vD70omWTlgAkqbTcSc+SfOsvXrxISEhIifbjdUMmk+Hh4cHmzZuJiYnB39+fFi1aYPoEm4gnsXTpUjw8PMTsY8Frh0wmIyAgQBIvQG8b9VCppUcdc6xM9LfutPQ0Fq5dyIeff8jPM3/GxdGFJdOWcPLvk+xYtoPpP0xn/KjxfDv0W8aPGs/0H6azY9kOTv59kiXTluDi6MJPM37iw88/ZOHahdKMfisTA3rUNeehUptHBB41ahSzZs16I64pKysr+vTpA0BWhoYba49J24wsFDiN+FD6PHXBVBRyBQF+ARga6Aez/vprPd26eZRYzosrVyLp1s1DEi0MDQwJ8AtAIVcw7Y9pUjnnEe0wMs8ZKLux9hhapV5A8fHxeW3tuwQCwZuFQpEjoGtVmYWWy/17Fhent7zLbdt6/l7p5IM7l2u/2e3Fx8cV2K/HyVLnHE/u4xS8+tja2vLvv/8yYcIEDAwM6NWrFxEREXTo0KHU2uzYsSPnzp3js88+w8DAgAkTJrBv3z5sbW1LrU2BQCAQCN4kXnurKH9/f/z9/V92NwQvkQULFkjL7jZytl3SW5qYm5kzyXcSs5fNlnJaZNtDlYbFB+gTugUELCUmJorw8FCib0Yze9lsfvH9Ba8vvR5ZRqnoWttMyr+wYMECPDw8SqU/rxtVq1bFz88PPz8/MjMziYyMJCwsjLCwMOLi4lAqlahUKkxMTFAoFNjY2ODu7k7NmjVp3br1y+6+QFBiGBgYMHv2bMqXLy/ZRl1NzORmUiaeDmbcSc/iZKwKrU5vL7T/yH72H9mPTCbDrpod9WrVo7ZjbSzMLLA0t0STqeHO/Tsc+u8Q5y6fy5fUHvTWa01sTahsZsi2yDRyT3TNvi7fBNEiG19fX1auXIlSqSQ26BQVWjpjVbcqAOWb1KTyh3W5++950tLTGPDtAFYHrGbOhDmMmTgGtUZNeHgonp5N8fX1Y8CAEc80gKVUKlm6dB4zZkzIsSsxlhPgF4B9dXt8RvtIglKVdnUp524v1U06f4vYoFOAfvBs7Nixz3lGBAKBoGQoV66ctKxOTMO8ZqUCy5k7VJaWIyL0v2c1azpRpowlKSnJnIh9iE6nK9F7j06n42TsQwAsLa2wt9fnIjh7NjxXvwruL4A6IVVaLlu2bIn1S/BiMDQ05Oeff6Zfv37UqFHjhbRZvnx51q9fz7Rp015YmwKBQCAQvCm89sKF4O3m9u3bUmKzMnIZySod2keeJn269SHhYQKrtq4C9OHcs2YtKfFIi8cxNjZm1qwleHo2RaVSsXLLSjp90Ik+3fqwcO1CtDpIVuuwkMtIVesIDAwkNjZWzLx5DCMjI+rVq0e9evXo27dvkWUL86sVCF5nZDIZ/v7+tGzZkoEDB3Lz5k1UWRB0JZ0aVkZ0qW1GikpHaKySZJX+h0+n0xF9M5rom9Hs3L/zqdqxMjGgaVUTLOUyTsapCb2dY5dRvXp1li5d+kbarTk5OfHLL7/g6+sLOrgyey+N5/TBUKG/RzgObkPGzURSLsWR8CABn9E+LJ2+lFUBqxg3ZRwxt2JQqVRMnvwDCxbMpFevfvj4DMLOzuGJbcfERLF69WLWr18hJUgHfU6Lqd9NxURugs9oHylBehkXGxwG5wjcWUoNV2bvI9vDa/LkyTg5OZXg2REIBIJnp2HDhtJy6tU7eUTX3JhVL4+B3AitOlMSDgwMDHBza87Bg/uITVESEn0fj0KEj2chOPo+sSn6fGpubs2lyUxS+3IjzKqVL7R+6rW70nKjRo1KrF+CF8vLEBCEaCEQCAQCQfERVlGC15olS5aQlaWfFtzU1oTQWP2LiIGBAT29erJy80oph8T//Z9/ieW0eBLOzi74+up94HU6HSu3rKSnV0/p5ejEbRVNbfVh6FlZWSxevPiF9EsgELx+eHp6cu7cOQYNGiStu5GUSWBkOsdvK3G3MeETVzPeqWZCdUtDDJ8wMdXIAKpbGvJONX09Nxs5x28p+SsyXYoEAxg8eDDnzp17I0WLbEaPHk2LFi0AUMY9JGZNTo4PQ1M5df27SjNvEx4k0Pvr3lyOukzgokD6fdpPmgX84EECCxbMpEULF1q0cGHIkM+ZP38GW7euJShoC1u3rmX+/BkMGfK5VGbBgpmSaCGTyej3aT8CFwVyOeoyfb7uI4kW5g6VqOvXVRJUAGJWH0EZ9xCAli1b8vXXX5f6uRIIBIKnxd3dXVrOPdD/ODJDAykaIzr6GjduXAfgs89yJqzMCY0q0b7NzbW/7HZiYqKIidGvN3eohMyw8Ffk1Kt3pOXcxykQCAQCgUAgKHlExIXgtWb37t3ScjlTA2nWcduWbTGRm7Dn4B4AypevyJdfDn+hfRswYIQ0MLX74G6+G/YdHi082H9kP0kqLeVNc16K9uzZ80YkvBUIBKWDpaUlixYtwtvbm9GjR0t5fVLVOoKj9YJteVMDqlkaUbeSHFNjGTqdfkK+DpA9+mcgg3SNjtjULC4naDh+S5WvLVdXV2bPnv1GCxbZGBoasnz5cho1aqS3jNoRjlX9alRorrcOMbJQUH+yN+f9t5FyKY609DR+nvkzew7uYZLvJDp90ImVW1ay++BuKVl39gBYUNCWJ7ZvbGxMh9Yd6Ovdl/JlyzP8p+F5EqSXcbGhrl9XjCxybKgS/ruWxyJq+fLlGBoWnkhWIBAIXjS1atXCwsKC1NTUPAP9BVG+uQMpl/T5JVavXsyPP/5Kx45dqVzZmrt349kWGcc/V+L5yNn6ufv192X9/gAqV7amQ4cuUrtSf5oVHTWXdlUvxJQpUwZnZ+fn7pNAIBAIBAKBoHCEcCF4bcnMzOTMmTMAVDA14HZyjiF7j0492PLPFjSZ+oGkXr36vfAEegqFgl69+rFgwUw0Gg1b/tlCj0492H9kPwC3U7Iob2pAYoaW06dPk5lZePJCgeBlkJmZycWLFwkLCyM8PJzY2FiUSiVqtRq5XI5CocDW1hY3Nzfc3d1xdXXFyEjcVkoTT09Pzp8/T0hICAsWLCAwMFCKOkvM0JKYoeZs0WNEBWJoaEi3bt0YNmwYbdq0eaNyWTyJ2rVr57GMipz2N3X9u1G2QXVAL17Um9SdqMUh3Nl3HoAjJ4/g9aUXfbr1YczAMXw37Du2/LOF4GPBRF6NRKlSFtqewkSBi5MLHi088P7IG5VaxcagjawJXCPlswB9TguHwR55Ii0enrlB5LS/JYuoX375hVq1apXCWREIBIJnx8DAgMaNG3P48GFU91LQJGVgbGVaYNkq7epxY90xdJla1q9fwdixP6NQKPj22wn4+g4BYFDQacIGt8Ha4tmf5eNTlQzeeVr6/O23E5DL5SiVStavXwGAzMiQKu3qFboPTVI6qvspADRu3LjUcuYJXh0ePnxIYGAgoaGhhIWFER0dLT0H29vb4+7uTrNmzejWrZvIeSIQCAQCQSkgRpgEry0XL14kIyMDgGqWRtxK0Q/8y2Qy3Oq7MX/VfKmsj8+gAvdR2vj4DGLBgpkABB8LpnfX3tK228mZVLM0IjFDTUZGBpGRkVSpUuWl9FMgyOb27dssWbKE3bt3c+bMGekaexpMTU1p2LAhHTp0YODAgVStWrUUe/r2IpPJ8PDwwMPDQ/p77dmzh9OnTxf779WoUSPat2//1v+9xowZw6lTp1i7di06TRYXJm2nzk9dJPHC0FSO8yhPKrR05uq8f1EnpJKWnsbCtQtZvH4xHi086NGpB7279kahUBB1I4rIq5Ekpyaj1qiRG8uxtLDExckFhxoOKJVKwiLC+GnGT4QcD0Gr1Up9kVe0wHlEu3ye8A/P3ODCLzvQafRCVZ8+fRgzZswLO0cCgUBQHJo0acLhw4cBeHg6hkqtC7ZrlZc1o2KrWtw7GEli4n2WLZvPsGFj6dWrHzt3biUkZC+xKUo+XHWEf79o9UziRXyqvn52bgsPj/b06tUPgKVL50m2fRXfdUZe1qzQ/Tw4dUNaFjZRbzaRkZHMnDmTtWvXFvpsde/ePU6cOMGff/7J8OHD6d27N2PHjsXF5cVYEwsEAoFA8DYgpokIXlvCwsKkZZsyhsSl6Adz7KvZozBRcOnaJf1ne0dq1Kj5UvpoZ+cgJWqNvBqJQqHAvro9AHGpWdha5Nh75D4egeBl8OWXX2JnZ4e/vz/Hjx8v1iA4QEZGBsePH8ff3x87Ozu8vb05cOCAlGdGUPJUrVoVPz8/jh49SnJyMhEREaxYsYKRI0fi7e1Np06daNeuHZ06dcLb25uRI0eyYsUKIiIiSE5O5ujRo/j5+b3VogXoZwcvX74cLy8vALRKDef9A0n471qecuWb1MRt/hdUaV9P8kDXarXsP7KfId8PoalXUzr178SitYu4c/8OhgaGWJpbYmhgyJ37d1i0dhGd+neiSacmDPl+CAeOHpBEC5mhAVXa18Nt3hf5RIuE49c4P2EbWqU+irBz584sW7ZMzPYVCASvLJ07d5aW43adLbKsbZfGej9D4Lff/LlyJRKZTMbvvy+iWjU7AM7fS8F9UQj/XIkvVj/+uRKP+6IQzt/TR0pUq2bHzJkLkclkXLlykRkzJugLyqBqF7ci9xW/64y03KVLl2L1Q/B6oNFomDx5Mg0aNGDJkiV5noVlMhm2VWypWb0mtlVs80SnZmRksGTJEho2bMivv/4qIukFpU50dDQymQyZTMaKFSvemrYFgtyEhIRI38WQkJBn2oe9vb0+32C/fiXaN0HJISIuBK8t4eHh0rKZkQFZj8ZG69Wux7WYa5JVR4MGRb+ElDYNGrgRExOFUqUk6kYU9WrVI/pmNJlaMDPOeeANCwvjo48+eok9Fbzt7Ny5M8/nCo9yJtiUMcTMyACtTldAzgQZ6Zla4lKyuJWcSUKGfhA2KyuLrVu3snXrVlxdXQkICMDT0/NFH9JbhZGREfXq1aNevXr07dv3yRUEeTA2NmbTpk306NGDoKAgdJosLk7ega1XY+x8WkmWTUbmJjiPaEeNXi24s/cc8bvPok7UWzzpdDqib0YTfTOanft3FtWchLyCBdYd6mPtWQ95eYs827KUGmJWH9HntHh0j+vcuTMbN27E2Ni4gL0JBC8OrVbL5cuXCQsL48yZMzx48CCfnWC5cuVo2LAh7u7u1KpVS4htbxGtW7fG1dWVixcvknz+NmnR9zG3r1hg2TLO1th2diN2ezgqlYoxYwYSGBiMtbUtmzbtpkePDty6FUNsipKP1x2nq4sNI5s54GFfsUBrQ51OR3D0feaGRkk5LUAvWmzatBtra1s0Gg1jxgxCpdLnerLt4oaFU+GRz2nX75F8IRaAOnXq8P777z/P6RG8gty7dw8vLy/+++8/aZ2FuQVdPbvi+b4ndZzrYGGec59OTUvlwpUL7D20l217t5GaloparebHH38kKCiIoKAgKlYs+Dv/KhESEoKHh0e+9YaGhlhaWmJlZUX16tVxd3fn3XffxcvLC7lc/hJ6KhAIBILnxd7enpiYmCeWs7OzIzo6uvQ79BQI4ULw2hIbGysta3PN6K7tUJvIq5HS5/r1G7/Qfj1OgwZuUpLWyKuR1HasLQ1oaXNNRI+LiyuoukBQKqSkpBS43kIuo5mtCeUe5Y25lZLJubtqSRgsCEOZPurJubwxbSwNeZChJTRWRapaX+nixYu0b9+eQYMGMWPGDCwtLUvjkASC50ahULB161b69+/P2rVrQQexO06ReOI6zl97YlU3JzLFpIIFNXq9Q/UezUgIjeLhqRhSr94h7fp9dJlZhbYhMzbE3L4iFk5VKNvYjgrNHKTojdwknb/Fldl7UcYlSev69OnDsmXLhGgheCnodDoOHjzIjh07OHnyJKdOnSI1NfWp61tYWNC4cWOaNGlCly5deP/999+qfDpvGzKZjGHDhjFy5EgA4v45g9OwDwotb9enJYknolDGPiQ8PJTRowcwd+4K7O0d2bHjIN98M5iQkL0AbIuMY1tkHLZlFDSxLUu9SpaYGRuSrsni3L1kTsY+lGyhsmnTxpPff1+EtbUtWq2W0aMHEB4eCoBp1XLY9WlV5PHkjhoZNmyY+O6+Ydy7d482bdpw4cIFQB+JOeCzAXzV5yvMTc0LrGNhbkGzRs1o1qgZYwaN4c81f7J0w1K0Wi3Hjx+ndevWHDx48LUQLwoiKyuLBw8e8ODBA6Kjozl8+DABAQFUqlSJUaNG8d1334ncdoICWbFiBf379wfg+vXr2Nvbv9wOCQSC1xpxpxG8tiiVOS8kucdULcwtSE5Nlj7b2Ni+wF7lx9raRlpOTk3Gwixnpk7ufuc+HoGgNNm7dy9ffvllnnV2Vka428hJUuk4EaskWfX09k5ZOriVnMWt5Cy4DVYmBrxTVYGliYywODUxSfpw+cWLF7N7926WLFkioi8EryzGxsasWrWKxo0bM378eJRKJcq4h0R8vwlbr8bU6N0CIzMTqbzM0ICKLZyo2MIJAK0mi/QbCWTEPkCrzkSnyUJmbIiB3AjTquUwq1EBAyPDwponM13FjbXH8kRZKBQKfvnlF8aMGSNmrAteOElJSaxevZoFCxZw8eLFZ95Pamoqhw8f5vDhw8yaNYs6deowbNgwfHx8hKD9huLj48O4ceNIT0/nXshF7Pu9m+f3MzeGCmNqjelAxA+b0WmyCAzcgEwmY9asJVhb27J2bRDr169g+nQ/7t7V20XFpijZcSmeHZcKt4+qXNmab7+dQK9e/ZDJZGg0GkaPHkBg4AZALyY7j26PoUnhr8WZ6SruBuu/++bm5vj4+DzrKRG8gmg0Gry8vCTRokrFKsydOJcGrg2eeh/mpuaMHTSWdu+2Y8TPI7h7/y4XLlzAy8uLQ4cOvTYTDoYOHcqwYcOkz6mpqTx48ICzZ8+yf/9+/v33X+7du8dPP/1EUFAQO3fupFKlSi+xx4KXgb29vbACFghec7p06cIvv/xS6PZXKbJOCBeC1xa1Wi0t575tGhsZk65Mlz7L5QW/IL0ocrev1qixNM95Oc/d7+xQdYGgtNDpdPj7+zNx4kRpnYkhtHM0425aFtsupeeJAgL9jEn7avbUq12P2g61sTC3wNjIGE2mhpS0FC5du8T5y+eJvhUtPcAmqbT8ez0DAxk0sTWhfmU5+6LSUWXBzZs3ad++PX5+fvj5+YkZi4JXEgMDA8aOHUunTp3o378/x44dk6Iv4veeo7KHKzYfNSzQ9sTA2BALx8pYOFYuVptp1+8R988Z7oZESrkssjlw4AAtWrR4rmMSCIrL1atXmTFjBmvWrCEtLS3fdpNKZbBwqqL/vjtVQV7eHAMTI2RGhugys9CqMlEnppF69Q6p1+6SevUOqns50X4XLlxgxIgRjBs3jj59+uDr64uTk9OLPERBKWNlZYW3tzerVq0iK0PDjbXHcBjUptDyli42uIz7mIu/BoFWx19/rSc6+hqzZi3B2dmFzz/vj7d3b3bv3s6GDSsJCztOSkpy/v1YWuHm1pzPPutLhw5dpJfvK1ciGTNmoBRpgYEMl3EfY+lik28fubmx9pj0uyyEtjeP6dOnS/ZQVSpWYe2ctVSzqfZM+2rg2oC1s9fS++ve3L1/l+PHj/Pbb7/xww8/lGSXS43KlStTr169fOs7duzIuHHjOH/+PD4+Ppw6dYrQ0FC6d+/O/v37X6kBLoFAIBA8mbJlyxb4e/8qIoQLwWtL7gek3EOfmkwNxkY5s1rU6pcrCORuX24sR5OZMyCVu98mJi9XYBG82ehtEUYzd+5caZ1TeWPcrOXsuZZBkkorrTcwMKBty7b06NQDt/puKEwUXIu5RuTVSJJTk0lXpmNsZEzlCpV5v/n7ONo5olQpCY8IZ2PQRoKPBaPVatHqIPS2CisTA7rUNic8XsXVRH30xYQJE0hMTCQgIEDMIBe8stSuXVuyRsiOvtAqNcTvOkv8rrNY1rHFumNDyjWugbGVWbH3r0lK58GpG8TvOiN5pxeEGMwVvEiysrLyfOdzY1m3KjYdG1C2kR3GVqZP3Jd5zUp5ks1rktJ5ePoGcbvOknz+NgBpaWksXLiQlStX8ssvvzB69GgMDQuPShK8XgwbNoxVq1YBEBt0igotnfPY7j1OheaOuH7vReT0v9FpsggPD8XTsym+vn4MGDAChUJB586f0rnzp2i1WqKjr3HjxnVUKhUmJibUqFETe3vHPM8WSqWSpUvnMWPGBGmikMzYEJdxH1OhuWOR/U86f0sfAYc++m3s2LHPe0oErxAXL15kwgR9gnYDAwPmTpz7zKJFNtVtqzNv4jw+G/EZWq0Wf39/unfvjouLS0l0+aVSt25djhw5QqtWrTh16hT/+9//WLBgAaNHj37ZXRMIBALBG4oYLRK8tigUCmk5twCQmpaKpUXOTKi4uMIHg14E8fE5uSssLSxJTc/xg87d79zHIxCUJDqdLp9o0d7RlLImMjZdSJNEC3Mzc77q8xX71+9nwjcTuHj1IgP+bwBNPm5ClwFdGDdlHJPnTmb6H9OZPHcy46aMo8uALjT5uAkD/m8AF69eZOLYify77l+G9B6CuZneEzhJpWXThTTKKQxo75gz0DV37lzGjBkjQo0FrzSGhoaMHTuWiIgIvvrqK8zNc7yuky/EcnnmLv7rs5AT/ZdwYfIObmz8j8ST10m9fo+M2w9Q3kki4/YDUq/fI/HkdW5s/I8Lk3dwov8S/uuzkMszd+URLXLvXyB40Vy9epX33nsPX19fSbQwNDXGumMDGs/1ocHUHlRq7fJUokVBGFuZUam1Cw2m9qDxXB+sOzbA4FHie6VSia+vL++//z6XLl0qsWMSvFwcHBxyPujgyuy9ZD0WVfY4Fd5xpP6vn6KwLQvoo5InT/4Bd/ea/PLL98TERAH6gWYHB2fatPGkfXsv2rTxxMHBWRItYmKi+OWX73F3r8nkyT9IooVp1XLU//XTJ4oWWUoNV2bvk0KkJ0+eLITkN4zff/8djUb/fRzw2YBi2UMVRQPXBgzoOQDQW1H9/vvvJbLfVwFTU1NWr14tRU3PmDFDOocF8eDBA3755RdatGhBxYoVMTExwdbWli5duvDXX38V2ZZMJkMmk+Hv7w9AcHAwXbt2xdbWFlNTU1xdXZk0aVK+qMB//vmHjz76SCpXp04dpkyZksex4XHUajVBQUGMGDGCpk2bUq5cOYyNjalQoQLNmzfH39+f+/fvF9lfe3t7ZDIZ/fr1AyAyMpJBgwZhb2+PiYkJVapUoVu3bhw/frzI/YB+EsH8+fNp3ry5lCTdzc2NGTNmlKhTQ1hYGAMGDKBWrVqYm5ujUCikZOzDhw9nx44d+d7VoqOjpb/NihUrpPUhISHIZDIpvwVAzZo1pbLZ/0JCQgrsy759++jTpw81a9bE1NQUS0tLGjZsyLfffvvEfKCxsbF89913uLm5YWVlhVwux9ramvr169OrVy9WrFhBcnL+CL3icO/ePSZOnEirVq2oXLkyJiYmVK9enVatWjFx4sQin12io6MZM2YMdevWpUyZMpiZmeHs7MyQIUOIiIgosM6ECROkc3blypUn9u+jjz5CJpNRpUoVMjMzCywTGhrKoEGDqFWrFhYWFpibm+Pi4sLw4cOLbGPFihVSX6Kjo1GpVAQEBPDOO+9QsWLFPNdpSbSXTUZGBpMnT6Zhw4aYm5tToUIFWrVqxeLFi9FqtU+s/yycOHGCXr16Ub16del66NevX6F2qd27d0cmk1GuXLkn2r9nZmZibW2NTCYrlnX2jh07pPO/cePGJ5YfO3YsMpkMQ0NDbt68+dTtvKqIiAvBa4utbU7uCoNcdjOXoi7xXvP3pM8REadeaL8e5+zZcGnZxcmFQ/8dkj4b5FIubGyKDlMXCJ6VCRMmSKKFDOjqYkZYnJobSTkPNK2atGKS7yQSHiYwc9FM9hzckyc6qCiUKiVnLpzhzIUzzFsxj/at29P307709OrJ+BnjOXryKAAnYtXYWRnR1cWM7ZHp6IA5c+ZQrly5Ah90BIJXCScnJ/744w+mTZsm+f1n+2EDqO6noLqfQuLxa8+0/zp16jB8+HA6dOiAo2PRg2kCQWnRtm3bnJcuGQXmdSkpzO0r4jTsA+z7vZsnr8vRo0dp1KhRieR10Wq1XL58mbCwMM6cOcODBw9QKpWo1WrkcjkKhYJy5crRsGFD3N3dqVWrlogCLGWUcQ+JWXMUh4Gtiyxn6WJD49l9iFl7lNjt4aCDBw8SWLBgJgsWzMTOzoEGDdxo0MANa2sb5HIT1GoV8fFxnD0bztmz4ZLAISED2y5u2PVpVWROi2xiVh9BGfcQgJYtW/L1118/62ELXkEePnzI2rVrAX2OxK/6fFWi+//K5yvWbV9HWnoaa9euZfr06ZQtW7ZE23hZ1K1bl3bt2rF3715u377NiRMnaNmyZb5y//zzD7179+bhw4d51sfFxbFjxw527NjBxx9/zIYNG7CwsMhXPzdTp07lhx9+yDOIHhkZyc8//8zu3bvZs2cP5ubmjBkzhtmzZ+epe/HiRX744QcOHTrEzp07C4zqGzx4MCtXrsy3PjExkdDQUEJDQ5k3bx7bt2+nVatWRfYV4K+//sLHx4f09BwL67t377Jt2zaCgoJYu3YtPXv2LLBuSkoKHTt25MiRI3nWnzp1ilOnTrFhwwYWL178xD48iVmzZuHr65tvAPjWrVvcunWL8PBwFixYQEpKyhP/Ps9DWloaPj4+BAYG5lmvVCo5e/YsZ8+e5Y8//mD9+vV06tQpX/3Dhw/TqVOnfMLEnTt3uHPnDufOnWPDhg1UrFixwPpPw9q1axkyZEg+kSz7XB09epRly5YRHR2dr+6qVasYPHhwPsHp6tWrXL16laVLlzJp0iS+//77PNv79OkjvSOvW7cOPz+/Qvt3//599u3bB0DPnj0xMsp7j8vMzGTUqFH88ccf+epeunSJS5cusXjxYubPn8+gQYMKbSe7rW7dunH69OlCy5REe7GxsXzwwQdERkZK69LT0zl69ChHjx7lr7/+YsyYMUX2tbgsW7aMIUOG5BF+bt26xcqVK9mwYQMrV67Md90OHDiQwMBAHj58yLZt2/jss88K3f8///zDnTt3APLlHC2Kjz/+GFtbW2JjY1m+fHmhvx2gP/dr1qwBoF27dlSvXv2p23lVEcKF4LXFzc1NWk7P1GIo0ycJPnfpHI52jihMFChVyjzCwcsgu32FiQKHGg6cu3wOACMDSNfkPHi5u7u/lP4J3mz27t0rhcCDXrQ4fktFXGoWoI+y+G7Yd3zc9mNmL5vNqq2r8s2qsbd3pEEDN+rXb4yNja00OBAXF0tExCnOng0nOlo/WKvJ1LBz/07+PvA3fb37Mm/iPP4+8DdTF0wlLT2NmKRMNFodXVzM2Bapf5CfMGECrVq1ol27di/orAgEz46lpSXDhw9n2LBhHDp0iO3btxMWFkZ4eDipqalP3sEjypQpQ+PGjXF3d6dLly68//77yGQy7t27V4q9FwiKJlu0UNiUxflrzyItfUoKIzMTHAa1oUJLJ67M3ocy7qEUfXH69GmWLVv21IltdTodBw8eZMeOHZw8eZJTp04V67q0sLCgcePGNGnSJM91KShZYneEY1W/2hMjHgwVxjgMaE3l1i7c3h7O/f9dQZepf36JiYkiJiaKoKAtT2xPZmRIxXedqdrFDQunKk/Vx4T/ruWxiFq+fLmwMHvDCAwMJCMjA4Cunl0xNy3ZiEdzU3O6tu/K2sC1pKens23bNmkm/pvAhx9+yN69ewH9wPHjwsW+ffvo3LkzWVlZ2NvbM3ToUCl64Pbt22zcuJE1a9bw999/07dvX7Zu3VpoW7t27SI0NJQWLVowcuRIatWqxf3795k9eza7du3i6NGjTJ06lfLlyzN79mw6duzIwIEDsbe359atW0yZMoXjx4+ze/duFi9ezFdf5RepMjMzcXBwoFu3bjRr1owaNWpgZGRETEwM//77L8uWLSMhIYFu3bpx7tw5KlcuPJfZ2bNn2bhxIzY2NowdO5YmTZqg0+nYs2cPU6dORalUMnjwYNq2bVtgcvPevXtLokWzZs0YM2YMzs7O3LlzhxUrVrB582aGDBnyVH+novqYLVrUrFmTESNG0KhRI8qXL09qaipXrlwhODg4n5hQFE2bNiUiIoLt27czfvx4APbs2ZNnwinoozCyycrKwsvLi+DgYGQyGZ999hndu3enZs2aaDQaQkNDmTlzJjdu3OCTTz7h6NGjecZNVCoVn332GcnJyZQpU4ahQ4fi4eFB5cqV0Wg0xMTEcOzYsSK/X09i1apV9O3bF9DfDwYNGkTHjh2xtrYmNTWVs2fPEhQUVGAEwd9//02/fv3Q6XRYWFgwduxYPvzwQ4yMjDh69ChTpkzh/v37/PDDD5QtW5ahQ4dKdR0dHWnevDn//fcfa9euLVK42LhxozTY3rt373zbBwwYINk2duzYkd69e1OrVi1kMhmnT58mICCA8+fPM3jwYKytrfHy8iq0rQEDBhAREcEXX3xBz549sba25saNG3msz5+3vczMTDp16iSJFp6engwdOpTq1atz48YNFixYwO7du0lISCi0n8Xl9OnTrFu3jsqVK/P999/TrFkzlEol//zzDwEBAahUKikiqFmzZlK9Dh06UL16dW7evMny5cuLFC6WL18OQLly5ejWrdtT983Q0JC+ffsyZcoU9u3bx61bt6hWrWBbw7///pu7d+8CRYsjhw4dokGDBly7dg2dTkeVKlVo1qwZvXr1okuXLq/U869MJzw6nsitW7cklermzZuFfkEEebl3716+G/rdu3cLvDk/CxERETRooA/nbVhFTkJGFreSs5DJZJzYeYIB/zeAMxfOAHD8+CVq1KhZ1O5KhZiYKFq00PuZNqrbiCXTltCkUxMAqlsaUs7UkLN31NLxVKlSpVTP2ZtKaX/XXleSkpKoX7++FB7Y3tGUi/c1UqRFhXIVWDp9KUq1knFTxhFzK0aqW758RXr16oePz6CnunZu3LjO6tWLWbduOQ8e5DxA2FWzY9r301DIFQz4dgAJj7bVsDLCtaIxe67pXxirV6/OuXPnXumEl+J7VnzepnOm1Wq5cuUKYWFhnD59mocP9YOv2b7rCoWCsmXL0qhRI9zd3XF2di5wZvfbdM5KEnHeik9B5wwZ2HZ2w65PSwwVTycWlCRZSg0xq49I0RcAXl5ebNq0qUhLzaSkJCkSqrBQ/mehTp06DBs2TErILL5nxafA7xn6HBN1/btRtsHTzwRUP0znzr5zJIZGkRZ1D626YCsMAAO5EeYOlSjfzIEq7eohL/v0eYgenrnB+Qnb0Gn0IsmMGTNeWm6Lt/E99MqVK2RmZmJkZISzs3OptTN06FD+/PNPAFbNWkWzRs2eUKP4hJ4O5YsxX0jtLViwoMTbeF5CQkLw8PAAwM/P76mjoPfv38+HH34I6AfHli5dKm1LS0vD0dGRO3fu4OnpSWBgIGZm+a/BxYsXM3jwYAD+/fdfPvjggzzbcw+cffLJJ2zcuDGPgJiVlcW7777L8ePHKVOmDBqNhq+++opZs2bl2U96ejp16tQhJiaGBg0acObMmXx9uXbtGg4ODoUO1kVERNCyZUtSU1MZP348kyZNylfG3t6emBj9+5S7uzv79+/HysoqT5m1a9fSp08fQG9V9viM8aCgIDp37gzorX+2b9+eb/b8xIkT8wxiL1++vNii2M8//8ykSZMwNzfn2rVrVKlSsKiblJREmTJl8jyzRkdHS+JDQW2vWLFCsou6fv069vb2hfZj5syZ+Pr6YmxszPbt2+nYsWO+Mg8ePOC9997j/PnzvPvuuxw+fFjaduDAAel7ExQUVGhERWZmJunp6cV+14yNjcXZ2Zn09HQqV67M/v37C01o/PhgskajoWbNmty+fRsLCwsOHz5Mo0aN8tSJiYmhRYsWxMXFYWZmRkxMDBUrVpS2z507l1GjRgF6C6MmTZoU2HarVq04evQojo6OXL16Nc+2rVu34u3tDeivuYEDB+arr1Qq+fjjjzlw4AD29vZcuXIlz/cu998UYOnSpYUOipdEe7mPe/DgwSxcuDDfPgYMGMCyZcukz8HBwbRp06bAPhVF7uvWzs6O48ePY21tnadMcHAwnp6eZGZm0qRJE06cOJFnu5+fHxMnTsTAwIDo6OgCoxzu3r1LtWrV0Gg0jBgxIo+N99MQFRWFk5MTOp2OyZMn88MPPxRYrkuXLuzYsYMKFSpw+/btfLl0cx9vYbRq1YqNGzdSteqzTWAq6fu4iIUWvLa4urpiaqr3WL6VnEm1MvofOp1OR3hEOG1btpXKrl79/KGUz0Ludj1aeBAWESZ9rmppxK1k/QuXqanpG5GwTfBq4evrK4kWTuWNSUjPyiNarA5Yze3423wx+gtJtDAxMWH8+CmcPBnFjz/++tSCX40aNfnxx18JC7vO+PFTpBtkzK0Yvhj9BbF3YlkdsJoK5SoAcCMpk4SMLJzK66/bmzdv4uvrW6LHLxC8SAwMDKhduzaff/4506dPZ9GiRaxatYqNGzeyatUqFi1axPTp0/n888+pXbu2sKMRvHQe9ySXGRvi+mNnHAa2fimiBTyaYT+oDa4/dkZmrB+cCgoKomfPngV6qF+9epWvvvqKqlWrMnLkyHyihUmlMlRo4YRdn5bU9e9G4zl9cF/YjyZLB+C+sB+N5/Shrn837Pq0pEILJ0wqlclT/8KFC4wYMQJbW1u++uoroqIesx4SPDM6TRYXJm3n4dmn916WlzWj+qfNaPjbZ7TYNJzG83yo9U0HHIZ4YP/l+zgM8aDWNx1oPM+HFpuG0/C3z6j+abNiixYXftkhiRZ9+vQpcSsKwatBWJj+vUwmk1HHuU6ptJF7vydPniyVNl4WFSpUkJYfPHiQZ9vy5cu5c+cOCoWC1atXFyhaAAwaNEiauZw9E7kgzMzMWLRoUb6oJ0NDQynyICUlhUqVKjF9+vQC62fPmD979ixJSUn5yjg6OhY5w7h+/frSAOy2bdsKLZfNsmXL8okWAJ9//rkUgZB7AD6bbGsdExMTFi9enE+0ABg/fnyhg+dPS3x8PAC1atUqVLQAsLKyKrVnVo1Gw8yZMwEYMWJEgaIF6Gen//bbbwD873//yzMwn30cAO+//36hbRkZGT3TBLm5c+dKdl8LFy4s8rw/LiwHBgZy+/ZtAH788cd8ogXoB8qzjy09PT3fdZDb9inb2u5xoqOjOXpUb81cULTFlClTAOjWrVuBIgLoI0nmzZsn7a+wPCSgtxUtaiZ/SbSXfR1UqVIlnxCZzezZs0t84sjMmTPziRYAHh4ekqXVyZMn8wkXX375JQYGBmi1WinS5HHWrFkjPcsWxyYqGwcHB0lkzp1bJjd3797ln3/+AfTfhcdFCwC5XE7nzp2ZN28eISEhnDp1iuDgYH799VdJcDly5Ajt2rUr8LfyZSDemgWvLUZGRjRs2BCAhAwtVS1zHmQ27dyE90feGBvpX7zXr1/xxEQ5JY1SqWT9+hUAGBsb4/2RN5t2bpK2Vy1jSGKG3k+yUaNGBT6UCATPyt69e1myZAkAJobgZi3nZJw+usfczJyl05dy/cZ1RvmNQq3Rr3dza8bevScYNmzsMyeLVygUDBs2lr17T+Dmpn8RUWvUjPx5JNE3o1k6famUtPtkrBo3GxNMHl26ixcvlkLOBQKBQFB6aLVaaSYbgIHCmLr+3Z5o3VMQuiwtadH3uXvgArFBp7gVGEZs0CnuHrhAWvR9dFnFT55Yobkjdf27SYm7d+zYQf/+/SUf7qysLGbOnEn9+vVZuHBhHs9py7pVqe3bkeZrvqLpsoG4/uBF9Z7NKeduj3nNSpjalkNR2RJT23KY16xEOXd7qvdsjusPXjRdNpDma4ZQ27cjlrlsstLS0li4cOEzzeQT5Kd9+/YAaJUazvsHkvBf8XMDyQwNMLerSGUPV2w7NaJaN3dsOzWisocr5nYVkRkW/zU34fg1zk/YhvZR8vDOnTuzbNkyITS/oWR70dtUtsHCvHT8+y3MLbCtYpunvTeF3DkPUlJS8mzbvn07AK1bty7SUglyBpuPHTtWaJl27dpRvnz5ArdlOzCAPkluYdaC2eMGoI8CeBIPHjzg2rVrnD9/nnPnznHu3DkpR8mFCxeKTEhev379PP3KjUwmo3HjxgD5xPDMzEwOHjwI6K1xHrdYysbAwEASYp6V7PyaFy5cIDQ09Ln29ayEhoZKSbd79OhRZNncokTu70ruPKFFiV/Pyt9//w3o7a26dOlSrLr//vsvoP+bFzVQ/emnn0oiV3adbCpXrizZKW/cuLHAhNTr1q2Tlj///PM8227fvi2JtE86x66urlK0R1HXY0HiSEm2FxsbK01E6dGjR6HCp4WFxRPbKA7lypUr8m+c+2/4+N/Jzs5OikArTFTI/n42atRI+g0oLtlC0JUrV/jf//6Xb/vq1asly7DCvnOhoaFs376d4cOH07p1axo1akSbNm34/vvvOX/+vJQ0/OLFi3ksx18m4ilM8FrToUMHaflBhhZLE/0siQNHD6BSq2jfWv9ilJh4n2XL5r/Qvi1dOk+yzOnQugMqtYrgY8EAWJkYSKIF5LzACQQlgU6nY/To0dLndg5mkiUTwHfDvkOpVjJm4hiytPoZhd279yIwMBhn55KJ/HF2diEwJSs7hwABAABJREFUMJhu3fQej1naLEZPGK23pRo6Tiq352oGng45DyOjR4/Ol2NDIBAIBCXLrFmzJL9nmbEhdX7qUmzLnpubQznju4FjPeZzauRqLs/aQ9SiEKKXHSJqUQiXZ+3h1MjVHOsxnzO+G7i5ORT1w/Qn7/wRZRtUp85PXaTIi7Vr1zJr1iwuXbrEe++9h6+vrzQpxdDUGOuODWg814cGU3tQqbULxlamxTgjORhbmVGptQsNpvag8VwfrDs2kASUFz0J5k1l8eLFkp+1TpPFxck7iFocQpay8IHA0iRLqSFqcQgXf82JtOjcuTMbN2586vwqgtcPtVo/ccdEnn9GakmSvf/s9t4UcosVj89kz44u2bNnDzKZrMh/M2bMAPLOnH+cWrVqFbotd8Lzpy33uNCSTUREBF9++SU2NjaUL18eJycn6tWrR/369alfv75ko6XVavNFmeTmSU4K2SLM4/24du2aNLu/adOmRe4jt8f+s9CrVy+MjY1RqVS0atUKLy8v/vzzT86fP//C3sVyRyG1aNGiyO9JbqEs93fl3XffxcHBAdC/RzZr1owpU6Zw9OjR577mNBoN587p85O+9957xfb8z65rb29fpIAnl8ulgezsOrnJFgri4uI4cOBAvu3ZkRhNmjShdu3aebblPse9evV64vV4//59oOjrsTBRrqTai4iIkJZL+zrITePGjYucTNyoUSPkcjlQ8N8pW1S4evVqvmiqkydPSnWeJdoim+7du0u/HwUJddnr3Nzc8oi1ucn9W/g4ZcqUYdOmTVJE3aJFi16Je5cQLgSvNQMHDpRCRk/Eqmhmq58lrtVq2Ri0kb6f9pVuML/95s+VK5EvpF9Xrlxkxgy9OimTyejr3ZeNQTkKedOqJpyIVQH6ENfssDOBoCQIDg6WZinYWRlxNz2LJJX+u9eqSSs+bvsx46aMkyItunfvxZw5y0v85dzY2Ji5c1dI4oVao+a7qd/h9aEXLZvoE/glqbTcSc+ihpX+IeHixYtFhqYKBAKB4Pm4dOmSlDQTGbiM+/ipRYuUK/FcmrGLE/0XE7PqCCmX4orMMwCgVWeScimOmFVHONF/MZdm7CLlSuEvxLkp26A6LuM+hkdjBd999x0NGzbMmZknA9vOjWm6YhBOwz7A3L5i4Tt7BsztK+I07AOarRyEbefGUj9yU9DsR0HRKBQKtm7dmjNrUwexO05xatQaks7ffqF9STp/i1OjVhO7IyevSp8+fdiyZcszR58KXg+yB6BUalWptpO9/+z23hSyBxyBPNEQGo2Ghw8fFnt/2QP2BVHYjGsgT0TU05bLysrKt33p0qW4ubmxfPnyIgdts8lO7F4QRfUjd18e70duMeRJkSpF2Ts9DS4uLqxfv55y5cqRmZnJzp07GTp0KPXq1aNy5cr4+PgUaGVVkmQnEC4uub8rxsbGBAUF4erqCujzQPzwww+0atWKsmXL0rFjR9atW1fg3/xJJCYmSiJO7siO4tSHp/tbZdsTZdfJTdeuXTE31zsWPG4Xdfr0aS5cuAAUHAlREuf4ccqVK1fotpJo70VeB7l5UltGRkbSb11Bf6cuXbpI1lWPiwrZuThMTEyKjFh5EiYmJvj4+ACwadOmPBHHoaGhnD9/HtDn/3hWrKyspATjaWlpr4TNofCmEbzWVK1ala5du7J161ZS1DosTWQYyECrgzWBa+jp1ZMvPvmClVtWolKpGDNmIIGBwaU6e0qj0TBmzCBUKv1Dal/vvpQvW541gWsAMJCBpVxGqlp/E+zWrVuhYaACwbOQO/Gfu42cbZf0DwLmZuZM8p3E7GWzpZwWbm7NmDVrSanZIBgYGBAQsJSYmCjCw0OJvhnN7GWz+cX3F7y+9CItPY2TsSq61jaT8m8sWLBA8m8UCAQCQcmRlZVF//79pcgB285uT2UPlaXUELPmKLE7wqXB3Wzs7R1p0MCN+vUbY2Nji1xuglqtIi4uloiIU5w9G050tN4KSJep5d7BSO4disS2ixt2vZ+cBLxCc0dsPm5E3M7TZGZmSiHwCpuyOH/tiVXdZ0scWByMzExwGNSGCi2duDJ7H8q4h9K2ESNGsG7dOjEzv5gYGxuzatUqGjduzPjx41EqlSjjHhLx/SZsvRpTo3cLjMxKbyZ8ZrqKG2uP5UkEr1Ao+OWXXxgzZoywh3oLsLe35969e8TdjSM1LbVU7KJS01KJvRMrtfcmcerUKWk59yzv3APEPXr04Keffnqh/XoWIiMj+eqrr8jMzKRy5cr83//9H23btsXe3p4yZcpIv+/Lli2TBgRLIyoh9z6fNLu/JNr/5JNP+PDDD9m4cSN79uzh8OHD3Lt3j/v377NmzRrWrFlD3759S80yL/d3JSQkJE/elKJ4fIC5Tp06REREEBQURFBQEAcPHuTatWtkZGSwe/dudu/eze+//84///zzxMHpwihutEVx6xb19zQ3N6dLly6sW7eOv/76iz/++EMS1rNtogwMDOjZs2e+urnP8dq1a4uMlshNUeLE47lmSrq9F30dPG1bT2pPLpfzxRdfMHPmTDZv3sycOXOwsLBAqVSyYcMGQC9CFWZ797QMHDiQ2bNnk5qaypYtWyTbuGyxRKFQ5LMMKy516uTkZ8rO0/IyEcKF4LVn2LBhkt1BWJyaJrYmhN5WkZaexvgZ45k3cR4hx0OIuRVDeHgoo0cPYO7cFaVy89VqtYwePYDwcL1PpH11e77+8muG/zSctHS9GtrE1kTKNZDdf4GgpLh9+7aUMK6MXEaySoc2ewZhtz4kPExg1VZ9wigTExNmzVpS6oMtxsbGzJq1BE/PpqhUKlZuWUmnDzrRp1sfFq5diFYHyWodFo8EvcDAQGJjY4WgJxAIBCVMQECAFK2gsC2LXZ+WT6yTHBnH5Vm7UcY+lNaVL1+RXr364eMziBo1aj5xHzduXGf16sWsW7dcb6Opg9ht4SSGRlFrTAcsXQqfyahVZ+YRCvRRFm7Y9Xmy6FHSWNWtRuM5fYhZfUQa8N6yZQsqlYpNmzaJGfrFxMDAgLFjx9KpUyf69++v/24+ir6I33uOyh6u2HzUsEQjadKu3yPunzPcDYmUclkAtGzZkmXLluWz2RC8ubi7u3PixAl0Oh0XrlygWaOSsxzJ5sKVC9JykyZNSnz/L5N9+/ZJy++++660rFAoMDMzIz09nYcPHz53EukXwYoVK8jMzMTQ0JCQkBBp9v7jFGUPVRLkHtC8c+dOkWWfdWb741hZWTF48GAGDx4M6HNe7Nixg7lz5xIbG8vKlStp3LgxX3/9dYm0l5vcQoVcLn+u74qhoSFdu3ala9eugN5WadeuXSxYsICwsDDCwsIYMmQIgYGBT73P8uXLSwmXY2Nji92n7L/n00TwZP+9CxvU7tOnD+vWrSM5OZmdO3fi7e2NTqdj/fr1AHzwwQcFRoXkPscymazUr8eSaO9lXAdP01ZmZqb0G1DY32ngwIHMnDlTEhX69evHtm3bpHrPYxOVTb169WjevDn//fcfy5cvp2/fvnnEkW7duhVpB/U0vGrW3WIqieC1x8PDQ3q4iEnKpLKZIVYm+q/20ZNH+fvA30z7fhpyY314bmDgBkaN6l9kQq1nQaPRMHJkPwID9T8YcmM5U7+bStC/QRw9eRTQ57aoYmYozSx3dXUViR4FJcqSJUukmQ5NbU0IjdXPqjUwMKCnV09Wbl4p3Yj+7//8SyynxZNwdnbB19cP0N8IV25ZSU+vnpKAeOK2iqa2+pmVWVlZLF68+IX0SyAQCN4Wrl69msciynmU5xMH/hOOXyPih82SaGFiYsL48VM4eTKKH3/8VRIttFot165dJjh4D3v2BBEcvIeoqCuSjVKNGjX58cdfCQu7zvjxUzAx0f/eK2MfEvHD5kKTM2szs4ic9jcPwqL13TY2xPXHzjgMbP3CRYtsDBXGOAxqg+uPnaX8G0FBQfTs2bPEny3fFmrXrs3hw4eZMWOGJP5olRrid53l1MjVnB23kbshkWiSnj5HSm40SencDYnk7LiNnBq1hvjdEZJooVAomDlzJocOHRKixVtGbm/0vYf2lkobew7tKbC9151z586xf/9+AKpXr55PlMn26z9y5EiRljOvCtn2Kg0bNixUtABK3TLF0dFRspk6ceJEkWWftP1ZqVOnDt999x3Hjx+X7Ik2bdpUrH08bXRC7gTFe/eW7DVoY2PDl19+ybFjx3BzcwNg586dRVp8PY6xsbE08H748OFiD+Zm142Oji5ygF2j0UgRTIUN9Ldr106yIcqOsjh06BC3bt0CCk+YXZrnuLTaq1+/vrT8Iq+D06dPS1G9BXHmzBkp30NhfycXFxdatWoF5ERAZNtE1ahRQ0rg/bxk59M4dOgQUVFR/PXXX5JFX0mII9n2Y8ArMZlUCBeC1x6ZTEZAQID0eV9UOu0dcxIyTl0wFYVcQYBfAIYG+hfMv/5aT7duHiWW8+LKlUi6dfOQRAtDA0MC/AJQyBVM+2OaVK69kyl7o3Ie3mbPnv1cYYcCwePs3r1bWi5nakCySv+A1bZlW0zkJuw5qH+BKl++Il9+OfyF9m3AgBGUK6efhbH74G5M5CZ4tNBbQiWptJQ3zbkl7dmzp8B9CAQCgeDZmDFjRo5FlFfjJ1osJRy/xsUpQVKyYje3Zuzde4Jhw8aiUChQq9Vs376JXr0+xtW1Mu+9V4/evb3o3/8Tevf24t136+LqWplevT5m+/ZNqNVqFAoFw4aNZe/eE7i56QfxdJosLv4alE+80Gl1XJm9l8TQKAAMFMbU9e/2VNZWj6PL0pIWfZ+7By4QG3SKW4FhxAad4u6BC6RF30eXVfw8FRWaO1LXv5uUuHvHjh30799f5Lx4RgwNDRk7diwRERF89dVX0oAZQPKFWC7P3MV/fRZyov8SLkzewY2N/5F48jqp1++RcfsByjtJZNx+QOr1eySevM6Njf9xYfIOTvRfwn99FnJ55i6SL+TMmLWwsOCrr74iIiKCb775pkjrC8GbSbdu3TA11b8zbtu7jbSMtCfUKB5pGWls27MN0Oc8yJ4J/rqTkZHBF198IQ3i+vr65kto27lzZ0Dvjz5//vwX3sfikj1YWZTIEh8fz/bt20u1H0ZGRrRu3RrQD/rGxcUVWE6r1bJy5cpS7Uv16tWlZOe585k8DbmjD7Ptswvi3XfflWau//nnnyQnJz9DT4vG2NhYOqeZmZnFzr/i5eUFwPXr14v9988epNbpdNLgdUFs2bKFpKSkPHUex8jISLKC+ueff3j48KGU70KhUNCtW7cC6zk5OUm2Pxs2bODGjRvFOobiUhLt2draSgLi5s2bCxWb0tLSii2qFUViYiJBQUGFbs/9NyxKgMjOX3vo0CGCg4Mlkbdfv34l5vry2WefYWFhgU6nY8WKFZJIYm9vzwcffPBc+05KSmLjxo2A/t71KkQLCuFC8Ebg6ekpqY6qLAiPV9PERh9hkZaexoBvB2Bf3Z45E+ZIkRfh4aF4ejZl/vycF/niolQqmT9/Bp6eTSV7KLmxnLkT52Jf3Z4B3w7IZRElJzxOheqR7d+gQYNo167d8xy2QJCHzMxMzpw5A0AFUwNuJ+fymO3Ugy3/bEGTqZ9h2KtXvxduaaFQKOjVqx+gn1my5Z8t9OjUQ9p+OyVLEi+eNONBIBAIBE9PUlISa9boc20ZmhpTo3eLIssnR8YROf1vsr0Gu3fvRWBgMM7OLuh0OtatW06zZk4MHdqHgwf3kZJS8GBDSkoyBw/uY+jQPjRr5sS6dcvR6XQ4O7sQGBhMt2765H9odURO+5vkyJxBmtvbw7kXop9gIjM2pM5PXZ46iTiA+mE6NzeHcsZ3A8d6zOfUyNVcnrWHqEUhRC87RNSiEC7P2sOpkas51mM+Z3w3cHNzKOqHTz87uGyD6tT5qYsUebF27VpmzZr11PUF+XFycuKPP/4gNjaWefPm5fFZBlDdTyHx+DVurDnKhQnbOD1qDWFfreDkwGWEfbWC06PWcGHCNm6sOUri8Wuo7qfkqV+nTh3mz5/P7du3+eOPP3BycnqRhyd4hShbtqw0Szk1LZU/1/xZovv/c/Wf0ntg7969n9u641XgwoULvPvuu9Ls8NatWzN06NB85b766isqVtRbvP3000/s2rWryP0eOXKEQ4cOlXyHnxJnZ2cALl++zPHjx/NtT09P5/PPPy/WbP1nJft8qlQqhgwZUmBS6SlTphAREfFc7Wzbtq3IQfybN28SGam/B9es+WRLyNzktiy6dq3giErQvxv6+voCemHos88+y5Ns+HFSUlKYN29ennWHDx/m6tWrhdZRq9UcPHgQ0AvW2VELT8uIESMkIX3IkCGcO3eu0LLZ0Q/Z5M5l+uuvv0rv6bm5efOmdA7MzMzo379/ofvP/r1SqVSsW7eOLVu2AHqh0NLSstB62dG2SqWS7t27c+/evULLqlQqFixY8MzjYyXVXvZ1EB8fz9ixYwusO2bMmBK1igL45ptvCrSMOnjwIIsWLQL0NoNNmzYtdB+ffvopVlZWAHz++edotVpkMlmRf9viYmFhISXQXrhwIQcOHAD04khRE6N3795d5O9YSkoKPXr0ICEhAdAn+c6Okn6ZCOFC8MYwc+ZMqlfXv9BeTdRQwcyQGlb62R8JDxLwGe1DVeuqrApYhV01O0D/Qzl58g+4u9fkl1++JyYm6qnaiomJ4pdfvsfdvSaTJ/8gzSSwr27PqoBV2FSxwWe0DwkP9Be8nZURFUwNuZqoH4itUaMGM2bMKNHjFwguXrwo3YiqWRpxK0X/fZPJZLjVd+PA0QNSWR+fQS+lj7nbDT4WjHt9d+nz7eRMqlnqr9mMjAzpYVkgEAgEz8fq1aulwYBKbVyLTHqcpdRwedZuKdKie/dezJmzHGNjY+LjY+nd2wtf3yHcvZvj2WxbRkGX2tb88G4tJrd15Yd3a9GltjW2ZXIE8rt34/H1HULv3l7Ex8dibGzM3LkrJPFCp8niSsAeslSZpN9K5MaaI/qKMnAZ9/FTixYpV+K5NGMXJ/ovJmbVEVIuxaFVFy2Ea9WZpFyKI2bVEU70X8ylGbtIufJkT2rQixcu4z6GR++J48eP59KlS09VV1A4lpaWDB8+nHPnzhESEsKYMWN4//33sbAoXgLlMmXK8P777zNmzBhCQkI4d+4cw4YNK3KQR/D2MHbsWCnX29INSzl78WyJ7PfMhTMs3bgU0Hv3f/PNNyWy39Lm7t27nDt3Tvr333//sXv3bqZPn0779u2pV68e4eHhALzzzjts2bKlwFx5lpaWrF+/HiMjI1QqFZ06daJHjx5s3LiRkydPcvLkSYKCgvD396dhw4a8++67nD1bMuf+WfDx8QH0kQwfffQRU6dO5dChQ4SGhvLHH3/QqFEjgoODJQuY0sTLy0ua5R8UFESrVq3YuHEj4eHh7N69m88++4zx48cXOXD6NAQEBFC1alV69OjBn3/+ycGDBzl9+jTBwcH89ttvtGrVSnqvLEicKorGjRtLE+R++ukn9u7dy+XLl7l69SpXr17NM3D67bffSjPEd+3aRZ06dZgyZQohISGcPn2aw4cPs2TJEvr06YONjQ3+/v552tq/fz+1a9emTZs2/Pbbb+zZs4fw8HCOHDnC8uXLee+996Tv7MCBA/NFBz0Ja2tr/vjjD0B/fTRr1oyvv/6a3bt3c/r0af73v//x559/8tFHH0mRHdkYGxuzaNEiZDIZKSkpvPvuu0ycOJEjR47w33//MWvWLJo0aSLlz5gxY4Yk+BXEO++8I4ntP/74o5Q3oTCbqGx69eolJXAOCwujTp06jB8/nn379nH69GmOHDnCqlWrGDRoELa2tgwfPvy5JhCWRHtDhw6VbKf++OMPOnbsyPbt2wkPD2f79u20b9+exYsXP/d1kJuGDRty+/Zt3N3dmT9/PidOnOB///sfP/zwAx06dCAzMxMjI6MnRpGZmZnRq1cvICe/iYeHB/b29iXWV8ixi7p7964kjvTr16/IOlOnTqVatWoMGjSIlStX8r///Y/Tp08TEhLClClTqFu3rmTxVbt27XzX28tCJOcWvDFYWlqyZMkS2rdvD8Ceaxl0dTEjU6sjNiWLhAcJ9P66N+OGjiNwUSBzls9h5Ra93/+DBwksWDCTBQtmYmfnQIMGbjRo4Ia1tQ1yuQlqtYr4+DjOng3n7NnwfAKHTCajr3dfvv7ya4L+DWLaH9OkGTa2ZQxpbC1n26WcGXxLliwRL0yCEicsLExatiljyLm7eg9G+2r2KEwUXLqmH0ixt3d8qmSqpYGdnQN2dg7ExEQReTUShUKBfXV7om9GE5eaRd1Kcs4+muQQFhb2WiT0EwgEglcZnU7HggULpM82HzUssnzMmqNSTgs3t2bMmrUEAwMDrl+/So8eHbh9Oyfsv6uLDaOaOdDGvmKBM7x0Oh0h0feZExrFtkfRFCEhe+ncuTWbNu3G3t6RgIClxMREER4eSsbtB8Ss+h8pl+PRqvXCiW1nt6eyh8pSaohZc5TYHeHwmA21vb0jDRq4Ub9+Y2xsbKVnu7i4WCIiTnH2bDjR0fpZobpMLfcORnLvUCS2Xdyw6/3kJOAVmjti69WY2B2nUCqV9O/fn8OHDwv7oRJAJpPRunVraUBIq9Vy5coVwsLCOH36NA8fPkSpVKJSqTAxMUGhUFC2bFkaNWqEu7s7zs7OJWbNIHjzcHFxwc/Pj/Hjx6PVahnx8wjWzl5Lddunj+56nJuxNxnpN1KyjfPz88PF5cXklHte/vjjD2mQtjAqVarE6NGj+fbbb4scBP7www/Zs2cPvXv3Jj4+ns2bN7N58+ZCy7/Md+OmTZsyYcIE/Pz8ePDgAd9//32+MmPHjqVevXocOXKk1Puzdu1aOnbsKA1wZ8+szsbNzY2FCxdKuRuelfT09CL/LoaGhkyaNIkuXboUa79lypRh1KhRTJ8+nfDwcGl8Jpvg4GApz6ehoSFBQUF89dVXrFq1ihs3bvDDDz8Uuu/KlSvnW6fVajl48KAUWVEQ3bt3Z8qUKcU6jmx8fHzQarUMHTqUjIwM5syZw5w5c/KVs7Ozy7fu448/Zvny5QwZMoTU1FT8/Pzw8/PLUyb7PD+NQPT5558zceJEKVqmfPnydOjQ4Yn1li5dSpUqVZg5cyb3799n8uTJTJ48ucCy5ubmz/388rztGRkZsXPnTtq2bculS5fYvXt3Hkts0LuujB07Nt/361lp1KgRI0aMYOjQoYwYMSLfdrlczsqVK2nevPkT9zVw4ED+/DMnim/AgAEl0sfcNG/enPr160vRVx9++GGB38HHSUxMZMmSJSxZsqTQMu+//z7r1q0rNAn5i0YIF4I3Ck9PT/z8/JgwYQIA2yPT6eJiRnicmhtJmaSlp/HzzJ/Zc3APk3wn0emDTqzcspLdB3dLCRVjYqKIiYkiKGjLE9szNjamQ+sO9PXuS/my5Rn+03ApETfoIy0a28jZHpkjWvj5+QmLKEGpkD2bBMDMyICsRwM39WrX41rMNZQqfQhmgwbP95D7vDRo4EZMTBRKlZKoG1HUq1WP6JvRZGrBzDhn4CssLEyarSEQCASCZ+PgwYNcvHgRAMu6VTG3L3w2X8qVeP3AP/pE3LNmLZEiLXKLFrZlFCz2asRHztZFti2TyfCoWQmPmpX450o8g4JOE5ui5NatGHr06MCOHQextrZl1qwleHo2RaVSEbvjlFRfYVsWuz4tn3iMyZFxXJ61WxJcQJ/LqVevfvj4DHoqsf7GjeusXr2YdeuW8+BBAuggdls4iaFR1BrTAUsXmyLr2/m0IvHEdZRxDzl27BizZ89+bWZZv04YGBhQu3Ztateuzeeff/6yuyN4A/j2228JCgriv//+4+79u/T+ujfzJs6jgWuDYu/r7MWzjPh5BHfv6+1L3nnnHb799tuS7vILwcDAgDJlymBlZYWdnR3u7u689957dOrUCblc/lT7aNu2LdeuXWP58uXs3LmTM2fOkJCQgIGBAZUqVcLV1ZXWrVvzySefULt27VI+oqL5+eefadKkCbNnz+bEiROkpaVRuXJlmjVrxldffUW7du1YsWLFC+lLmTJlCAkJ4c8//2TVqlVcvHgRmUyGo6MjPXv2ZPTo0dJM7mdl06ZN/Pvvv9Is+Pj4eO7fv6+fVGZvz/vvv89XX32VJ1FycZg6dSrOzs6sWrWK8+fPk5SUVKDtFYCpqSkrV65k1KhRLF26VEo6nZaWhoWFBfb29ri7u9OxY0c6deqUp+63335L8+bN2bdvH8eOHSM2NlayD7K2tqZ58+Z88cUXfPTRR890HNn07dsXT09P5s+fz+7du7l27Rrp6elYW1tTo0YNOnbsKM2yL6hu69atCQgIYO/evdy4cQOtVoutrS1t27Zl5MiRT32ee/fuzcSJE6XP3t7eT3U9GhoaMm3aNAYMGMCiRYs4cOAA0dHRJCcnY2ZmRo0aNWjUqBGenp558v88KyXRnq2tLadOneL3339nw4YNXLt2DRMTE1xcXPjiiy8YMmRIiVvMDRw4kHr16jFr1iz+97//cf/+fSpVqsQHH3zAuHHj8tlXFoa7uzt16tThwoULlC1blu7du5doP7Pp06cP48aNA54uKfeMGTPYv38/x44d49KlS9y/f5+HDx9iZmaGra0tzZs3p1evXnh6er5SuXhluuysSoJCuXXrlmRBdPPmTapVq/aSe/R6cO/evXyK+N27d4vtK1hcdDodX3/9NXPnzpXWtXc0JSEji5OxammduZk5fbr1oadXT0zkJmz5ZwvBx4KJvBopDfAWhMJEgYuTCx4tPPD+yBuVWsXGoI2sCVwjRVmAPqdFBVND9lzLCYUcNWoUAQEBhf4IvKxz9rojzpseb29vtm7dCkDX2mZSlI/vYF8qVajEuCn6m9qPP/7K8OG+L62f8+fPYPJk/Uya6T9M5879O8xcNBPI229vb+8iZ2a9aMT3rPiIc1Z8xDl7NsR5K5xvvvlGyrtQ27cjlVoXPvP30oxd3Duot+kbP34Kw4aNRafT0bu3FyEh+tDxepUt2efTEmuL4udJik9V8uGqI5y/p8870KaNJ2vXBiGTyfLcGwCQQf0pPZ4qiXjk9L8laysTExP+7//8+fLL4XlyOWm1Wq5fv8qNG9dRq9XI5XLs7Bywt3fMMyNfqVSybNl8fvvNX7IClRkb4jLu4ydGfiSdv0XE95tBp/fujoiIeOtzKIhr8/l4G99Dr1y5IllyZOceKG3u379P69atuXDhAqAftB/QcwBf+XyFuan5E2rrE3H/ufpPlm5cKkVa1KlTh4MHDxZp/SIQCASCN4+UlBSsra1JT09n6NCheSKfSxIfHx/WrFlDuXLliIuLeyXyUUDJ38dFxIXgjUMmkxEQEAAgiRd7rmXgVN6IHnXM2XMtgySVlrT0NBauXcji9YvxaOFBj0496N21NwqFgqgbehub5NRk1Bo1cmM5lhaWuDi54FDDAaVSSVhEGD/N+ImQ4yHSAyqAlYkB7Z1MCY9T5RFKRo0axaxZs14p5VLwZpE7qVVuRdrC3ILk1JzEqTY2ti+wV/mxts6ZtZqcmoyFWY5fde5+P09SMIFAIBDoOXnypLRctlHhIeTqh+ncP3IZ0EcrfPnlcADWr18hiRa2ZRTPLFoAWFso+PeLVrgvCiE2RUlIyF7Wr1/B55/3Z8CAESxYMFMf7QBU8az3VKLFxSlBUhLxbGsrZ2e9OKNWq9m1axsbNqwkPPy/ApOIlyljiZtbcz77rC8dO3ZFoVAwbNhY2rX7mDFjBhIeHopOk8XFX4Nw/cGrSPHCqm61PJZRM2fOfKLtikAgePlUrFiRgwcP4uXlxfHjx9FqtSxev5h129fRtX1X2r/fnjrOdbAwz3lmTU1L5cKVC+w5tIdte7blmcD2zjvvEBQUJEQLgUAgeAvZsGED6en6yZilYRMFkJSUJE1a7d279ysjWpQGQrgQvJEYGBgwe/ZsypcvL9lGXU3M5GZSJp4OZtxJz+JkrAqtTj8Db/+R/ew/sh+ZTIZdNTvq1apHbcfaWJhZYGluiSZTw537dzj03yHOXT5H9M3o/G3KoImtCZXNDNkWmYY6VyRktpehEC0EpYlanSOU5RYAjI2MSVfm2JXJ5S/3ppa7fbVGjaV5jqdt7n5nz3QVCAQCwbOh1Wo5dUpvvWRSqQzGVoWH/t/Zdw5dpn4iRq9e/VAoFKjVaqZN+1kqs8Sr8TOLFtlYW+htpj5edxyA6dP98PbWTxzp1asfCxboI/Dk5Yqe5ZwcGUfk9L8l0aJ7916StZVOp2P9+hVMn+6XJ4l4QaSkJHPw4D4OHtxH5crWfPvtBHr16oezswuBgcGMHj2AwMANoNUROe1v6v/6aZG2UTV6tyB+7zm0Sg2rV69m2rRpIq+ZQPAaULFiRQ4dOsRvv/2Gv78/Go2G9PQ0bgeuZVngWn2ZchUwNjJGk6nh/iOR9SA5z69yuRx/f3/+7//+r9hJgAUCgUDw+pOVlSVFOru7u+Pu7l4q7cyfP19KdD9kyJBSaeNVQdxNBW8sMpkMf39/WrZsycCBA7l58yaqLAi6kk4NKyO61DYjRaUjNFZJskr/uKnT6Yi+GU30zWh27t/5VO1YmRjQtKoJlnIZJ+PUhN7OGWytXr06S5cuFTktBC+E3P6WuSUyTaYGY6OcxKJq9csVBHK3LzeWo8nUSJ9z9/tNnjUgEAgEL4LLly+TmpoKgIVTlSLLJv4XJS37+AwCYNeubdy7dwfQJ+Lu6Fz0Pp6Wj5yt6epiw7bIOO7ejWf37u107vwpPj6DJOHi4ekb2PUuOL9FllLD5Vm7JXuo7t17MWfOcgwMDIiPj+WbbwZLUSLZ2JZR0NS2LHUrWWIuNyRNncX5e8mciH1IbIo+wu/u3Xh8fYewc+dWfv99EdbWtsyduwKAwMAN6DRZXAnYQ6PZfTA0Kfg1ysjMhMoersTvOktaWhqrV69m+PDhJXHaBAJBKWNsbMwPP/xA9+7d+f3337m0ahXBuSfSPBIrctMMOG9mRu/evfnmm29em0TcAoFAICgZEhMTSUxMJCEhgYCAACm33Pfff19ibWRmZhIdHY1KpeLQoUP88ssvAHTq1Il69eqVWDuvIkK4ELzxeHp6cu7cOXx9fVm8eDEAN5IyuZGUiYVcRlNbE8qbGnA7JYvbyZnEpmRJSY0LwsgAbCwMqWppRNUyhiRmaDl+S0mqOm+lwYMH89tvv4lZdoIXRm4v79wCQGpaKpUq5HhJx8XFvsBe5Sc+Pk5atrSw5M79O9Ln3P3OfTwCgUAgKD5hYWHSsoVj5ULL6bK0pF2/B4C9vaOUzHrDhpVSmVHNHEq0byObObAtMk5qp3PnT7Gzc8DOzoGYmCjSou6hy9IiMzTIVzdmzVEpEXe2PZSBgQHXr1/Nk0Qc9ILLqGYOtLGvWGDkq06nIyT6PnNCo6T+hITspXPn1mzatBt7e0cCApYSExNFeHgoGbcfELPmCA4DWhd6bDYdGxC/6ywACxYsYNiwYSLqViB4jXBxcWHRokUozcxg9uwiyy756CNqrF1L2bJlX0znBAKBQPBKMWfOHMnpJZuPP/6YTz75pMTauHXrVr58EZaWllJ0x5tM/jcBgeANxNLSkkWLFrFnzx5cXV2l9alqHcHRSrZeTOdygoZypoa0czClm4sZXWub0aW2GZ0f/d+1thndXcz4sKYp5UwNuZygYevFdIKj84oWrq6u7N27l4ULFwrRQvBCsbXNyV1hkGuA5FLUJVyccmZ/RUSceqH9epyzZ8OlZRcnFy5duyR9Nsg1rmNjU7gVh0AgEAiezJkzZ6TloiIu0m8molVnAtCggRugt5kKD/8P0EcrtLEvWa92D/uK2JbRC9Th4f9J+cKk9tWZpN9KzFcv5Uo8sTv09xETExPJHio+PjaPaGFbRsHfn79DYM/meNSsVKhwIJPJ8KhZicCezfn783ekPt26FUOPHh2Ij4/F2NiYWbOWSJGAsdvDSb16p8D9AZjXrIRlHf09+cKFCxw6dKjY50cgELxkdDoUu3Y9sViDa9eEaCEQCAQCjIyMcHR0ZPz48WzatKnU2qlcuTJdunTh6NGjODk5lVo7rwpCuBC8VXh6enL+/HkOHDiAt7c3hoaG0rbEDC1n76jZfS2DwMh0tl1KZ/uldHY8+n/bpXT+ikxn97UMzt5Rk5iRk5Db0NAQb29vDhw4wPnz54U1lOCl4ObmJi2nZ2oxfDRGc+7SORztHFGY6AdjcgsHL4Ps9hUmChxqOHDu8jlAH82UrskRAUvLD1IgEAjeFh48eCAty8sXnjMiLequtFy/fmMArl+/KiWzbmpbtsQjBmQyGU1sywKQnJxEdPQ1IEe40PfrXr56sdtPSYby//d//jg7u6DT6fjmm8GSaFGvsiVhg9vwkbN1sfr0kbM1YYPbULdSGUAvXnzzzWB0Oh3Ozi74+vrpC+rg9vai76XWHRtKy9u3by9WPwQCwSvAxYtw+fKTy126pC8rEAgEgrcSf39/dDodGo2Gq1evMmnSJMzMzEq0DXt7e3Q6HTqdjjt37rBt2zbq1q1bom28qgjhQvDWIZPJ8PDwYPPmzcTExODv70+LFi0wNS08YWVBmJqa0qJFC/z9/YmJiWHz5s14eHgIKwDBSyP3QH9cShY2ZfTCXPStaJQqJbUda+s/R1/jxo3rL6WPMTFRxMTofdRdnFxQKpVSsnsbC0NiU3Oy2gvhQiAQCJ4PpVIpLRsUkpMBIDMtx8PdxkYfKZD7PlG3UulEkNbLtd/s9qytc6LtcvcLQP0wnftH9AOJ5ctX5Msv9bkj1q9fIeW0sC2jYJ9Py2dOIm5toeDfL1pJkRchIXtZv34FAAMGjKBcuQoA3P/fFdQP0wvdT7nGNaTl3JZdAoHgNWHbttIpKxAIBAKB4KkROS4EbzVVq1bFz88PPz8/MjMziYyMJCwsjLCwMOLi4lAqlahUKkxMTFAoFNjY2ODu7o67uzsuLi4YGYlLSPDq4OrqiqmpKRkZGdxKzsS5vDG3krPQ6XSER4TTtmVbzlzQ24asXr2YH3/89YX3cfXqxdKyRwsPwiJyBnOqWhpxOUGfqNvU1FQkNxQIBILnRK1WS8syI8NCy2kzc6JI5XKTfHXN5YXXfR7MjHP2q3qUADe7fQCtJitP+Tv7zqF71NdevfqhUChQq9VMm/azVGaJV+NnFi2ysbZQsNirER+vOw7A9Ol+eHv3RqFQ0KtXPxYsmIkuM4s7+85R/dNmBe7D2MoMk4plUN1P4dSpU2i1WgwMxJwxgeC1ITCweGVLMAmrQCAQCAQCPeLpWSB4hJGREfXq1aNv377MmTOHzZs3ExQUxN69ewkKCmLz5s3MmTOHvn37Uq9ePSFaCF45jIyMaNhQb02RkKGlqmXOgNCmnZvw/sgbYyNjQD87NfdM3BeBUqmUZq0aGxvj/ZE3m3bmeD9mJ7sHaNSokbjGBAKB4DmRy+XSsi4zq9ByBkY5rwRqdbaAkFM3TV143echPZcwkZ0/Irt9AAPjvIJJ4n9R0rKPzyAAdu3axr17+nwTXV1s6OhceC6P4vCRszVdXfTRH3fvxrN79/Y87QIkhkYVWDcbcyd9QvSUlBSuXLlSIv0SCAQvgJs34eTJpy9/4gTculV6/REIBAKB4C1FCBcCgUDwBtGhQwdp+UGGFksTvXXZgaMHUKlVtG/dHoDExPssWzb/hfZt6dJ5PHiQoO9n6w6o1CqCjwUDYGVikCdvTPv27V9o3wQCgeBNRKHIiTzQqjILLWdknhPlEBcXC0CNGjWldefvJZdC7+Bcrv1mtxcfH1dgv3RZWtKu63Ne2Ns7SuU3bFgplRnVzKFE+zcy1/6y27Gzc8DOTr8+LeoeuixtgXUhb0J0YRclELxGPIv1k7CLEggEAoGgxBHChUAgELxBDBw4UEo6fyJWRTNb/aCVVqtlY9BG+n7aV8rD8ttv/ly5EvlC+nXlykVmzJgA6PPM9PXuy8agjWi1+gGfplVNOBGrn2VraGjIoEGDCt3Xq05mZiYRERGsWLGCUaNG4e3tTadOnfD09KRTp054e3szatQoVqxYQUREBJmZhQ8mCgQCwfNQrlw5aVmdmFZoOXOHytJyRMQpAGrWdKJMGX0OihOxD9HpdCXaN51Ox8nYhwBYWlphb+8IwNmzOUmvzR0qScvpNxPRqvW/l9kJvLVaLeHh/wH63BZt7CuWaB897CtKuS7Cw/+T7llS++pM0m8lFlrfwjHnvJ4+fbpYbWcqldwNCyPzBUdHCgQCimcT9Tx1BAKBQCAQFInw4RAIXjKZmZlcvHiRsLAwjhw5km/7l19+Sc2aNXFzc8Pd3R1XV1dhoSMolKpVq9K1a1e2bt1KilqHpYkMAxlodbAmcA09vXryxSdfsHLLSlQqFWPGDCQwMBhjY+NS65NGo2HMmEGSf3lf776UL1ueNYFrADCQgaVcRqpaPyjWrVs3bG1tS60/pcHt27dZsmQJu3fv5syZM2RkZDx1XVNTUxo2bEiHDh0YOHAgVatWLcWeCgSCt4ls+0CA1Kt3KOduX2A5s+rlMZAboVVnSsKBgYEBbm7NOXhwH7EpSkKi7+NRs1KB9Z+F4Oj7xKboB+Xd3JpL+R+k9uVGmFUrL5VPi7orLdev3xiA69evkpKij9poaltWEuZLCplMRhPbsuy4FE9ychLR0ddwcHCmQQM3goK2POrXPcztChZM5BUspOWHDx8Wq+0jvr7cDg6mWtu2vD937jMfg0AgKCYJCXDoUPHrHTyor1uhQsn3SSAQCASCtxQRcSEQvARu377NhAkTaNGiBZaWljRo0ID+/fuzZMmSfGV37tzJ3Llz6d+/Pw0aNMDS0pIWLVowYcIEbt++/RJ6L3jVGTZsmLQcFqemia3eaiMtPY3xM8bz9ZdfY1fNDoDw8FBGjx4gzSItabRaLaNHDyA8PBQA++r2fP3l14yfMZ60dP3s3ya2JpyMy0kCm7v/rzqHDx/G29sbOzs7/P39OX78eLFEC4CMjAyOHz+Ov78/dnZ2eHt7c+DAgRKf3SwQCN4+3N3dpeXUa3cLLSczNMD8kSgRHX2NGzeuA/DZZ32lMnOekM+huMzNtb/sdmJiooiJ0a83d6iEzDDnVSUzLSf3hY2NXtzO7idA3UqWJdq/bOrl2m92e9bWNgX263EM5TkTTYqTVyo9Pp7bwXorxVsHDpB+585T1xUIBM9JUBBkPUNen6ws2Lmz5PsjEAgEAsFbjBAuBIIXhE6n48CBA2KQU1DqeHh44OrqCkBMUiaVzQyxMtH/3B89eZS/D/zNtO+nITfWJ14NDNzAqFH90Wg0JdoPjUbDyJH9CAzcAIDcWM7U76YS9G8QR08eBfS5LaqYGXIjSW//4erqSps2bUq0H6XJJ598wtatW8nK9YJbwdSAhlXkdHAypbuLOV1rm9GlthmdH/3ftbYZ3V3M6eBkSsMqciqY5tyKs7Ky2Lp1Kx988AF169Zl7969L+OwBALBG0KtWrWwsNDP+k+9WvTgd/nmOfkcVq9eDEDHjl2pXNkagG2RcfxzJb5E+vX35Xi2RepzWVSubE2HDl3ytAtQ/rF8FdrMHIFdLs9O5J0jepvL8ybyLinMciUIz44czG4fQKspfIBTlivpeXbdp+Hm/v15P//771PXFQgEz8nzWD4JuyiBQCAQCEoUIVwIBC+AvXv3UrduXT744INCBzk/cjZjsJslP7xbFv/W5ZjkUR7/1uX44d2yDHaz5CNnMzHIKXgqZDIZAQEB0ud9Uem0dzSVPk9dMBWFXEGAXwCGBvoBmb/+Wk+3bh4llvPiypVIunXzkEQLQwNDAvwCUMgVTPtjmlSuvZMpe6PSpc+zZ88ucauPF4GFXEZbewWfuJrhXN6YhIws9l3L4K/INLZdSmf7pXR2PPp/26V0/opMY9+1DBIysnAub8wnrma0tVdgIc859osXL9K+fXsGDx5McnLpJMYVCARvNgYGBjRurLdVUt1LQZNU+GSJKu3qSQPt69evQKlUIpfL+fbbCVKZQUGniU99vpwL8alKBu88LX3+9tsJyOVylEol69evAEBmZEiVdvXyHksuEUCtzhYQ5NK6NPUzzJB+CtJzCRMmJtmCSY4IYWBcuGCiyyW2ZNd9Gm7u21fkZ4FAUEqkpcHzvE/t3Qvp6U8uJxAIBAKB4KkQRvkCQSmSnJzM2LFj81lAWchlvFNVQfNqJpRVFDVDUIY5UM7UEOcKOTkIHiqz+O+WiuO3lVJegOxBzkGDBjFjxgwsLUvHMkHweuDp6cnAgQNZsmQJqiwIj1fTxEbOyTg1aelpDPh2AKsDVjNnwhzGTByDWqMmPDwUT8+m+Pr6MWDACBQKRbHbVSqVLF06jxkzJuTMTDWWE+AXgH11e3xG++SyiJITHqdC9WhMaNCgQbRr167EzkFJE/zItiM3dlZGuNvISVLpOBGrJFn19JFPWTq4lZzFreQsuK2PPnmnqgJLExlhcWpiHkWhLF68mN27d7NkyRI8PT1L7HgEry9arZbLly8TFhbGmTNnePDgAUqlErVajVwuR6FQUK5cORo2bIi7uzu1atWS8gcI3j6aNGnC4cOHAXh4OoZKrV0KLCcva0bFVrW4dzCSxMT7LFs2n2HDxtKrVz927txKSMheYlOUfLjqCP9+0Qpri+LfI+JT9fWzc1t4eLSnV69+ACxdOo8HDxIAqPiuM/KyZnnqGpnnDPzHxcUCUKNGTWnd+XulI/Cey7Xf7Pbi4+MK7NfjZD1KJg489T1VmZDAvbCwPOvuhYWhTExEUb58IbUEAkGJsGcPFMPWLR8ZGfp9dOtWcn0SCAQCgeAtRggXAkEpsXfvXgYOHMjNmzeldXZWRrxXQ0HdynKMDJ59VnlZhSHtncz4wMGU83fVHL6hFIOcgnzMnDmTPXv2cPPmTa4mamjvaEoNKyNuJGWS8CABn9E+LJ2+lFUBqxg3ZRwxt2JQqVRMnvwDCxbMpFevfvj4DMLOzuGJbcXERLF69WLWr18hDTyBPqfF1O+mYiI3wWe0DwmPttlZGVHB1JCTsXqbjxo1ajBjxozSORHPiU6nw9/fn4kTJ0rrTAyhnaMZd9Oy2HYpHe1jeoVMJsO+mj31atejtkNtLMwtMDYyRpOpISUthUvXLnH+8nmib0VLNm9JKi3/Xs/AQKbP+1G/spx9UemosuDmzZu0b98ePz8//Pz8XsuoFMGzo9PpCAkJYceOHZw8eZJTp06Rmpr61PUtLCxo3LgxTZo0oUuXLrz//vviO/QW0blzZ2bNmgVA3K6zhQoXALZdGnPvUCTo4Lff/GnX7mOcnV34/fdFdO7cmlu3Yjh/LwX3RSEs9mrER87WT92Pf67EMyjotCRaVKtmx8yZC5HJZFy5cpEZMx5Fdsigahe3fPXNHSpLyxERpwCoWdOJMmUsSUlJ5kTsQ3Q6XYl+t3U6HSdjHwJgaWmFvb0jkJNAXN+vwhOWqxNyrtOyZcs+VZu39u9H91jeKZ1Wy639+3H69NOn7LlAIHgmSsLqKTBQCBcCgUAgEJQQQrgQCEqYwgY5P65lzjtVTUr0hdrIQEZDaxMaVJFz/JaKv6+kiUFOgYSlpSVLliyhffv2AOy5lkFXFzMytTpiU7JIeJBA7697M27oOAIXBTJn+RxWblmJTqfjwYMEFiyYyYIFM7Gzc6BBAzcaNHDD2toGudwEtVpFfHwcZ8+Gc/ZsuJRMNRuZTEZf7758/eXXBP0bxLQ/pkmRFrZlDGlsLWfbpZxQ+iVLlrySUUL65OKjmTt3rrTOqbwxbtZy9lzLIEmVM7hkYGBA25Zt6dGpB2713VCYKLgWc43Iq5EkpyaTrkzH2MiYyhUq837z93G0c0SpUhIeEc7GoI0EHwtGq9Wi1UHobRVWJgZ0qW1OeLyKq4l6YXLChAkkJiYSEBAgZtC/Rbz33ntcvnz5meunpqZy+PBhDh8+zKxZs6hTpw7Dhg3Dx8fnlbzuBCVL69atcXV15eLFiySfv01a9H3M7SsWWLaMszW2nd2I3R6OSqVizJiBBAYGY21ty6ZNu+nRowO3bsUQm6Lk43XH6epiw8hmDnjYVyzwWUOn0xEcfZ+5oVFSTgvQixabNu3G2toWjUbDmDGDpCg92y5uWDhVybcvs+rlMZAboVVnSsKBgYEBbm7NOXhwH7EpSkKi7+NRs3AhobgER9+XhBY3t+bS767UvtwIs2qFR0HkTojeqFGjp2rzRiG2UDf37RPChUBQGFotXLz4/Pt4QnLtDJf6oNNheulc4YWCgiAiAp73Oc3V9fn3IRAIBALBa44QLgSCEqSwQc5P65hT3rR0kkaCfpC4RXUFtSsas/lCqhjkFEh4enri5+fHhAn6mazbI9Pp4mJGeJyaG0mZpKWn8fPMn9lzcA+TfCfR6YNOrNyykt0Hd0vJumNiooiJiSIoaMsT2zM2NqZD6w709e5L+bLlGf7TcCkRN+gjLRrbyNkemSNa+Pn5vZIWUTqdLt/13N7RlIT0LDZdSJPWmZuZ49Pdh55ePZEby9nyzxbmr5rPpWuXUKoKtxtQmCio7Vibti3bMnHsRFRqFRuDNrImcA1p6WkkqbRsupBGU1s57R1N2XNN700/d+5cKY+JECXfDh4XLUwqlcHCqQoWjpWxcKqCvLw5BiZGyIwM0WVmoVVlok5MI/XqHVKv3SX16h1U91Kk+hcuXGDEiBGMGzeOPn364Ovri5OT04s+LMELQiaTMWzYMEaOHAlA3D9ncBr2QaHl7fq0JPFEFMrYh4SHhzJ69ADmzl2Bvb0jO3Yc5JtvBhMSoveA3xYZx7bIOGzLKGhiW5Z6lSwxMzYkXZPFuXvJnIx9KA38Z9OmjSe//74Ia2vbR89NAwgPDwXAQGGMXZ9WBR+HoQHmNSuRcimO6Ohr3LhxnRo1avLZZ305eFA/2D8nNKpEhYu5oTmi/Gef9QVy7omgj7aQGRb+fJU7Ibq7u/sT21M9fMid0NACt8X/9x/qpCTkVlZP1XeB4K3i+HFoVfBvR0mS+u6HTxYuHj6EBg2ev7GjR6FFi+ffj0AgEAgErzFCuBAISoiCBjk/djajtZ3ihQ0uljc1ZLCbJQdjlPx9RT8wLAY5BX5+fiQmJjJ37lx0wLZIfbLuyuYGklXTkZNH8PrSiz7d+jBm4Bi+G/YdW/7ZQvCxYCKvRj5xAN7FyQWPFh54f+SdbwA+mya2ciqYGrItl2gxatQo/Pz8Su3Yn4cJEyZI17MM6OpiRtgjwSebVk1aMcl3EgkPE5i5aCZ7Du5Bk6l5qv0rVUrOXDjDmQtnmLdiHu1bt6fvp33p6dWT8TPGS4LPiVg1dlZGdHUxY3tkOjpgzpw5lCtXDn9//xI+asHLJCsriwULFhS4zbJuVWw6NqBsIzuMrUyfuC/zmpUo524vfdYkpfPw9A3idp0l+fxtANLS0li4cCErV67kl19+YfTo0Rgalp7ILnh5+Pj48N1335GWlsa9kIvY93sXI7OCczMYKoypNaYDET9sRqfJIjBwAzKZjFmzlmBtbcvatUGsX7+C6dP9uHs3HoDYFCU7LsWz41J8oX2oXNmab7+dQK9e/ZDJZGg0GkaPHkBg4IY8bRuaFP56Ur65AymX9JEbq1cv5scff6Vjx65UrmzN3bvxbIuM458r8cWysCqMvy/HS1EilStb06FDF6ldqT/NirZSTLuqj7goU6YM1nI5R3x9USUlFVpenZSELjOzwG26zEwODBpUpHBhYmVF/ZEjsbSzK7JfAsEbx+bNL6SZ1PfagU5HpaUBpd/Y5s1CuCgCjUZDvXr1uHz5Mhs2bKBnz54vu0svFHt7e2JiYujbty8rVqwotXYyMjKYPn06f/31F1evXiX9UfL5r7/+moCAAFasWEH//v0BuH79Ovb29qXWlxdFUed2+vTpjBs3jtatWxMSEvJS+icQvG0I4UIgKCEeH+TsUdecJrbFT1z5vMhkMtrYm2Iul7H5fJoY5BRIwhUgfUf3XMvAqbwRPeqYS5ZHaelpLFy7kMXrF+PRwoMenXrQu2tvFAoFUTeiJMsjtUaN3FiOpYUlLk4uONRwQKlUEhYRxk8zfiLkeAjaXP7cViYGtHcyJTxOJQkloBctZs2a9UoKanv37pWiVEAvWhy/pSIuVZ9J3NzMnO+GfcfHbT9m9rLZrNq6SspVkY29vSMNGrhRv35jbGxsJYutuLhYIiJOcfZsONHR1wDQZGrYuX8nfx/4m77efZk3cR5/H/ibqQumkpaeRkxSJhqtji4uZpLwM2HCBFq1avVKRqsIis+lS5fo378/x44dk9YZmhpTqY0rNh81LNTa52kxtjKjUmsXKrV2IS36PnH/nOFu8EW0Sg1KpRJfX1/++usvli1bRu3atZ/3cASvGFZWVvTp04eFCxeSlaHhxtpjOAxqU2h5SxcbXMZ9zMVfg0Cr46+/1hMdfY1Zs5bg7OzC55/3x9u7N7t3b2fDhpWEhR0nJSV/cmxLSyvc3Jrz2Wd96dChC3K5HIArVyIZM2agFGmRjeZhOpqkjELFuSrt6nFj3TF0mVrWr1/B2LE/o1Ao+PbbCfj6DgFgUNBpwga3eabk4dnEpyoZvPO09Pnbbycgl8tRKpWsX78CAJmRIVXa1St0H5qkdFT39ZFOjRs35uKSJcTs2vXMfQJIPH/+iWUMTUx4Z/Lk52pHIHit0Gphy5Ojgp8XVfWaqGs4gE6Huro98pvRpdvg5s0wY8ZrYRfl7++f57m5KIKDg2nTps1ztzl37lwuX76Mq6srnwobvVJBo9Hw4YcfcvTo0ScXfksYPnw4v/32GwcPHmTr1q188sknL7tLAsEbjxAuBIIS4PFBzpclWuSm6aP2N53Xz3gXg5xvNwYGBsyePZvy5ctL39WriZncTMrE08GMO+lZnIxVodXpLc/2H9nP/iP7kclk2FWzo16tetR2rI2FmQWW5pZoMjXcuX+HQ/8d4tzlc0QX8PKWnWS6spkh2yLTUGflbHuV868kJSUxcOBA6XN7R1PC4tSSaFGhXAWWTl+KUq2k2+BuxNyKkcqWL19RSmpeo0bNJ7Z148Z1Vq9ezLp1y3nwIAGdTseKzSsIPhbMtO+nsXb2WgZ8O4CEBwnEpmQRHqfOYxs1YMAAzp07J/IUvES0Wi2XL18mLCyMM2fO8ODBA5RKJWq1GrlcjkKhoFy5cjRs2BB3d3dq1aqVx7pPq9Uya9Ysxo8fj1L5KLJJBrZejanRu0Whs+IBtJos0m8kkBH7AK0qE11mFjIjQwxMjDC1LYdZjQoYGOePoDC3r4jTsA+w7/cuN9YeIzboFOjg6NGjNGrUiF9++YUxY8YIi8E3DF9fX1auXIlSqSQ26BQVWjpjVbdqoeUrNHfE9XsvIqf/jU6TRXh4KJ6eTfH19WPAgBEoFAo6d/6Uzp0/RavVSvZNKpUKExMTatSoib29Y57vkVKpZOnSecyYMUHKaSEzNqRcYzsSH9kyPTwdU2gCcXlZMyq2qsW9g5EkJt5n2bL5DBs2ll69+rHz/9k777AorrYP38vCslQRbGABERQbClhiiSXG3qIxGntF36ixRN8kRhONJZpEXrv57AWJ0WhQsWKPUYkKFuyigkqxoHR22fb9sTIs0hEQde7r8nJ25pw5Z4aZ3Znn95S9OzlxIpCoRAUfbz7NkSEtCiVexCTp+6enuGrbtiP9+w8DYN265bx4EQtAuZauyGzMc9zPi4sPhGUvLy8cWrXi3u7d8IrIXaRIJDi0alV8+xcRKY0EBcGjR8U+TNKHH+sXJBISW7bHbuua3Du8Lo8ewb//ilEX2ZCUlMT8+fMB+OGHH8TnlWLizz//FESLYcOGMXToUMqV0zvSpP//vmFhYcHkyZOZPn0633//Pb169RKvPxGRYkaie9VFVCQLjx49omrVqoC+6HGVKlXe8IzeDp4+fUqFChUyrXvy5Anlyxdd7uHSQHx8PPXr1+fhw4eAPj1UG6e803iUFCfCU4W0UVWrVn0njZzvy7VWVAQGBjJixAgiIyOFddXKGONlLyNRqeNclIIEZeF/GsqYGtG4sinWMgkXXkmtVLVqVdatW1eqBTRvb2/Wrl0L6GvU2JjqjwP0ooXvYl/uP7jP5NmTSVPp15uamvLf/85ixIhxyOUFN5QpFArWr1/Br7/OEox5MhMZi2cuxqmqE4MnDSb2pbGskYOMOIVWqGXj7e3N6tWrX/u4i4N38d7U6XScPHmSPXv2cOHCBS5evEhSUlK++1taWuLh4UGjRo3o2rUrGzZswM/PT9gut7fBdWKHbA3KOo2W2HP3iAsJJynsCcnhz9CpNVnapSMxlmLhVA5LlwrYeDph18Q523z88dcecWfJYRTRccK6QYMGsX79ekxMTPJ9bG+Sd/FaKw58fHyYOnUqoL/WPJYOQirP/W+ccDOa24sOooiKE9aVLWsniLSOjrmnSwJ9XQhf3zVs3bpRMPwDmFUui+ukjmhVaq5+p/eYtq5bGfcFfXPcV+KdGC5P2Qo6/XdvYOB5XF3diImJokeP1jx6KSY7WMlZ071hgdJG7b8Tg3fAJUG0qFLFkT17TlKpkgN37tygQ4cm+u9oCTT834Bsi4inc+WbbSRcjwLgxIkTtG7dmpigIM5Om0bqkyc59issZhUq0HzBAio2bVrk+34dxHvz9Xgf30Pv3LmDWq3G2NgYV1fXvDtMngwvI4uLk4iV21HU1teukF+/jOO4EkhNNHky/O9/xT/Oa2IYcREaGppr2+rVq2NhYfFa4/366698/fXXVK1alfDw8PfScFwSqaJGjBjBhg0bqFSpEo8ePXpv0onmdW7j4+OpVKkSCoWC7du3ixE/IiKvUODf8TwQhYt88D4+MBYF78uLyqtGztGeVqXKi1yr07EmJOGtMHIWlvflWitK7t27R40aNbKst5RJaOxgiq2ZEZGJGiIT1EQlatDk8kthbAT2llIqWxtT2UrK81Qt56OUJKVl7jR69Gh+/fXXUi2cBQYG0rFjRwBMpdCzloVQiNvC3AK/JX5ExkQyYeYENFq9wdjTs4mQPuV1eTV9itRIyrLZy3Co6MDAiQOFmiF961qw+2Yyypc260OHDtGhQ4fXHr+oeZfuzfj4eHx9fVm5ciU3btwo+gEk4NDDE8dBzbMYkpWxSTwODCXmYChpz5Nz2EHeyOwsqdSxPhU71MPUzjLTNo1CRYTvaSH6AqB79+5s3769UGJcSfMuXWvFiUaj4cMPPxRSkjn09MR5VOu8+ylURPidIWp3iHB9pOPo6Iy7uyfu7p5UqmQvpMWLiYnmypUQrlwJEYpZC0j0YzsOaoHU1BidTkfIuM2kPnwOgMeywbmmR7u39qR+Lui/g/39j2NiYkJ4+F369u0kiBcAn7jZ82UTZ9o6lcv2+Uyn03E8/BnLzt0TalqAXrTYvv0gTk41UKlU9OrVVvhudvjEE+eROZ+35PtPuThhCwB16tTh6tWrwtiKFy/4d8YMIoswN3blNm1oOncu8rJli2yfRYV4b74e7+N7aIEMHlotODoWe8RFXNfPePzVjxlpm7RaKv5vJjb7irm2RpUqEBFR6tNFGQoXxW1e0mg0ODs78+DBA77++mt+/vnnYh2vtFISwkXHjh0JDAykefPmnD59uljGKI3k59x++umn/PXXX7Ro0YJ//vmnZCcoIlLKKWrhQkwVJSLyGgQGBgqihakUPqtjUapECwAjiYTP6ljyv7NxKDWwZs0a+vTpUyqNnCIlh5WVVbbrk9J0HA/Xe5ramhlRxdqYuuVlmJlI0On09iod+jouEvTpoFJUOqKSNNyOVRH0SJlln7Vr12bJkiWlOsoC9C9akyZNEj63dzYXUjIBfDv2WxRpCibPniyIFr1792fRorVF5pXu6uqGv/9xoWCtRqth0o+T2Lx4M9988Q0/+PwAwKGwVDo4mxPwMppq0qRJXLt2rdR9/7wLhIWFsXDhQrZs2UJyclbRwLS8FZYuFbGsUQFLl4rIbC0wMjVGYixFp9agVapJe55MUthjku4+ISnsMcqniZn2ITGR4vZNV+yaZhYT1UkK7m88xePD10Cb2RAgkUhwquJEvVr1qOVcC0sLS0yMTVCpVSQmJ3Lr7i2u3b5G+KNwwYiQFpvEg9/P8nDbv1T4uA7Vh32I8ctUOlK5Cc7ebSjjXpWbP+tTAwUEBNCvXz927Njx1kReiOSOVCplw4YNNGzYUJ8yak8IZepXyXLtZeknN8F5ZGsqtHYjcncIz/65I0T7RETcIyLiHgEBeeeYlxhLKdfSlco9PTNFK0gkEuy7NODequMARO+/jMvYdjnux3FQc56fv4ciKo6QkHNMmjSSZcs24uRUgz17TvLVV6M5cSIQgF03o9l1MxoHKzmNHGyoV94acxMpKSoNV58mcCEqToiwSKdNmw7873+rqVTJAa1Wy6RJIwXRwqxyWRwHtcj1OKMPXBGWx44dm+m7WV62LK2WL+f2779zceFCtGlp2e0iXxjJZHhMnUrNAQPE73+R95NiThOlsbAkZupcktp0yrzByIjHU+eQ4tWcij7fI03Of+RlgRDTRWXh8OHDPHigT8U3aNCgNzybd5v0KHDxGTArAwcO5K+//uL06dPcunVLrA8nIlKMlG7pXkSkFPOqkbOrqwW2ZqUzfNLWTEpX14yQ3EmTJhW7N4zI20f37t0zhQA/T9Vy5XEaB++m4n8zhV23Uth9K4U9L//fdSuFv26mcPBuKlcep/E8NaMgt1QqpU+fPhw7doxr166VetEC9MUC0z3pHcsY8yRFQ7xSf0wtGrWg60dd+Wb+N0J6qN69+7N06YYif5g3MTFh2bKN9Or1OQBpqjS+XfAt3T/uTvNGzQGIV2p5nKKhWhm9/8GNGzc4UYTeuyJ6jz4fHx/q16/PqlWrMokW1nUrU2tqZ5pu+Q+N14+i9nfdqdqvKWW9nLCoXh4zh7LIK1hj5lAWi+rlKevlRNV+Tan9XXcarR2JXXMXYV9GchPqzuqVxXD8/MJ9Qsb78vjQVUG0MDIy4uOWH7N6wWrO7z1PwIYARvUfRXm78qjUKuKT4lGpVVSwq4D3AG8CNgRwfu95Vi9YTbsW7YRUCjqNlseHrhIy3pfnF+5nGteuaQ3qzuqF0cuojz179jB8+HC0Wi0i7wa1atVi7ty5+g86uPnzPuKuPMxXX0uXitSa0pnGG0bhOKQFVm72GMly94Mykhlj5WaP45AWNN4wilpTOmebYqlC29rCdff0xA3UKVmF8HSkchNqTu6E5GUNF3//P5gwYTgqlYpKlRzw8wtg4cJVVKiQkSYqKlHBnlsx/PTPbWYcv8FP/9xmz62YTKJFhQqVWLhwFX5+AVSq5IBKpeLLL4fh7/8HoBcZXSd1RGqa8zGrU5Q8Oa7/LbGwsGDw4MFZ2kgkEmoNHEjHrVuxds471VZ2WDs70/GPP6g1cKAoWoi8v6jVkIMzzuuSWrsBEWt2ZRUtDEhs25mINbtIdXMvljlgZQUqVbHsWv99WQmJRELnzp3zbJ8eOSaRSPjpp5+KZU75Yfv27QC4urpSv379HNsNGzZM7+Th5ARAZGQkX331FTVr1sTc3Jzy5cvTpUsXDhw4kOt46cc8a9YsAI4dO8Znn31G1apVMTExEfZvyIsXL5g7dy7NmjWjXLlymJqa4uDgQM+ePfnrr7/ydZz79++nc+fOlC9fHnNzc2rWrMlXX31FVFRUvvqnc+vWLSZMmEDdunUpU6YMZmZmODs7M3z4cEJCQrK0Dw8PF4755MmTAJw8eVJYZ3hOATZu3CisDw8Pz7K/Nm3aIJFIhILs6X8HFxcXzMzMsLOzo2PHjnn+HdIpLee2a9euQkTytm3b8t1PRESk4IgRFyIiheRVI+cHVXIuoFoaaFrFlAvRSh7EqwUjZ9u2bd/0tERKEevWrSMtLY21a9dy6NAhLl26RGpqat4dX2JmZkbDhg3p2LEjo0aNonLlnIu+lkZWrlwpLHvZy9h1Sx/NYGFuwZypc1iyfolQiDs9PVRx5dQ1MjJi8eJ1RETcIyTkHOEPw1myfglzp86l+4juJKckcyFKySe1zIUaIitXrhTv6SLi1q1bDB8+XEinAyA1M6F8m9rYd2mQawqbvIjcHULsmTBAbwSt831PbNyrCts1qWncXX2CJ0euCesszC0Y3Hsw/br3Q2YiY8f+HazYvIJbd2+hUCqyjJGO3FROrRq1+Kj5R8yeMhtlmpJtAdvY4r+F5JRk0mKTuP7jLiq2r4uzdxukZjIAbNyrUuf7nlyb5Y9OpcHPzw8PDw+mTJlS6OMWKV1MnjyZs2fPsnPnTnQqDdfn7M5yLeaGzMacqp81oepnTdBptKQ8ek7yvaeok5VoVRqMTKQYW5hi4Vwe8yq22dZWeRVjC1MqtHEj5mAomlQVD/zO4uzdJsf21m72uH3TlRs/BYBWx19/bSU8/K6Qum/AgOH06TOQgwd388cfmwgODiIxMSHrfqzL4OnZlM8/H0qnTj2RyfT3waup+zCS4PZNV6zd7HM9jgd+Z9Eq9IbGwYMH55oesaybG522bydwwADibt/O4wxlYFOzJh1+/x1js9JTU01E5I3QqhWEhEDfvnDxYoG6qsuW4/FXP5JWuVq229OqOoFx3s4pKvsqPFjmh+xheLbbZZEPqPi/mRi/eFag+eHhAdu3g4tL3m0LgYmJCUOGDOHXX38lMDCQyMjIXJ/d169fD+idk4YOHVosc8oPx4/rI/M++OCDfPe5cOECXbt25YlBfaHU1FQOHDjAgQMHmDhxIovzUSdl+vTpeYo2+/fvZ+DAgcTFxWVaHx0dzZ49e9izZw9du3bljz/+wNLSMtt9TJo0iSVLlmRad+fOHRYtWoSfnx/79+/Pc64Ac+bMYfbs2ajV6kzr79+/z/3799m0aRPff/+9kOaruPnnn3/45JNPiI3NqHWlUCgIDAwkMDCQX3/9VajDlR2l6dyamprSsGFDgoKCOHHiBD/88EO++omIiBQcUbgQESkkhkbOD6vJS723m5FEwofV5PiF6kOZRSOnSHZUrlyZmTNnMnPmTNRqNTdv3iQ4OJjg4GCio6NRKBQolUpMTU2Ry+XY29vj5eWFl5cXbm5uGBu/nT8rkZGR7Nq1CwArmYQEpU7IzDOo1yBi42LZvHMzoH9QLcr0UDlhYmLCokVr6dChMUqlkk07NtGtXTcG9RrEKr9VaHWQkKbDUiYhKU2Hv78/UVFRODg4FOu83mW0Wi2LFi1ixowZKBQvBQEJOHT3oNrAZhib5yxQa1UaUh7Ekhr1Aq1SjU6tQWIsxcjUGDOHsphXs0PxOJ4HW04L+3X7pmsmQ7E6ScG1WbtIvJWRZ79FoxbMmTqH2LhYfFb7cOjkIVTq/HlfKpQKLl+/zOXrl1m+cTkdW3dk6GdD6de9HzMWzuDMhTMAPD58jZSHz6k78xMhdZSNe1W9UXjeHtDBjBkz6NatmxgK/45gZGTE0qVL2blzJwBahYprs/yzTVmWFxKpERaO5bBwLLygl07lXo14cuw62jQNUQEXsWvumm2h+nTsmtag9rTu3PxFn94sJOQcHTo0ZurUmYwcOR65XE6PHp/Ro8dnaLVawsPv8uDBfeF3rFq16jg51cgkQisUCtatW87ChT8KaTJySuf2KvHXHunrxAByuTxfYp/EyIikyMj8nB6BpMhIJO9JkVQRkTxxcYEzZ2DKFDB4P8sL4xfPqDT/ax5PnUti27wjDnLfmQlp1bPm8bY6tl+fSiqlgPWpxo2DhQuhmGtMjRo1il9//RWtVsvmzZuZNm1atu1UKhVbtujr9nTo0CFXgaN9+/aEhISQmJiIjY0NderUoVOnTowZM4ayr1mH59GjR4JXf+PGjfPVJyUlhc8++4z4+Hi+/fZbunTpgqmpKf/++y/z588nOjqaJUuWUK1aNb766qsc9+Pv78+VK1eoX78+kydPpl69eqSmpnLp0iWhzeHDh+nRowcajQYnJye++OILmjZtirW1NZGRkWzbto0tW7awb98+hg4dKvwGG+Lj4yMY1h0cHJg2bRpNmjRBoVCwb98+Fi9eTJ8+fUhJScn1uH/44QfmzJkDQPPmzRkxYgR169bFxMSEW7dusXz5cs6ePcvs2bMpV64cX375JaB/F0wvsD58+HAuXLhAo0aN2LBhg7DvdIG/IERHR9OrVy+kUikLFiygZcuWyGQy/vnnH2bPnk1cXBzTpk2jc+fO1K1bN0v/0nRu02nSpAlBQUEEBQWhUqnElFoiIsWEWJw7H7yPRdGKgne5GF9kZCSOjo5oNBqsZBK++7AsxkalW7gAUGt1zDv1gqQ0HVKplAcPHrwTRs53+VorLsRzlpkff/xRCAH/yEnOhWglCUodRkZGHPn9CP9b8z/2Ht0LwIwZ8xk7tuQ8z1esWMi8ed8B0P3j7kweNZmPB3yMVquljKkRnvYyoS7JrFmzmDlzZonNLS/eputMpVIxfPhw/Pz8hHVyextcJ3bI1nCq02iJPXePuJBwksKekBz+TMj5nx0SYykSYyPBE9u+uwc1RrcRtquTFIR+t4Pk+08BfZTFt2O/petHXVmyfgmbd27OkuLPyakG7u6e1K/vgb29g1AUOTo6itDQi1y5EkJ4+N3M85BIGNpnKBOGT2DfsX0sWLlAKPpu4Vye+vP6COIFwL01J4jaozfENmvWjFOnTmVKKVdaeJuutdJCducsXahzHNwiS5H4kkCjUHFt5l8kXNena5Db2+CxdFCec0m4Gc3tRQdRRMUJ68qWtaN//2EMHuyNo2Pe6ZgiIu7h67uGrVs38uJFhjeoWeWyuE7qmGekhUah4uKELSii9XPw8fHJ1QiWzqPjx/l7/Pg8271K6xUrqPwy9UZpRrw3X4/38T30tYp6bt8Oo0ZBYmLebQ140XMAT8d+g05WNBH0kjQl5VcsoOyerQXraGUF69bBZ58VyTzyQ+vWrfn7779xdXXldg6RX/7+/vTu3RuAHTt28Omnn2bablicOydsbGzYuHEjPXv2LPRct2/fTr9+/QA4deoULVu2zLHtsGHD2LRpE6B3Bjpy5AitWrXK1CYqKoqmTZvy6NEjzM3NuX//fpbvK0PnxHbt2rFv3z5MTbNeJ8nJydSoUYPHjx/ToUMH/P39MTc3z9JuzZo1jB49GoAjR47Qrl1GPafHjx/j7OxMSkoKjo6OBAUFUalSpUz9jx07RseOHYUoiuwKSJ8/f54PPvgArVbLjBkzBAHDEK1Wy9ChQ9myZQtWVlY8ePAAGxubTG3atGnDyZMnad26dY4paTdu3Mjw4cMBfSTHq6mz0vcB4OjoyOnTp7MIX//88w+tWrVCp9MxYcKELBERpencGrJ582Yh+ujcuXP5FtNERN51iro4t1jjQkSkEKxduxaNRm+galpZ/laIFgDGRhKaVtYbpDQaDWvWrHnDMxIRKR0cPHhQWC5rZkSCUm8g/qj5R5jKTDl08hAAtrblGDFiXInObeTI8ZQta6ef58mDmMpMadtMHy0Vr9Ria5bxU37o0KESndu7gkKh4NNPP80QLSTg0NMTj6WDsogWytgkHmw9y/kRa7n5UwAxB0NJCnucq2gB6At1KzIiJWJP3+bB1iCUsUloUtO4NmuXIFrYlbXDb4kfrtVd6TW6F5t2bBJEC1vbcowbN5WgoFucOXOD//s/P8aNm0rv3gPo1u1TevcewLhxU/m///PjzJkbBAXdYty4qcI1pNPp2PjnRnqN7oVrdVf8lvhh93Jb8r2nXJu1C01qRrFgx8EtkNvbAHD27NksL5Mi7xg6iNpzkYsTthB/rWBRAK9L/LVHXJzgK4gWAIroOCK2nMmzr7WbPR5LBuHwiSe8fCR78SKWlSt9aNbMjWbN3BgzZgArVixk504/AgJ2sHOnHytWLGTMmAFCm5UrfTJECwk4fOJJwyWD8hQtACJ8TwuiRfPmzZk4cWK+jvvh4cP5aldU/URE3mn69tWnjmrYsEDdyu7+nWrj+2MSGfHaUzCJjKDauM8LLlp4eOjnXoKiBeijLkBvaDp9+nS2bdK97cuVK0f37t2zbVO/fn2+//57AgICCA4OJigoiE2bNtGhQwcA4uLi+PTTT/NdyyA7HhkUYs8ivOfCmDFjsogWoPe69/HxAfSRGelCR3YYGRmxdu3abEUL0J+jx48fI5fL8fX1zdawDuDt7U2TJk2EPoZs2rRJ8Pb38fHJYlgH+Oijj/D29s5xngA///wzWq0WLy8vZs+enePxLFu2DFNTUxITE9mxY0eu+ywKli1blm20TsuWLWnatCmgF6RepTSdW0MMr0HDa1NERKRoEYULEZFCYGjkbFrKa1u8imEtDtHIKSICarWay5cvA2BnZkRkQoYBum+3vuzYv0NIzdO//zChEFtJIZfL6d9/GKCPCtixfwd9u/UVtkcmagTx4tKlS1ny2Irkjkqlom/fvgQEBAD6lDC1p/fAeVTrTF7e6iQFd5Yf5vyItTz4PYi05xlpHyQSCdWrVqf7x92ZOnoqsybPYt5/5zFr8iymjJ5Ct3bdqF61eiavvbTnyTz4/SwXRq7j4mQ/IT2UXVk7fBf7EhkTyZBJQ4S6KqampsyYMZ8LF+4xffpPVKtWPV/HV61adaZP/4ng4PvMmDFfeOGOeBTBkElDiHoche9iX0G8SLwVzb01J4T+UrkJrhPbC8bg6dOnExYWVsCzLPK2kP79poiOI3Tadu6tOZFrkeyiQJ2i5N6aE4RO+xNFdDygT0ORnnowak8Isf/ezW0XgP5adR7Zmob/G0D5Nm5IjDMigyIi7hEQsIN5877jyy+HM2bMAL78cjjz5n1HQMAOIiLuCW0lxlLKt3Gj4f8G4Dyyda6FuNOJ/fduphRRGzZsyFdkklalIvJlvvaC8ujYMbTFVLRXROStxsUFzp6FsWML1E1+5zqOo3tjfi6r4TS/mJ87hePo3sjDbhSs49ix+nRXxVTPIjf69OkjeNq/auwFvad6utgwaNCgbNMETZo0iStXrjB79my6deuGp6cnTZs2ZciQIRw6dIj/+7//A/SOc6NGjSpQDT1Dnj59KiwXJO1UekRAdvTq1Us4/iNHjuTYrkWLFtkW4k5n9+7dgD6CJS9RJV1EMaylZjh+2bJlc41MGTFiRI7bVCqV8Pfq06dPrumsbWxshALnr86lqLGxsaFr1645bvfy8gLg3r17WbaVlnP7Kra2tsKy4bUpIiJStIjChYhIAXnVyGkjL30pM3LDRi4VjZwiIgbcuHFDeIGqYm3Mo0T9PSGRSPCs78mxM8eEtoMH598LpygxHPf42eN41fcSPkcmqKlirTespaamcvPmzRKf39uKVqtl+PDhgmhhJDeh7qxeWfLYP79wn5Dxvjw+dJX04idGRkZ83PJjVi9Yzfm95wnYEMCo/qMob1celVpFfFI8KrWKCnYV8B7gTcCGAM7vPc/qBatp16KdkFNfp9GiiIwD9Omh1v2yjvsP7jNh5gTSVPrIB0/PJgQGnmfs2CmFFs7kcjljx04hMPA8np56b7Q0VRpf/vAl4Q/DWffLOizMLQB9zYsXweFC3zJ1q+DQ3QPQR6ekeyeKvHscO3aMZs2a6T+8jL44N3QNYSuPkhxewMKyeZB8/ylhK45wbugafTqyl5nQmjdvzpUrV1iwYIEwj5s/7yPuysN87dfSpSK1pnSm8YZROA5pgZWbPUay3MUHI5kxVm72OA5pQeMNo6g1pTOWLhXzNV7c5Qfc/HmfMP+5c+dSs2bNfPV9fO4caQlZC4YDVGnXjm7791Plo4+y3Z6WkMDj8+fzNY6IyHuHXA4rVsC2bfr0S/lEmpKMne9vhR623OaVBatnYWWlT2+1YkWx17PICTMzMwYMGADoUzElJ2eev6+vr/C+mJNR99UUQ68yZswYIbIjKiqKv/76q1Bzff78ubCcX+FCJpPh7u6e43YTExM8PPTPOFevXs2xXW77AH0BcNA7Bkokklz/LVy4EICYmJhM+0ivLeHh4ZFr3cCGDRvmWGfi+vXrQmTBtGnT8pxL+rxfnUtR4+rqmqme1KukiwCJ2aR5Ky3n9lUMr0HDguMiIiJFy9tZRVVE5A3yqpHzbaSKtTHPU9MEI2e9evXe9JRERN4YwcHBwrK9lZSrT/TGYqcqTshN5dy6e0v/2alGvr3cixpHR2ccHZ2JiLjHzbCbyOVynKo6Ef4wnOgkDXXLy7jyWN82ODhYvKfzyaJFi4T0UBITKXW+75mpWLYmNY27q0/w5Mg1YZ2FuQWDew+mX/d+yExk7Ni/gxWbV3Dr7i0USkWOY8lN5dSqUYuPmn/E7CmzUaYp2bxzc6Y0UN+O/RZFmoLJsyej0eojf3r37l+kxeBdXd3w9z/OpEkj8ff/A41Ww6QfJ7F58Wa++eIbfvD5AYA7yw/juXwIxhb6CI1qA5sRE3gVrUKFr68vP//8M9bW1kUyJ5HSg4uLC6dOnWLx4sVCkXqtQkXMgSvEHLiCdR0HKnVuQFmPapiUyT5VQ26o4lN4cfEBMQcuZ0oJBXpxbd68eUycOBGpVIqrqysXL17Ez88PnUrD9Tm7s9yjuSGzMafqZ02o+lkTdBotKY+ek3zvKepkJVqVBiMTKcYWplg4l8e8ii0SacH9ueIuP+D63D3oVPr7ddCgQUyePDnf/bNL92Qkk+H1zTe49OuHRCLhw6VLufPHH4T88gvatLQs/e2bNy/wvEVE3hv69gVPT336JYMiyrlhdu0i0tgnaOzyn4oIQBr7BLNrF/PfwcNDL1q8gSiLV/H29mblypUkJiayc+dOhgwZImxLj8Jo3Lix4J1fGMaMGcPatWsBOHnyJAMHDizwPgydN1JTU7HKhyhla2ubq6EaoGJFvVBtKIy8Sm5CiUqlIi4uLs+5vMqrRaBfvHgB5J0Gy9jYGFtb22zFhidPnhR4HtnNpajJKb1TOumihlarzbS+NJ3bVzGMHDIzMyvwHEVERPLH22l1FXlrefasaL313gSGhakqv63ChZUxVx7rX36PHz8uPKy9rWR3Xb0L11pxIp6zDAzz+ZobG6F56TVbr1Y97kbcFYzR7u6eb2J6Au7unkRE3EOhVHDvwT3q1axH+MNw1FowN8kIA//nn3/o0qXLG5xpBqX5OgsLC2PGjBn6DxJw+6ZrJoOoOknBtVm7hBROAC0atWDO1DnExsXis9qHQycPCWnE8kKhVHD5+mUuX7/M8o3L6di6I6mKVEG0aNGoBV0/6kqv0b2ESIvevfuzdOmGXD3UCoOJiQnLlm0EwN//D9JUaXy74Fv8V/tz8ORBzlw4Q9qzJO5v+BvX8e0BMDY3pULb2sQcuEJycjIrV65k5MiRRTqv16E0X2ulldzO2ZAhQ2jZsiW//fYbf/75p2AASLgeJQgOpuWssHCpgKVLRSxrVEBmZ4lUZozE2AidWosmTU1abBJJd5+QFPaY5LAnKJ9l9aS0sLCgT58+fPHFFzg7O2cyHP3yyy88e/aMQ4cOoVWouDbLH7dvumaJisoLidQIC8dyWDiWK1C/3IgNusvNX/YJokWnTp34+eef8+11qdNoePBKWhILJyfq//ADVs7Omf4+ZT/+mCbOzoTOnk1yeLiw/sHhwziNGYMkH2mp3hTifSjyxklPHfXVV/Bb3tEUEp0Oy9PHiO/xeYGGsfrnaP4bjx0LPj5vLMriVRo2bIiXlxfBwcFs2LBBEC7+/fdfrl+/DhQshU521KlTR1iOjCxcDaXy5csLy8+fP8+XcJFbqqR00p/FciO39H/ptS8B+vbty/fff5/n/nLjdeZsOJdff/2VTp065WtMCwuL/E2uhClN5/ZVDJ9XDK9NERGRouXttLqKvLUYPrC8C1SxejtvocrWGQ9eEyZMYMKECW9wNsXDu3atlQTiOQOtwYNqLeda3AzLSLtUv77Hm5iSgLu7JwEB+sJ5N8NuUqtGLfYe3QsI2YsAWLt2reDRVhopjdeZQw/PTIZQdZKC0O92CMWyLcwt+Hbst3T9qCtL1i9h887NWV5qnJxq4O7uSf36HtjbOyCTmZKWpiQ6OorQ0ItcuRJCeLg+T79KrRL+dgDmZubMmTqHJeuXCDUtPD2bsGjR2iIXLdIxMjJi8eJ1RETcIyTkHOEPw1myfglzp86l+4juJKck8+TIdRwHNENmawmAfWd3Yg5cAfTpB6ZNm1YscysqSuO1VtopyDlTPktE+SyR50F515/IjeTkZDZt2pRrUdR0dCoNN+btwaG7B46DW2SqQ1NSaBQqInxP62taGHwNHDx4MNuiozlRzsSEJa6uwucjz5/jd+MGafv359hHJpEwqGJF2r1MqZH24gV1q1XjmVjrQkQkd+RyWLkS2rSBUaMgm3Q0hlj9HVhg4cLy78C8G1lZwdq1+kiQUsaoUaMIDg7m5MmT3Lt3D2dnZyHawszMjP79+7/W/vNrDM4NQ+PwixcvcHR0zLNPbGwsGo0mV+EhPUrBsGZBQZDL5Zibm5OSkkJcXFyhI5/Lli1LTEwMjx8/zrWdWq0WIghexc7OTlhWqVRvfRR2aTq3r2LYThQuRESKD7HGhYjIa1DO/O28hcqbl17PPBGRN4nhK5WlhSUJSRm5x+3tHUp+QgZUqmQvLCckJWBpbil8fv1XwfcXuYMNjoMyUq1oUtO4NmuXIFrYlbXDb4kfrtVd6TW6V6bUTra25Rg3bipBQbc4c+YG//d/fowbN5XevQfQrdun9O49gHHjpvJ//+fHmTM3CAq6xbhxUylb1i7THEyMTTgbcpbNOzcD+kLcRZkeKidMTExYtGitULB7045NPI97zqBegwB9/Y2YwIx8zxbVy2Nd583eByIi6bU3Lk7YQvy1wnntFpb4a4+4OME3U02OwhKrUvFPXBwPFQoWPXzIhpgY0vIw7KXpdKyPiWHxw4c8VCg4FRdHrChaiIjkn759ISQkz0gH2aPwAu9aFhmRewO5XD92KRQtAAYMGIC5uTk6nY5NmzaRmprKH3/8AUDv3r0pU6bMa+0/PXIDwMGhcM8Shqmqbt++na8+aWlpQn3K7FCr1Vx6mUbsdYz86XUyTp8+Xei0S+nHl1cdysuXL5P2SurAdOrWrSvUaAgMzIeY9hZQWs7tqxheg6+TRk1ERCR33k6rq4hIKUEmzTvUsDRi8pbOW0SkuDE0GZkYm2RKAySTmZb8hAwwHD9NlYaJcYZRWxQuCokEXCd0yOS1fXf1CSE9lF1ZO3wX+xIZE8mQSUOEaAhTU1NmzJjPhQv3mD79p3zXPqlWrTrTp/9EcPB9ZsyYLwgG8YnxfP/r94Ig8t//zsLV1a0ojzRHXF3dmDp1JqD3hty0YxP9uvcTIj1iDoai02TkG67UuUGJzEtEJC8U0XGETtvOvTUnUKcoi3UsdYqSe2tOEDrtTxTR8UWyTx3wW1QU3967x4U8vL9f5XxiIt/eu8f/RUWJ3/8iIgUlLQ0UOdekAkhq1qbAu036II8+CgWUYqHR2tqavi9FlU2bNrFjxw7i4/Xfd0WRGnLVqlXCcuvWrQu1j0aNGgm1BM6fP5/vfrlF9Pn7+wue8x9//HGh5gXQo0cPQB9FuGLFikLtI33858+fExAQkGO79evX57jN3Nycdu3aAfoU1+fOnSvUXEoTpeXcvkr6NVijRg3s7e3zaC0iIlJYROFCROQ1kBq9nQKAsXjni4hky8XoDOOXSq3KJA6kpRWvYSwvDMeXmcgyiSpv5zfRm8ehuwdl6makdnl+4b5QiNvC3IJ1v6zj/oP7TJg5Qag74enZhMDA84wdOyVTkciCIJfLGTt2CoGB5/H0bAKAVqcXB2xtyzFixLjXOawCM3LkeCEK5ODJg5jKTGnbrC0AabFJxJ67J7Qt61GtROcmIpIrL6Mvzg1dQ9jKoySHF209heT7TwlbcYRzQ9cUSZSFiIhIKcDfP88mSS3bF3i3SR/mw+idj7HfJKNGjQIgIiKCr7/+GoDq1avTpk2bHPuEhoYSFhaW635XrVrFunXrAKhUqRK9evUq1PxkMhlNmuifmwpikP/tt9/4559/sqyPiYlh6tSpgN7gP3To0ELNC+A///kP5crp6yh9//33HDhwINf2p0+f5u+//860bujQoYIw89VXX2Wb1ujkyZOsXr06131Pnz5dqOXw+eefc/duzikdNRoNv//+O48ePcp1n2+S0nRuDUm/Bj/88MN89xERESk4b2eCfpG3luvXrws/Om8rAwcO5PDhwwBotDreRpOhOsN5lg4dOrBly5Y3N5ki4NmzZ1nycr8L11px8r6fs19++YWFCxdmWf8wIaMAXFJyEuXtMvKVRkdHlcjcciImJqNItLWlNY+fZTxwG34Lde/eXXg5fNOUtussISEBd3d3UlJSkJqZUG1gM2GbOklB2PKMQrnfjv0WRZqCybMno9Hqr4vevfsXaQonV1c3/P2P07lzM65f19eO6N9/WKEFkcIil8vp338YK1f6oFKp2LF/B3279eXoaX2h0biLEZRr5gKASRlzTMtZoXyWiKWlJWFhYcVWh6MglLZr7W3gbT5nGo2GVatWsWDBAhQKBVqFipgDV4g5cAXrOg5U6tyAsh7VMCljXuB9q+JTeHHxATEHLguFyNMxNTVFqcwsYr8t5+xNkd11JiLyRtm1K9fNGqsypDRolGmdxdnjmEQ+zLROVbkayQaRGSkNGqOxtEZqkGY027G/+66AEy45WrRoQe3atblx4wYxMTEADB8+PNeCxsHBwYwaNYq2bdvSuXNn6tevj52dHWq1mps3b7Jlyxbh3VkqlbJq1arXKgTdtWtXTp48yblz50hMTMyzQHf58uUxNzenffv2TJ48mS5dumBqasq5c+f46aefiIrSf8/PmTOHChUqFHpe1tbWbN26lc6dO6NUKunWrRuffvopn376KTVq6OuoRUdHExwcjL+/P1euXGHZsmW0atVK2EfFihWZM2cOU6dOJTw8HC8vL6ZNm0aTJk1QKBTs37+fRYsWUblyZVJSUnj69Gm2c2nRogU//PADP/74I/fv36dhw4aMHDmSDh06YG9vj1KpJDw8nLNnz7Jjxw6ioqIIDQ2lSpUqhT7+4qQ0ndt07ty5w8OH+u+Erl27Ft/Bi4iIiMKFSMlSrly5t75wkbW1tbCcptFR+MeuN4dKk+EyaG1t/db/TbLjXbjWSpr35ZwFBgZmEi2cbaTci9NkaXftzjVM7mcYqENDL5bI/HLiypUQYdnNxY2//83wJDIM/nJycirVf8c3eZ1t27ZNyI1bvk1tjM0z0m/d33iKtNgkAFo0akHXj7rSa3QvIdKid+/+LF26ociN9CYmJsjlZsLnwYO9i3T/+WXwYG9WrvQB4PjZ4wz8ZKCwLSkss1eahUsFlM8SSUpKIi4ujlq1apXoXPPL+/KdVpS8Teds5syZDBw4EB8fH3x9fUlOTgYg4XqUIDiYlrPCwqUCli4VsaxRAZmdJVKZMRJjI3RqLZo0NWmxSSTdfUJS2GOSw56gfJY1bZOlpSWDBg1i2LBhfPDBB5m2vU3nTETkvefhQ7hwIdcmSR+0gZcRt0YJcVRcMhvrY/uzbZvwURceT/wBrbUNGJuQ1KwNZQ7vyXnn58/Do0dQSg3EoE8LlR6FYGRkxLBhw/Lso9FoOHLkCEeOHMmxjZ2dHevWrRPS/hSWAQMGMG3aNBQKBf7+/gwZMiTX9ubm5uzYsYPOnTszf/585s+fn6XNhAkT+Oqrr15rXqBPR3To0CEGDhxITEwMf/75J3/++WeO7Q3tCulMmTKFBw8esHTpUiIjIxk/fnym7eXKlWPHjh306dMn17nMmjULGxsbvv32W5KSkliyZAlLlizJtq1MJitxp5mCUprOLcDvv/8OQJkyZejWrVsBj0ZERKQgiMKFiEgBMSwm9ixFS1mzt6/Q9dOUDCOtmI9R5H0iPj5eCIMH6FjDjAtRGd6ztja2JCQloFarOXzqcKbibYbCwZsgfXy5qRznas5cva0vmmxsBCmqDDHSy8vrjcyvtKPT6Vi5cqXw2b5LRq0GZWwSjw9npIiaM3UOS9YvEWpaeHo2YdGitcUSWaBWq4VoCyenGvmul1HUODo64+joTETEPW6G3UQul+NU1Ynwh+Ekhz9Dq9ZgZKz/vbN0qcjzIH3ageDg4FIrXIi8+7i4uPDbb7/x888/4+vry8qVKzMVgFU+S0T5LFG4XgtKnTp1GDduHIMGDcLa2jpPD0wREZFSTh7RFpCR8sn83Cnsf/kO49ic73vrY/sxv3ye6K9/IqXJhyS1/Dh34SJ9Dq8YTEsTgwcPFoSL9u3bU7Vq1Vzbd+nShXXr1nH27FkuXrzI48ePiY2NRafTYWtrS4MGDejUqRPDhg3L1phcUCpXrkzPnj3566+/8PPzy1O4AH1tjJCQEBYuXMi+ffuIjIzEwsKCxo0bM2HCBDp37vza80rno48+4u7du2zYsIG9e/dy+fJlYmNjMTIyonz58tSuXZvWrVvz6aef5vj8tGTJEjp27MjSpUs5f/48KSkpVKlShS5duvDf//4335ERkyZN4rPPPmPVqlUcPnyYsLAw4uLiMDU1pXLlytSvX5/27dvz6aefvhWRg6Xp3G7duhWAESNGlHrRR0TkbUcULkRECkj16hlGpUeJalztiiZlSEkSaZAORzRyirxPTJ06VQjrdbE1ITZFQ2yqPndaeiHm/0z7Dw+iHgiihUQiQafTER5+lwcP7r8Rw3JExD0iIvR1Btxc3FAoFIQ/DAfA3lJKVJJ4T+fFyZMnuXHjBgDWdStj4ZTxgvY48Cpo9eLPoF6DiI2LZfPOzYA+NUxRpod6lTt3bqBQpALg7u5ZLGPkF3d3TyIi7qFQKrj34B71atYj/GE4OpWGlAexWDrrUyhY1shIpXDp0iUGDBjwpqYsIgLoPSvHjRvH2LFj+fvvv9m9ezfBwcGEhISQlJSU7/1YWVnh4eGBl5cXPXv2pFWrVrmmSBEREXnLyKPGhNZUTmo9Tyr+byY2AdvytUvj2KdU/cabuB6f82zYl2hlphjlVhfN379UCxehoaHC8ogRI/JsX6FCBUaMGJGvtkXFf//7X/766y+OHj1KeHg4Tk5OefapWrVqrlEHOaHTFby4kbm5OePGjWPcuMLXLOvSpQtdunTJcXt4eHi+9lO5cmVmz57N7NmzCzyHEydO5Nlm2LBhuUbl5GcfoI8QmTVrVp7tSsO5/eeff7h16xYmJiZMmDCh0PMQERHJH6JwISJSQO7cuSMsRyaoc2lZenmUmDFv0cgp8r4QGBjI2rVrATCVgmclGduv61OLGBZifhidkcPY07MJXl4fsGbNUgB8fdcwffpPJT53X981wnLbZm0JDg0WPle2NuZ2rL5Qt5mZGW5ubiU+v7eBPXsyPCDtO7sLy1q1hpiD+ogHIyMj+nXvx//W/E94Uf3vf2fh6lp85/TatcvCcv36HsU2Tn5wd/ckIGAHADfDblKrRi32Ht0LQGrkC0G4kNlZCn3i4uJKfJ4iIjkhkUho3bo1rVu3BkCr1XLnzh2Cg4O5dOkScXFxKBQKlEolpqamyOVybGxsaNiwIV5eXri6upaKmi0iIiLFQGwsvFKw91XUduWpNr4/sqgHBd69zZ4/ML9wBnW5CsiiHubc8ORJ/Vzs7Ao8Rkmwfv16QJ/aqWfPnm94NtnzwQcf0LlzZw4cOMD8+fNZtWrVm56SyHvEnDlzAH39l/yIZiIiIq+HKFyIiBSQkJCMdDGP3lbh4uW8RSOnyPuCTqdj0qRJwuf2zuYcupsqfDYsxJxusE4vxBwf/4KNG39DpVKxdetGpkz5oURDghUKBVu3bgT09RD6dOnDDz4/CNsrW0kJeqT37GvYsCHGxuJPe3ZcMMhpbdPQUVh+fv4+ac/1AtZHzT/CVGbKoZOHALC1LceIEYX36MoP8fHxwrK9vUMuLYufSpUyUgcmJCVgaZ4hUGjTMn7vpLKMa0yhUJTM5ERECoGRkRG1atWiVq1aYmSQiMj7zt69oMla08yQXAWHfJAvwUOjgX37IB8pjkqa8PBwoW7A8OHDMTU1zaPHm+Pnn38mMDCQDRs2MH36dKpVq/ampyTyHnDu3DkCAwOxtLTMV4SIiIjI6yO6FImIFAC1Ws2VK1eEz7GpWuIUuT8AlzbiFBqev0yN06BBA9HIKfJecPz4cSFNkGMZY56kaIhX6u+D9ELM38z/JkshZhMTE8qVq0C3bp8C8Pz5M9avX1Gic1+3bjkvXsQC0Kl1J5RpSo6fPQ5AGVMj4X4G6NixY4nO7W1Bq9Vy8aK+uLppeStMymQUw44LCReW+3bry479O1Cp9REs/fsPK3aRSvXymgOQyd6sgcBw/DRVGibGGemxdKqM3zqJccbjo1KZSzoMERERERGR0kIeaaJKlFI0l8jISO7cuUNgYCC9e/dGpVIhl8szOfyURurXr8/GjRv57rvvePCg4BEyIiKF4dmzZ8ycORM/Pz+xVqiISAkhWixFRArAjRs3SE1NzbTu30dKOrqYv6EZFZx0z2wAT883m09dRKSkMCzK7GUvY9etFCD/hZhHj57Irl3b0Ol0/PrrLNq371qs6YPSuXPnBgsX/gjoU6AM7TOUbQHb0Gr1YkXjyqYEPdJ7vEulUry9vYt9Tm8jt2/fFvLcW7pUzLQtKewJoD+/nvU9WbE5Q5gaPLj4z6eJiUxYTsstJ3YJYDi+zEQmCDgAEhOpsKxTZ4hlpdkbU0TkTaLVarl9+zbBwcFcvnyZFy9eoFAoSEtLQyaTIZfLKVu2LA0aNMDLy4uaNWuKaapERIqL5GQ4dOhNzyKDQ4cgJQXM3/w75MCBAzl58mSmdbNnz6Zy5cpvaEb5Z9CgQW96CiLvGXnVxxARESl6ROFCRKQABAdn5JWXADrg30gF7ZzNMDYq/cUb1Vod/0ZmpPVwdXV9g7MRESkZIiMj2bVrFwBWMgkJSl16HeZ8F2Ju0MALb+8JrF69BKVSyeTJo/D3P15sBZsBVCoVkyd7Cx7tQ/sMxdbGli3+WwAwkoC1TEJSmv5gevXqhYPDm001VFox/O42LCytVWlIDn8GgFMVJ+Smcm7dvaX/7FSjRAqxlylTRliOjo4q9vFyIyYmWli2trTm8bPHwmcjg/RQGoO0USWZNk1EpDSj0+k4efIke/bs4cKFC1y8eLFAhcEtLS3x8PCgUaNGYmFwEZGi5tAhKE2pDVNT9XPq1etNz0TA3NycmjVrMmnSJIYOHfqmpyMiIiIiIgKIqaJERAqEYX0LJxu9EScxTce1J2k5dSlVXH2SJhg5Ae7du/cGZyMiUjKsXbsWzcucxo0dTDkXpX9xTS/EvOnPTfkqxPz11z/i7OwCQEjIOSZNGilEPhQ1Wq2WSZNGEhJyDgCnqk5MHDGRGQtnkJyir8fQyMGUC9EZ3z1jx44tlrm8C1y+nFEA2zDiIuVBLDq1/tqoV6sedyPuolDqrw9395KJSKtbt4GwHBp6sUTGzIkrVzJ+49xc3AQRB8CscllhOS02wxhrY2NTInMTESmtJCQksHz5curWrUvbtm1ZtGgRp06dKpBoAZCUlMSpU6dYtGgRbdq0oV69eqxYsYKEhIRimrmIyHtEUaRmsrCAVav0/ywsSsecioATJ06g0+lITk7m4sWL74xosXHjRnQ6HeHh4W96KiIiIiIir4EYcSEiUgCiojK8YZtVMeV+nN7r9NQDBe4VZaXaM06r03HqQWZPo+jo6Bxai4i8Oxw8eFBYLmtmRIJSL1IUtBCzubk5S5ZsoE+fj1Eqlfj7/4FEIsk2QuN1UKlUTJo0En//PwB9yp4F3y4g4EgAZy6cAfS1LSqaSzkXqY/GqF27Nm3atCmyObxrvHjxQliW2WYYG1KjMtbXcq7FzbCbwuf69T1KZG6urrWRy81QKFIzCQdvgvTx5aZynKs5c/X2VUCfJsq8mp3QLunuE2G5YcOGJTpHEZHShru7OykpKVnWm5a3wtKlIpY1KmDpUhGZrQVGpsZIjKXo1Bq0SjVpz5NJCntM0t0nJIU9Rvk0Ueh//fp1xo8fzzfffMOgQYOYOnUqLi4uJXloIiLvBiqVvjD369CyJWzcCDVq6D+3awdDh8Lp04XfZ0CAfm7FGL0rIiIiIiLytiMKFyIiBUBhEGLsamtCBQspT5I1RMSrCXqkpFnV0psy499HSh7EqzOtU5SmkGkRkWJArVYL3vZ2ZkZEJmQUGC5MIWYvr6b83//9zqhRfdFoNPz111bCw++yaNHaIql5cefOTSZPHiVEWkiNpCyeuRi5TM7Pv/0stOvoYsbum8nC5yVLlpRq4fRNY/hdZ2Sa8eijVWZ8J1paWJKQlOHZbG9fMmm3jI2NqVvXneDgfwkPv8uDB/dLJEXVq0RE3CMiQh+F5+bihkKhIPxhOAAWTuUwMs6ocZEUlpFCysvLq0TnKSJS2jAULazrVsa+szs2DR0xKWOWZ1+L6uUp6+UkfFbFpxB36QHRB66QcC0SgOTkZFatWsWmTZuYO3cukyZNQiqV5rBHERGRLJw8CXFxhesrk8HcufDVV2B439Wood+vjw98/z2kFSL6Pi4O/v5bL4KIiIiIiIiIZIuYKkpEpACkGTyUGkuN6FEro6DavjvJPE/VZNftjfM8VcO+O8lZ1qfnzhcReVe5ceMGqampAFSxNuZRot5QnV6I+diZY0Lb/BZi7tixO2vWbBOKEoeEnKNDh8asWLGw0GKgQqFgxYqFdOjQWBAtZCYyls1ehlNVJ0Z+PdIgRZSMkGglypdfN97e3rRv375Q474vGH53S4wNi0xnfGebGJtkKkYtk5Vc0ekOHboJy76+a0psXEMMx23brC3BoQZ1QV4paJ78sqC5lZWVWCtJ5L0iLCwsyzqpmQmVOrvjsWww7gv6Ur61W75Ei+wwKWNO+dZuuC/oi8eywVTq7I6RXO+NrVAomDp1Kq1ateLWrVt57ElERESgsCmZGjSACxfgv//NLFqkI5XC11/D+fPg7l6ycxMREREREXlPEIULEZECIJPJhGWNVkctOxlNKuuNW0oN/Hk9WciVX1rQ6nT8eT1JMHJ62mccQ7rhVUTkXcWwKLO9lZToRP2N8LqFmDt16sGOHUeEmhdKpZJ5877Dy6s6c+dOEzzX8yIi4h5z507Dy6s68+Z9J4iJTlWd2Lx4M/YV7Rk8aTCxL2IBcCxjjJ2ZlLDnegGmWrVqLFy4MN/zfl8x/O42FCsMRQyVWoWJcUa6hrS0khN2+/cfLqQb27p1Y4lHwykUCrZu3QiAiYkJfbr0Yfve7cJ2Gw9HYVkVn4LymT6djYeHB0ZG4qOkyLuPVqvFx8eHjz76KGOlBBx6eNB4ozcuY9th4VSuSMe0cCqHy9h2NNnkjUMPD3gZVHfmzBkaNmyIj49PsdVZEhF5pzh6tGDtjYzgu+/g3DmoXz/v9u7u+rbTpun7FoQjRwrWXkRERERE5D1DTBUlIlIADNPIpGl0WADda5pzO1ZFnEJL2HMVJyMUtHEqnKddcfB3hEIwctrIjWjraEbIy4K+eaXFERF52wkJyagZYG5shOalrlgUhZi9vJoSGHiBX3+dxerVS9DpdLx4EcvKlT6sXOmDo6Mz7u6euLt7UqmSPTKZKWlpSmJiorlyJYQrV0KyFTh6dujJrMmzCDgSwM+//SxEWjhYSfGoJGPXrYy0JGvXrsXa2rrAc3+f0Gq1mYSA8I3/YGRqjE6tRfk8o3huUnIS5e3KC5+jo6MoKcqVq0C3bp/i7/8Hz58/Y/36FYwdO6XExl+3bjkvXopjnVp3Qpmm5PjZ4wDI7Cyxa+IstH1x8YGwLKaJEnkfUKlUDB8+HD8/P2Gd3N4G14kdKFO3crGPb2xuirN3G+yau3BnyWEU0XFC9MWlS5dYv359kdZZEhF559izB/r1g0uX8m7r4gKbN0OzZgUbw9QUfvoJunWDIUPg7t28+zRsCNu2FWwcERERERGR9wxRuBARKQAODhk5z5+laClrJkVubESfOhasDdF7oO67k4KFTEJjhzcvCpyPVLDvToaR87M6FiSkZXjn2dvbv4lpiYiUGFFRGcZnrUE0VFEVYjY3N2fmzF/o1etzVq9ewt69O4W0ROk1AwICduS5H6lUikajjwSo41qHcd+PEwpxgz7SwsNexu6bGffzzJkzxRRR2aDT6Th58iR79uzhwoULXLx4kaSkDIEi9mzWVC8At+7d4sOmHwqfQ0MvFvtcDRk9eiK7dm1Dp9Px66+zaN++a5HUTcmLO3dusHDhj4A+hdrQPkPZFrBN8OSu1Kk+EmmGB2nMgcvCcs+ePYt9fiLvJlqtltu3bxMcHMzly5d58eIFCoWCtLQ0ZDIZcrmcsmXL0qBBA7y8vKhZs+Ybie5RKBT07duXgIAA/QoJOPTwxHFQc6TykhULytStgsfSQUT4niYq4CLoYMuWLcTHx7N9+3bRGUVEJCdq1oSzZ2HqVFixIud2X3wBv/4KFhaFH6t5c71A8vXX8NtvObcbP14/lnjfioiIiIiI5IooXIiIFABPzwyv7EeJalzt9C+ttexktHc24/A9fS79P6/pPaTfpHhxPkrBn9cz6lq0dzajpp2M4/dThXWit6zIu46hp71hEreiLsTs7u7J8uWbmDXrV7Zu3UBg4D6uXbuMQpGaYx+53Iy6dRvQoUNXrKys+e67iQD4rPYhTZVRk6G6jTE17UzYZSBaTJgwgZkzZ77WnN814uPj8fX1ZeXKldy4caPA/a/eukoNxxrITeUolAquXAnJu1MR0qCBF97eE1i9eglKpZLJk0fh73+8WD2pVSoVkyd7CynKhvYZiq2NLVv8twAgkRpRqUM9oX3y/ackXNeLgXXq1KFVq1bFNjeRd4u8BMW8sLS0xMPDg0aNGtGzZ09atWqFRCIpxhnr7w9D0UJiIsXtm67YNa1RrOPmhlRugrN3G8q4V+Xmz/vQqTQEBATQr18/duzYIUZeiIjkhFwOy5fDRx/BiBEQH5+xzcEB1q+Hjh2LZixLS1i5Enr0gJEjwcCJBhsbWLcOevcumrFERERERETecUThQkSkABga+iMT1Jm2tXc2I0Wl4/RDBTpg+7VkktN0tHKUY1TML9eGaHU6/o7IHGnRsqqc9s769FXpxYlBFC5E3n0MizIbChcmxiakKDLukaIqxFyuXAW+/PIbvvzyG9RqNWFhN7l27TLx8fGkpSmRyUwpU6YMdes2wMXFDWNj/c+wYVSGoWgBkJSm5dDdDAFkwoQJLFq0qNiNdm8LYWFhLFy4kC1btpCcnJxlu2l5KyxdKmJZowKWLhWR2VpgZGqMxFiKTq3hxrw9pDx4TvijcBRKBbVq1OLy9cuEh9/lwYP7Bap98rp8/fWPHDmyj3v3wggJOcekSSNZtmxjsXiaa7VaJk0aKRSDd6rqxMQRExn3/TghPVmFj+sgs7UU+kQfuCIsjx07VrwGRfLkdQXFdJKSkjh16hSnTp1i0aJF1KlTh7FjxzJ48OBiSZen1WoZPny4IFoYyU2o831PbNyrFvlYhcGuaQ3qzurF9Tm70SpU7Nmzh+HDh7N582ax7oyISG707g2envD55/DvvzBggF7QKFu26Mfq1AlCQ/XRFVu3wgcf6P93cir6sURERERERN5RROFCRKQA1K5dGzMzM1JTU3n0inAhkUjoUcscgNMP9V7e++6kcCs2jc/qWGJrJs2yv6LmeaqGP68nCTUtQC9adK9lLhiY0udtZmaGm1vxpyEREXmTGBZlNjSxlkQhZmNjY9zc6uHmVi/PtobjG0mMaFi3ISFX9R7/T1My0ru5urqyePFi0WAMaDQaFi9ezIwZM7IUs7auWxn7zu7YNHTEpEzuNYes61Qm5cFzdDodIaEhfNT8Iy5f16dD8vVdw/TpPxXbMbyKubk5S5Zs4JNP2qDRaPD3/wOJRMKiRWuL1JNapVIxadJI/P3/AEBmImPBtwsIOBIgpCiTlbOk+vCMiAp1ipInx/WGZwsLCwYPHlxk8xF593hdQVGrVJP2PJmksMck3X1CUthjlE8Thf7Xr19n/PjxfPPNNwwaNIipU6fi4uJSZPNftGiRUNNCYiItVaJFOjbuVanzfU+uzfJHp9Lg5+eHh4cHU6aUXH0cEZG3EicnOHUKzpyB1q2LdyxbW/j9dxgzRp9GSoyKEhERERERKRCicCEiUgCMjY1p0KABQUFBxKZqiVNosJFnCBJGEgk9a5ljbiIR0kaFPVfzv7NxdHW14IMqpsVicNTqdAQ9UrLvTjJpmoz17Z3NaO9sJowZp9DwPFVvBG3YsKHg7S0i8q5imPPb8M57k4WYsyMmJlpY/u7L70hVpArChSENGjQQRQvg1q1bDB8+nLNnzwrrpGYmlG9TG/suDbBwKpfvfdl4OhFzMBSA7Xu38+NXP7J843JUahVbt25kypQfSjR3fN26DZDLzUlO1htp//prK+Hhd1m0aG2R1Ly4c+cmkyePEiItpEZSFs9cjFwm5+fffhbauY5vj7FFRiTSA7+zaBUqgGLzchd5+ykqQRHAonp5yno5CZ9V8SnEXXpA9IErJFyLBCA5OZlVq1axadMm5s6dy6RJk5BKX89R5NatW8yYMUP/QQJu33QtdaJFOjbuVXH7pis35u0BHcyYMYNu3bpRq1atNz01EZHSjYlJ8YsWhpTkWCIiIiIiIu8QYiyxiEgB6dSpk7D876OsXtoSiYQONcwZ5WmFjVx/iyk18NfNZJafT+BSjBK1VpelX2FQa3VcilGy4nwC/jczRAsbuRHenlZ0qGGeycgZZDDfjkWVx1VEpBTj4JBRu8IwZdute7dwc8kwApd0IeZXMayn0KRhE27dvSV8drLJEBjt7e1LdF6lDa1Wi4+PDw0bNswQLSTg0MODxhu9cRnbrkCiBYBdE2dktvpCnMfOHEOZpqRja/334/Pnz1i/PpdCnsXAunXLBdEiPeVLSMg5OnRozIoVC7MYg/OLQqFgxYqFdOjQWBAtZCYyls1ehlNVJ0Z+PVJIEVWxfd1MBuP4a4/0xYDRi4GiR7dIdty6dYsPP/yQqVOnCtep1MyESp3d8Vg2GPcFfSnf2i1fokV2mJQxp3xrN9wX9MVj2WAqdXbH6GWBbIVCwdSpU2nVqhW3bt3KY085o9FoGD58uDB/hx6eb7SmRX6wa1oDh+4egP48DB8+HI1Gk0cvERERERERERERkdKPKFyIiBSQUaNGCd58/0YqchQhatnJmNKsDE0rG3isxqvxC01i3qkXHAxLIU5RuBfLOIWGg2EpzDv1Ar/QJB7EZ6SGalrZlCnNylDTTpapj1qr49/Il4YEqRRvb+9CjS0i8jbh6ekpLKeotUhfaheGhZiBEi/E/Crp48tN5ThXc+bq7asASCXgZpeRVuB9rkujUqkYMmRIJqOo3N6G+vP74uzdBmPzwtUpkUiNqNTJHdALI9sCtjH0s6GC6Pvrr7O4c+dm0RxEHty5c4OFC3/Uz0siYe7UuThWcQRAqVQyb953eHlVZ+7caURE3MvXPiMi7jF37jS8vKozb953QiFup6pObF68GfuK9gyeNJjYF7EAWLnZ4zy6rdBfo1BxZ8lhoUjMvHnzijQlj8jbT3EIinlh4VQOl7HtaLLJG4ceHkJI3ZkzZ2jYsCE+Pj5otdrcd5INixcvFo5B7mCD46DmRTntYsNxcAvk9jYAnD17liVLlrzZCYmIvCPodDqCgoL45Zdf6NevH15eXtSrVw8vLy/69evHL7/8QlBQEDpd0TiliYiIiIiIiGRGzBMjIlJAKleuzCeffMLOnTtJTNNx7UkaDSplbzCTGxvRp44l9SvK2HMrhSfJeqEiKU3H0fupHL2fiq2ZEVWsjaliZUxlaynlzaWYSCUYG4FaCyqNjqcpGiITNDxKVPMoQS2kezKkgoWUnrXMswgW6Vx9kkZSmv6hulevXpk80UVE3lUMDf3RiRrsraQ8StCUikLM6URE3BOM0G4ubigUCsIfhgPgYCUlKilD4HxfhQuFQkHfvn2FQrl6o6gnjoOaI5W/fr7oih3q8eCPINDq2OK/hX7d+zHk0yFs2rEJpVLJ5Mmj8Pc/XqR1Jl5FpVIxebK3ICxIpVLUGjX+q/1ZumEpm3ZsQqfT8eJFLCtX+rBypQ+Ojs64u3vi7u5JpUr2yGSmpKUpiYmJ5sqVEK5cCckicEgkEob2GcrEERMJOBLAz7/9LERaWDiXp+7MTzKd0wjf0yii4wBo3rw5EydOLLZzIPL2oVKpGD58uFAPAvSCouvEDpSpW7nYxzc2N8XZuw12zV24s+Qwiug4Ifri0qVLrF+/Pt/3bVhYWKYUUa4TOhTJ9wuATqvTzy0mHq1ag5GxFLl9GeSVbJAYvX76P6ncBNeJ7Qmd9ifoYPr06fTo0UMUGUVEColKpWLDhg0sX76c0NDQbNuEhISwfft2AOrXr8/48eMZPnx4sT4riIiIiIiIvG+IwoWISCEYO3YsO3fuBODUAwXuFWW55p2vZSdjajMT7r5Qc/ahgqtP00gP1HiequV5ahpXHqcVeB5GEqhXXkazqnJqlDXOcQ5anY5TDzLSi4wdO7bAY4mIvI3Url0bMzMzUlNTeZSgxtXWhEcJmlJRiDkdX981wnLbZm0JDg0WPle2NuZ2rL6ugJmZGW5ur1/j4G1DpVJlEi0kJlLcvulapOlbTO0sqdi+Lo8PXSU5JZkZC2ewfPZyTgSdIOJRBCEh55g0aSTLlm0U0jcVJVqtlkmTRgopnADUajU/+PzAoZOHmDN1Dt3adWPTjk0cPHkQlUp/TaSLXgEBO/Icw8TEhE6tOzG0z1BsbWwZ9/04oRA36CMt6s78BGPLjHoesf/ezZQiasOGDa9dP0Dk3aG4BcWCUKZuFTyWDiLC97T+mtXBli1biI+PZ/v27fmqU7NwYUYqNofuHq8tvGhVGmKDwnh8+BqJt6LRpGR9zpOay7CqZU/F9nWx+8AFI5PC319l6lbBobsHUXsuolAo8PHx4bfffnudQxAReS8JDQ1l2LBhhIRkjcaVSqWYmspRKhWZUrKFhoYyZswYVq9ezcaNG6lXr15JTlnkPSQ8PJzq1fUOVxs2bGDYsGHvxdgiIoacOHGCtm31keLHjx+nTZs2Bd6Hk5MTERERDB06lI0bNxbtBEWKBDFVlIhIIWjbti21a9cGICJenal2RE5IJBJcbE0Y3MCK71ra0N7ZDMcyxpgU8C40MQLHMsa0dzbju5Y2DG5ghYutSa7Cyb+PlEI6qdq1axfqC11E5G3E2NiYBg0aABCbqqWydYZRaPve7fTp0gcTY72BbevWjYWuH1BYFAoFW7duBPSG5T5d+rB973Zhe2UrqRBh1bBhQ4yN3y9/A61Wy/DhwwXDqJHchLqzehVKtNBptCSHP+PJsetEBVzkkX8wUQEXeXLsOsnhz3Aa3AKZnSUAZy6cYd+xffw87WdkJvooNn//P5gwYbggGhQVKpWKL78chr//H4C+7kSbD9oI209fOE33Ed05fOowE4ZPYO0va+nUuhOVK1XO83qQm8ppWLchk0dN5sS2E0weNZnDpw7TfUT3TKJFxfZ1qTfn00yiRdzlB9z8eZ+QImru3LnUrFmz6A5c5K0mO0Gx9vQeOI9qXeKiRTpSuQnO3m2oPb0HkpcCQEBAAP369cvzvo2Pj2fLli36/ZiZUG1gs0LPQ6fTERN4lfMj13Lrl/3EXYzIVrQA0KSkEXcxglu/7Of8yLXEBF59rZQz1QY2E+p++Pr6kpCQUOh9iYi8j/zxxx80atQok2jRqFEzfv31N44eDeb+/UTCwl5w/34iR48G8+uvv+Hl9YHQNjg4GC8vL/744483Mf1CceLECSQSSZZ/xsbG2NraUr16dVq1asXkyZPZuXMnaWkFd7YTERERESl9JCcns2LFCtq1a0flypUxNTWlYsWKeHp68uWXXxIYGPimpwiIERciIoVCIpGwePFiocD1vjvJ1Cpngq1Z/jzlysildKhhTocaoNHqU0E9SlDzKEFDolKLSqtDrQVjIzAxkmBlakQVaylVrI0pby5FWoC0As9TNey7kyx8XrJkSa4ih4jIu0anTp0ICgoC4EWqFmtTCQlKHcfOHOO78d/RsXVH9h7dKxRiHju25AoPr1u3nBcvawt0at0JZZqS42ePA1DG1ChTWrj075v3iUWLFgkpaCQmUup83xMb96r57p8Wl8Ljw1d5/u89ku8/RZumzrGtkcwY0wpWwucFKxfgt8SPxTMX8+UPX6LRavjrr62Eh99l0aK1uLq+fvTLnTs3mTx5lBBpITWSsnjmYhwqOnD24lkhbVRySjKr/Faxym9VrvszlhpTsXxF6teqz8BPBuJR3wOFQkFwaDDfL/yeE0EnMuX9l5WzxHV8+0yFuEEvWlyfuwedSu9NOmjQICZPnvzaxyvybpCdoFjQe7M4sWtag7qzenF9zm60ChV79uxh+PDhbN68OceIKV9fX5KT9c9K5dvULnTNHGVsEneWBhIXEpFpvYOVnMYONtQtb42FTEpymoZrTxM4HxVHVKJeMFe9SCFs2WGenb6N64QOmL4UUguCsbkpFdrWJubAFZKTk/H19WXcuHGFOhYRkfeNP/74gwEDBgjiYc2atVm4cBWNGn2Qpa2xsTG1a9endu36DBw4kgsXgpg6dQy3b98gLS2NAQMGAPD555+X6DEUJRqNhhcvXvDixQvCw8M5deoUixcvpnz58kyYMIFvv/32vXOoEckfGzduZPjw4QDcv38fJyenNzshERGRLBw/fpzhw4cTEZH5mfXJkyc8efKEixcvcurUKTp06PCGZpiB+EsjIlJIOnTowKhRo1i7di1KDfx5PZnRnlYFFgWkRhIqWRpTydKYRkVcdkKr0/Hn9SSULyOZvb29ad++fdEOIiJSyhk1ahRz5sxBo9FwPkpJ08pyjtxPzVSIed+xfeh0On79dRbt23ctEqN0XrxaiHlon6FsC9gmGJYbVzYl6JHeoCWVSvH29i72OZUmbt26lSnfvNs3XfNtGE28E0PU7os8O30bnTp/BXq1aWpSH70QPienJDP0q6FsXb6VpT8uZfLsyaSp0ggJOUeHDo2ZOnUmI0eOz1cKmldRKBSsW7echQt/FMQJmYmMxTMX41TVicGTBgvrC4JaoyYyJpLImEgO/X0IczNzoX6FIRKpERU+rkP14a0wtshsoI0NusvNX/YJokWPHj1Yv359saTIEnk7eV1BsSSwca9Kne97cm2WPzqVBj8/Pzw8PJgyJaswrdPpWLlypfDZvkuDQo2ZGhXH1Rk7UD5NFNZ94mbPhCbOtHEql+3zoU6n40T4M5aeu8eum9EAxIVEcOXrbdSb+ylmLwtuFwT7zu7EHLgCwMqVKxk7dqzosCIikgehoaEMHTpUEC0GDBjBvHlLMDXNn4jZqNEHHDz4L9OnT2Tr1g3odDqGDh1KvXr13qq0UV988UWmlMJJSUm8ePGCK1eucPToUY4cOcLTp0/5/vvvCQgIYO/evZQvX/4NzljkTeDk5CQWpBcReYs5cuQI3bt3R6FQYGVlxejRo2nXrh0VK1bk6dOnhIeHc+DAAR4/fvympwqIwoWIyGvh4+PDoUOHePjwIWHPVZyMUNDGyexNT0vg7wgFYc/1HsbVqlVj4cKFb3hGIumo1Wpu3LhBcHAwISEhREVFoVAoSEtLQyaTIZfLcXBwwNPTEy8vL2rXri16NRWSypUr88knn7Bz504S03RYm0owkoBWR6kpxJxed2CLvz5ViZEErGUSktL0LwW9evXCwaGIlc1SjEajYfjw4Rn55nt45is9lEahImLLGaL2hAgpjtJxcqqBu7sn9et7YG/vIBSyjo6OIjT0IleuhBAefjdTn/jEeHqP7s0mn01sXryZb+Z/Q8SjCJRKJfPmfcfKlT707z+MwYO9cXR0znN+ERH38PVdw9atG4VIGwCnqk4s+HYBpjJTBk0cxPO459n2L8gx6HS6LKKFzM6SSp3qU6lDPWS2mb25NQpVpvoAAGXLluX3338XC42KCLyOoFjS2LhXxe2brtyYtwd0MGPGDLp160atWrUytTt58iQ3btwAwLpuZSycyhV4LGVsUibRwsFKzpruDeniWinXfhKJhLbVy9O2enn234nBO+ASUYkKlE8SuDpjJ+6/9Ctw5IVF9fJY13Eg4XoU169f5++//6Z169YFPiYRkfcFlUrFsGHDhBRIAwaM4Ndffyuw4CeXy1m48P+QSCT8/vt60tLSGDZsGGfPnn1rfkcrVKiQrdDSuXNnvvnmG65du8bgwYO5ePEi586do3fv3hw9ehSZTPYGZisiIiIiUlCePn3K559/jkKhoHbt2gQGBlKlSpUs7caMGVNqUgOKVjARkdfA2tqatWvXGqSMSsFCJqGxQ8E9cIua85EK9t1JET6vXbsWa2vrNzgjkcjISNauXcvBgwe5fPkyqamp+e5rZmZGgwYN6NSpE6NGjaJy5dcrGvq+MXbsWHbu3AlAcHQajRxMORepLBWFmJ2qOjFxxETGfT9OMDQ3cjDlQnTGg4Kh99v7wOLFizl79iwAcgcbHAc1z7NPws1obi86iCIqTlhna1tOEBaqVaue5z4ePLiPr+8afv99gyAsKJQKPv/yc0Z9Pgr/1f4s3bCUTTs2odPpePEilpUrfVi50gdHR2fc3T1xd/ekUiV7QVSIiYnmypUQrlwJISLiXqbx0iNtJo6YSMCRAH5a/hMKZeY6K0VxDAAmtha4fd0F6zpZvzvirz3izpJAFNHxmda/ePGCVatW8dVXX+U5rsi7T2EFxTeJXdMamQpWDx8+nFOnTmUqMr9nzx5h2b6ze4HH0Ol03FkaKIgW9SpYc3hwcypZFuxZsItrJYJHt+Hjzae59jQR5ZME7iwNpO6sXgU2oFbq3ICE61EA7N69WxQuRERyYcOGDUJNi5o1azNvXuHT6kokEubOXcyFC2e5fVvvoLRhwwZGjx5dlFN+Y9StW5fTp0/TokULLl68yD///MPKlSuZNGnSm56aiIiIiEg+mDZtGrGxsZiamuLv75+taJFOaRGlxbh/EZECoFarCQ0NZePGjUyYMIE+ffqwdOlSnJ0zPG3/vJbM+aiSLfD7KuejFPx5PcPTdubMmWKKqDeETqfj2LFj9OnTB0dHR2bNmkVQUFCBRAuA1NRUgoKCmDVrFo6OjvTp04djx46JYbr5pG3bttSuXRuAiHg1FcyllDHV/wS+6ULMC75dQMCRAKFYchlTIyqaS3kQr4+Wql27Nm3atCnSeZRmwsLCMnl0u07okGex39igu4R+96cgWpiamjJjxnwuXLjH9Ok/5cvgD1CtWnWmT/+J4OD7zJgxX0gRodPpWLN1DQMmDGDIp0P487c/6f5x90welBER9wgI2MG8ed/x5ZfDGTNmAF9+OZx5874jIGBHJtHCxMSE7h9358/f/mTIp0MY9/04fvD5IZNoUdTHoHqeTOiMncT+mxFVok5Rcm/NCUKn/SmIFkYyKZW6ZBhvp0+fTlhYWL7GFnm3KYygWBpwHNwC+cuUS2fPnmXJkiWZtl+4cEFYtmnoWOD9Pz58Tahp4WAlL5RokU4lSzlHhrTAwUrfPy4kgseHrxV4P2U9qgnLwcHBhZqLiMj7gE6nY9myZcLnhQtX5Ts9VE7oIy8yalItX778nXpeNzMzw9fXVxB3Fi5cmOvz8osXL5g7dy7NmjWjXLlymJqa4uDgQM+ePfnrr79yHSu9UPisWbMAfU72Tz75BAcHB8zMzKhduzZz5swRahSls3//frp06SK0q1OnDvPnz8/VezgtLY2AgADGjx9P48aNKVu2LCYmJtjZ2dG0aVNmzZrFs2fPcp2vk5MTEomEYcOGAXDz5k28vb1xcnISit726tVLqL2XGxqNhhUrVtC0aVOsra0pU6YMnp6eLFy4sFDpRHMiODiYkSNHUrNmTSwsLJDL5VStWhUvLy/GjRvHnj17sly/4eHhwt9m48aNwvr0Qu/p9S0AqlevnqXw+4kTJ7Kdy+HDhxk0aBDVq1fHzMwMa2trGjRowNdff010dHSuxxEVFcW3336Lp6cnZcqUQSaTUalSJerXr0///v3ZuHEjCQkJhT5PoPdUnz17Ni1atKBChQqYmppStWpVWrRowezZs7l161aOfcPDw5k8eTJ169bFysoKc3NzXF1dGTNmDKGhodn2+fHHH4VzdufOnTzn16VLFyQSCRUrVkStzr6u37lz5/D29qZmzZpYWlpiYWGBm5sb48aNy3WMjRs3CnMJDw9HqVSyePFiPvjgA8qVK5fpPi2K8dJJTU1l3rx5NGjQAAsLC+zs7GjRogVr1qzJVLevKDl//jz9+/enatWqwv0wbNgwITr3VXr37o1EIqFs2bKCc09OqNVqKlWqhEQiKVDtiD179gjnf9u2bXm2nzJlChKJBKlUysOHD4X1cXFx/P777wD0798/SxRyaUWie5d+RYuJR48eUbWqPgz+4cOHuSpSIhk8ffqUChUqZFr35MmTty4PZmG95Lu6mtPKUY5RCeYV1up0/B2ROdJiwoQJLF68+J3Ob1xar7XAwEAmTZqU7Y+cnZkRVayNsbeSYm5shFanQ4c+Q4vk5T8jiYQUtZboRH3x9tjUrD/OtWvXZvHixQUumlRaz1lxEhgYKERHmUqhZy0Ltr8U+CzMLfBb4kfU4yihEDOAp2eTYi3EvGz2MhwqOjBw4kAh2qJvXQt230wWatMEBga+tcJjYa6z//znP6xapX/hd+jhgbN3m1zHiA26y435AfrcXxTv3wzAVGbKsM+G0a97P0xlpuzYv4PjZ49zM+xmlmgJQ+Smctxc3GjbrC19uvRBmaZkW8A2tvhvyZLSqViPwUiC88hWpDx8zpMTN9EqMowNVrXtcZ3QAfMqttxbc4KoPRcB/d/kt99+e+25FCfv43fa61KQcxYWFkb9+vX1L2QSqD+/L2Xqvj2Rf/HXHhE67U/Q6Y2KoaGhuLi4oNVqKVOmDElJSZiWt6Lx+lEF2q9WpeH8iLWo4vTPXfsHNKOza8XXnu/+OzF0/V1v2DIpa07jdaMwMpHm0Ssz54evRfksESsrK+Li4t5YnRrx3nw93sf30Dt37qBWqzE2NsbV1bVYxwoKCqJZs2YANGrUjD17ThbZvrt3b0VwsP4+Pnv2LB98kLXId2ngxIkTtG3bFtA7u2VnfMyOjh07EhgYCMDp06dp3jyrmL1//34GDhxIXFxcjvvp2rUrf/zxB5aWWdPipb+/zpw5E7lcznfffZetCNS8eXMOHTqEhYUFkydPziJQp9OpUyf27t2bKeounWHDhrFp06Yc5wlgZ2fH7t27adGiRbbbnZyciIiIYOjQofTo0YPBgweTkpKSpZ1UKsXPz49+/fplu5/ExEQ6d+7M6dOns93u5eXFmjVr8PT0BPRRQ+liSUFYtGgRU6dOzdMAnJiYmOnvEx4eTvXq1bOMbXgt5cbx48czOWUlJyczePBg/P39c+xjaWnJ1q1b6datW5Ztp06dolu3bnkKEwEBAdn2zw9+fn6MGTMmi0hmiKOjI+Hh4VnWb968mdGjR+coOEmlUubMmcO0adMyrb979y4uLi4AzJo1i5kzZ+Y49rNnz7C3t0etVvPll1+ydOnSTNvVajUTJkzI9XnexMSEFStWZFtX0bDg+vnz5/H29ubSpUuZ2hh+f7zueKAXo9q1a8fNmzez3d6pUycmT54svN+/el3lF8P7tlWrVowZMyZb4cfU1JRNmzZluW/3799P165dAdi6dSuff/55jmPt2bOHnj175qutIRqNhmrVqhEVFUXHjh05ePBgjm3VajWVK1fmyZMnWdr6+voyZMgQAPbt20eXLl0A/T0eExNDmTJlsjyzFYai/h0XU0WJiGSDTqfj+PHjrFy5kl27dqHRaAq8j313UrgVm8ZndSyxNSvYy2ZheJ6q4c/rSUJNC9CLFosWLXqnRYvSSEJCAlOmTGHt2rWZ1lvKJDRxMKWsmRGRCRoeJaq5+iQNTS7ysVQC9lZSXG1NaGMt5UWqlnNRSqH2wY0bN+jYsSPe3t4sXLhQTAeWCx06dGDUqFGsXbsWpQZCYtJoZC/jQnQaySnJjPx6JL6Lfd9IIeaMFFEyQqKVgmjh7e391ooWhSE+Pp4tW/R1PqRmJlQb2CzX9gk3o7n5yz5BtOjduz+LFq0tslzSrq5u+PsfZ9KkkUKUjDJNySq/VazZuoa2zdrSt1tfBn4yELlczr0H97gZdpOEpATSVGnITGRYW1rj5uKGczVnFAoFwaHBfL/we04Encj2RbHYj0Gr496azIYZI5kUx8EtcOjugUSqN25WG9iMmMCraBUqfH19+fnnn8Xvl/eYhQsXZqSI6u7xVokWAGXqVsmUMsrHx4fffvuN27dvk5SUBIClS8EFh9igMEG0+MTNvkhEC9CnjfrEzZ5dN6NRvUghNiiM8h8WzCvOwqUCymeJJCYmcufOnbfGq05EpCT5+++/heV+/YYU6b779RsiCBenTp0qtcJFYfn4448F4eLUqVNZhIvDhw/To0cPNBoNTk5OfPHFF0L0QGRkJNu2bWPLli3s27ePoUOHCilds+PAgQOcO3eOZs2a8eWXX1KzZk2ePXvGkiVLOHDgAGfOnGHBggXY2tqyZMkSOnfuzKhRo3BycuLRo0fMnz+foKAgDh48yJo1a/jPf/6TZQy1Wo2zszO9evWiSZMmVKtWDWNjYyIiIjhy5Ajr168nNjaWXr16cfXq1VyNe1euXGHbtm3Y29szZcoUGjVqhE6n49ChQyxYsACFQsHo0aP56KOPshVxBw4cKIgWTZo0YfLkybi6uvL48WM2btzIn3/+yZgxY/L1d8ptjumiRfXq1Rk/fjwNGzbE1taWpKQk7ty5w/Hjx3MVE16lcePGhIaGsnv3biF6+tChQ1nq9KWLHqA3yHbv3p3jx48jkUj4/PPP6d27N9WrV0elUnHu3Dl8fHx48OABn376KWfOnMHLy0vor1Qq+fzzz0lISMDKyoovvviCtm3bUqFCBVQqFREREZw9ezbX6ysvNm/ezNChQwG984O3tzedO3emUqVKJCUlceXKFQICArKNINi3bx/Dhg1Dp9NhaWnJlClT+PjjjzE2NubMmTPMnz+fZ8+e8d1332FjY8MXX3wh9K1RowZNmzbl33//xc/PL1fhYtu2bYKxfeDAgVm2jxw5ks2bNwP6mjUDBw6kZs2aSCQSLl26xOLFi7l27RqjR4+mUqVKdO/ePcexRo4cSWhoKEOGDKFfv35UqlSJBw8eZIpWe93x1Go13bp1E0SLDh068MUXX1C1alUePHjAypUrOXjwILGxsRQVly5d4vfff6dChQpMmzaNJk2aoFAo2L9/P4sXL0apVAoRQU2aNBH6derUiapVq/Lw4UM2bNiQqxixYcMGQF9HsFevXvmem1QqZejQocyfP5/Dhw/z6NGjHB0Z9u3bx5MnTwAYMWJEpm2G0V7NmjXj4MGDzJkzhzNnzgjr7e3t+fzzz/nuu+8oV67gdd+KAzHiIh+8j54uRcHb6mGVHy/5ytbGVLEyppy5ETKpBKmRBI1Wh1Kt5dDdVEJiMsJQTaXQ1dWCD6qYFouAoNXpCHqkZN+dZNIM9JWZM2cyc+bM90K0KE3XWmBgIKNGjcoUkudYxhgvexnxSh3noxQkKAv/tVvG1IjGDqZYm0oIjk4jIj5DqKpatSpr167NV/RFaTpnJUlCQgL16tUT/j4da5hx45lKSMtkV9aOdb+sQ5GmEAoxp1O2rF2RF2Ie9fUoYl9ucyxjjFs5Ew7d1Ud1VatWjdDQ0LfaWFzQ62z58uV8+eWXAFTq7I7L2HY57lujUHFx4hYhPVTv3v1ZunRDsdUlMUzx9SoSiQTHKo7Uq1mPWjVqYWluiYmxCSq1iqSUJG7dvcXV21cJfxie6zglfQxGcmMqtK1D5U+8MHOwydInbOVRYg5cAfR/m3HjxhX5vIqK9/U77XXI7zmLj4+ncuXKJCcnIzUzofFGb4zNXy+VyptAnaLk3NA1aBUqLCwsiIqKIiAggEGDBgHgOKg5Vfs1LdA+r/7wF3EX9b8Tx4a0oG31orvejt1/SrvNesOVjacj9X7sXaD+D7b9y4Mt+hdRPz8/BgwYUGRzKwjivfl6vI/voSUZcdGvXz+2b98OwNGjwdSuXb/I9n39+hU+/riRMM4ff2T/DPGmKWzExdGjR/n4448BvXFs3bp1wrbk5GRq1KjB48eP6dChA/7+/pibm2fZx5o1a4T6H0eOHKFdu8zPfYbvsZ9++inbtm3LFC2h0Who2bIlQUFBWFlZoVKp+M9//sOiRYsy7SclJYU6deoQERGBu7s7ly9fzjKXu3fv4uzsnOO7c2hoKM2bNycpKYkZM2YwZ86cLG3SPbdBHxVx9OhRypQpk6mNn5+f8Lvzv//9j8mTJ2faHhAQQI8ePQB96p/du3djbJzZ33j27NmZjNiFibj44YcfmDNnDhYWFty9e5eKFbMX3uPj47Gyssr0bJpTxEU6ht759+/fx8nJKcd5+Pj4MHXqVExMTNi9ezedO3fO0ubFixd8+OGHXLt2jZYtW3Lq1Clh27Fjx4TrJreICrVaTUpKSoHfq6KionB1dSUlJYUKFSpw9OjRbAvYA1mMySqViurVqxMZGYmlpSWnTp2iYcOGmfpERETQrFkzoqOjMTc3JyIiIpOxeNmyZUyYMAHQRzo0atQo27FbtGjBmTNnqFGjRpYUrzt37qRPnz6A/p4bNSprdKlCoaBr164cO3YMJycn7ty5k+m6M/ybAqxbty6LUbwoxzM87tGjRwvR+IaMHDmS9evXC59fN+IC9FEzQUFBVKpUKVOb48eP06FDB9RqNY0aNeL8+fOZts+cOZPZs2djZGREeHi48LttyJMnT6hSpQoqlYrx48dnSlOYH+7du4eLiws6nY558+bx3XffZduuZ8+e7NmzBzs7OyIjIzMJSm3btuXEiROUKVOG6dOn8/XXX+c4XpUqVTh06BB16tQp0Dyh6H/HxRoXIiIvSUhIwNvbm44dO2YSLSxlEj6ubsb0D234tmVZBrlb0dbJDFc7E8qaSbGQGSE3lmAhM8LW3Jj+9a0Y5WmFjVx/eyk18NfNZJafT+BSjBK1tmi0QrVWx6UYJSvOJ+B/M0O0qFq1KoGBgcyaNeu9EC1KCzqdjpkzZ9KxY0fBKG4qhW41zaloKWXXrRSO3k/NJFpIJBKqV61O94+7M3X0VGZNnsW8/85j1uRZTBk9hW7tulG9avVMf8d4pZYj91PZdSuFipZSurmaY/ry+f3hw4d07NiRWbNmvVO5dIsSa2vrTJEwh+6m4mkvw8FKfxJjX8QycOJAbt+7jf9qf4Z9Nkw4/+mFmJs1c6NZMzfGjBnAihUL2bnTj4CAHezc6ceKFQsZM2aA0GblSh9BtJBIJAz7bBj+q/25fe82gyYOEkQLByspHpVkgmgBsHbt2rdatCgoOp2OlStXCp/tuzTItX3EljOCaJGeWqm4UqEYGRmxePE6PD0zvGuM5BkP1zqdjvCH4ew9uhef1T78uPhHZiycwY+Lf8RntQ97j+7NIlrI7CyxcrMXPr+JY6jYri4uY9tlK1pA5kLFK1euFL9X3lN8fX2F1Ajl29R+K0ULAGNzUyq01dc6Sk5OxtfXN5PxqqARFzqtjsRb+pzbDlZy2jgVrVdaW6dyQq2LxFsx6Ar4/GhZI0MseDWdg4iIiJ50A59UKsXVtXaR7rtmzTrCb3p+crm/bdjZ2QnLL168yLRtw4YNPH78GLlcjq+vb7aiBegji9M9l9M9kbPD3Nyc1atXZ0nxJJVKhciDxMREypcvzy+//JJt/3SP+StXrhAfH5+lTY0aNXJ9d65fv75ggN21a1eO7dJZv359FtECYMCAAUIEgqEBPp301DqmpqasWbMmi2gBMGPGjByN5/klJiYGgJo1a+YoWgCUKVOm2J5NVSoVPj4+AIwfPz5b0QL03um//vorAP/8808mw3z6cQC0atUqx7GMjY0L9V61bNkyId3XqlWrcj3vrwrL/v7+REZGAvqaca+KFqA3lKcfW0pKSpb7oF+/fsI14Ofnl+244eHhgsd8dtEW8+fPB6BXr17ZigigjyRZvny5sL+c6pAAfPTRRzmKFkU1Xvp9ULFixSxCZDpLliwpcicIHx+fLKIF6A3+6SmtLly4kEW4GDFiBEZGRmi1WiHS5FW2bNki1APK7fzlhLOzsyAyG9aWMeTJkyfs378f0F8Lr9Zsev78OaCvHfLNN99gamrKggULePToEUqlkqtXrwqppB49ekTPnj2FyOQ3iShciIig95KvV69eJoOmYxljBtW3ZPqHZenoYo6NPP/pnmrZyZjSrAxNK2d8UTyIV+MXmsS8Uy84GJZCnKLg6acA4hQaDoalMO/UC/xCkwRPcdCr0VevXn2vUsuUBrRaLRMnTmT27NnCOhdbE3rWsuBUhIJzkcr0TDYYGRnxccuPWb1gNef3nidgQwCj+o+ivF15VGoV8UnxqNQqKthVwHuANwEbAji/9zyrF6ymXYt2woOjVgfnIpWceqCgZy0LXGwzHmp//PFHJk6cWGwFq952OnTokMlLaffNFJpUNqVaGf05TE5J5gefH/jyhy+LtRBzenooxzLGNKlsyu5bGTlwZ86c+d7dxydPnhREY+u6lbHIxQiYeCeGqD0hgP7FrihTK+WEiYkJixatFR4AtUo1TsM/pFJndyxdKyIxzv03QmJshKVrRSp1dsftu+64TesmGD3f1DFE779MUtjjHNtbVC+PdR39y/X169czpdTIDa1Wy82bN/Hz8+Prr7/G29ubwYMH069fPwYPHoy3tzdff/01fn5+3Lx5U/yuKsUUVFAs7bwqxqW/wAHIbC0KtC9FdByaFH2EbWMHmyJ3FpFIJDR6KSpqkpUoYuIK1F9ml5GPPLf88iIi7zPpKTxNTeXZGohfB2NjY0xN5ZnGeZcwrHmQmJiYadvu3bsBaN26dZ750tONzWfPns2xTfv27bG1tc12m7t7xvd67969c3yWatAg4/fr/v37uc4J9GLM3bt3uXbtGlevXuXq1avY2NgA+mei3AqS169fP9O8DJFIJHh4eAB6D2pD1Go1J0/q03l26NAhS4qldIyMjAQhprDY2+udZ65fv865c+fyaF08nDt3Tii63bdv31zbGooShtdK+nFA7uJXYdm3bx+gT2+VXpsgvxw5cgTQ/81zM1R/9tlngsiV3iedChUqCO+E27Zty/aZOb3YMpAlujIyMpLg4GAg73Ncu3ZtIdojt/sxO3GkKMeLiooS3gn79u2bo/BpaWmZ5xgFoWzZsrn+jQ3/hq/+nRwdHYUItJxEhfTrs2HDhsJ3QEFJF4Lu3LnDP//8k2W7r6+vkDIsu2su3REpLS0NnU6Hr68v33zzDZUrV0Ymk1G3bl02bdokRMKFhYXxf//3f4Waa1Ei1rgQea/R6XTMmjUrk8HZVApda1rwQeXXS+0kNzaiTx1L6leUsedWCk+S9UJFUpqOo/dTOXo/FduXqaeqWBlT2VpKeXMpJlIJxkag1oJKo+Npikaoh/AoQc3zHAo0L1my5L0zdJYGdDodkyZNyhTq17GGGbEpGqHwM+iLPw/uPZh+3fshM5GxY/8OVmxewa27t/Is6FurRi0+av4Rs6fMzlLQN16pZfv1ZBo7yOhYw0zw2F+2bBkSieStKsyuVqu5ceMGwcHBhISEEBUVhUKhIC0tDZlMhlwux8HBAU9PT7y8vKhdu3ahXzJnzpzJ8+fPWbZsGTpg180UOtYwo4KFERei9Iao0xdO031Edwb1GsTkUZP5duy3RV6IuZGDDDszKbtuZogWEyZMyDWH6bvKnj17hGVD42J2RO2+qK9kD/z3v7OKpIh1fnB1dWPq1JnMm/cd6CD5/lNqTdF7h2lVGlIexJIa9QJtmhqdSkPi3Sc8PhgKQKXODagxuo2wr1sLD5SKY4jcHSIcQ3ZU6tyAhOtRgN4Q0bp16yxtdDodJ0+eZM+ePVy4cIGLFy8WyDvH0tISDw8PGjVqRM+ePWnVqtVb8731rlMQQfFtIF2MS7gexfXr16lcOaNWh5FpwX5PFDEZHrt1yxdPdFy98tbsuRUjjGfmUDbffaWyjONJr08iIiKSmXQhX6lUCGktigq1Wo3y5bPiq16v7wKGYsWrnuwXLlwA9PUN8vt7bug5/yo1a9bMcVu6mFCQdq8KLemEhoayaNEiDhw4kOt8tFotL168yFGUcXPL/ZkuXYR5dR53794VvPsbN26c6z4Mc+wXhv79+zN//nyUSiUtWrSgU6dOdO3alQ8//JA6deqUyHNY+nUC+nz7+cXwb9OyZUucnZ25d+8ekyZNws/Pj169etG6dWsaNWqETCYr9PxUKhVXr14F4MMPPyzwOUnv6+TklKuAJ5PJ8PDw4MSJE0IfQwYOHMiBAweIjo7m2LFjgoE8nfRIjEaNGmWpZ2V4jvv370///v3zNffcrv+cRLmiGi80NFRYzs99sGLFinyNkRceHh65/gY0bNgQmUxGWlpatn+nUaNGERgYSFhYGKdOneLDDz8Utl24cEHoU5hoi3R69+6Nra0tz58/Z8OGDbRs2TLT9nRxxNPTM5NYm45hvc4PPviAzz77LNtxfvrpJzZt2oRSqWTr1q1MnTq10HMuCkThQuS9RavVZjE4u9ia8FkdiyItpl3LTsbUZibcfaHm7EMFV5+mCd73z1O1PE9N48rjtNx3kg1SqZRevXoxduxY2rRpIxp53hA//vijcA1JgE/czAmOTssUCdOiUQvmTJ1DbFwsPqt9OHTyECp1zl46hiiUCi5fv8zl65dZvnE5HVt3ZOhnQ+nXvR8zFs7gzAV9WOj5qDQcyxjziZs5u2+moAOWLl1K2bJl852r9k0QGRnJ2rVrOXjwIJcvXyY1NTXvTi8xMzOjQYMGdOrUiVGjRmUyQOVFuqgDCH+/Q3dTcbE1pm8dCw7dTSVeqSU5JblYCjGXMTWio4sZIdFKQSgBvWixaNGi9/J+NnzQtWnomGO7tLgUnp2+DYCtbTlGjCjZugsjR44XUoA9++cO1Ue2RmZjjpGJFMsaFTKlZ7GLTxGEi+R7T0r9MWRHWY9qwnK6B1U68fHx+Pr6snLlymzrQuWXpKQkTp06xalTp1i0aBF16tRh7NixDB48+L1Kl1YaKYig+LZgKMal5zQG8oyaehWtOiNy1kJWdM+NhpibZOxXqypYpK7EOCOw/l309hYRKQpcXFwICQlBo9Fw586NIq1xcfv2deHZr7hrdbwJnj17JiwbRkOoVKpCRXmlG+yzIyePayBTGqP8ttNosn6frlu3jv/85z+Ct3Je5PbOkts8DOfy6jwMU27lFamSW3qn/ODm5sbWrVvx9vbmxYsX7N27l7179wJQrlw5OnXqxOjRozMZX4ua9ALCBcXwWjExMSEgIIA+ffpw48YNzp8/L6TxMTMzo3Xr1kLU76upxvLi+fPnQppUw8iOgvSH/P2t0tMTGUaCpvPJJ59gYWFBcnIyfn5+mYSLS5cucf36dSD7SIiiOMevUrZszk4URTFeSd4HhuQ1lrGxMba2tsTExGT7d+rZsyfly5fn6dOnbNiwIdO9k16Lw9TUNNeIlbwwNTVl8ODBLFmyhO3bt7N06VIsLPQRw+fOnePatWuAvv5HdlhZWQnLOaVmA30qwEaNGnH69GkuX76MSqUq9swAuSEKFyKlhpL0ts7OS76rqzmtHeXFYjCUSCS42JrgYmtCvELDv5FKbseqiEpUoypAhgwzMzMaNmxIx44dC2yoFSl6AgMD+fHHH4XPn7iZE/RISXSS/iHUwtyCb8d+S9ePurJk/RI279ycJUe8k1MN3N09qV/fA3t7B2QyU9LSlERHRxEaepErV0IID78LgEqtYu/Rvew7to+hfYayfPZy9h3bx4KVC0hOSSYiXo1Kq6Onm7ngwf/jjz/SokWLUhWNo9PpOH78OCtXrmTXrl3Zvjzkh9TUVIKCgggKCmLOnDl88sknjB07lrZt2+brPjYyMmLJkiXY2toKf8ew52oexqvp4GzO4xQNF6L0ab60Wi1HTx/l6Omj2RZitrawRqVW8fjZY/7+9+8cCzEbSaCRgykVzKXsMqhNA/ookJkzZ76XooVWq+XixYsAmJa3wqSMWY5tHx++ik6t/+Ls339YJs+RkkAul9O//zBWrvRBp9bw+PBVqn6WvdebSRlzTMtZoXyWSPK9p+i0OiRGEqICLr6Vx3Dx4kW0Wi337t1j4cKFbNmyRQg5NsS0vBWWLhX1Qo5LRWS2FhiZGiMxlqJTa9Aq1aQ9TyYp7DFJd5+QFPYY5dMMr8Pr168zfvx4vvnmGwYNGsTUqVNxcXEptvMhkjP5FRTfJgzFOEPjmk5dsN8iIwOhIzmtcL9jeZFiIFYYmRTM4JL+HQPvpre3iEhR4OXlJRTnDgk5V6TCRUhIRvodLy+vIttvaSH9uQ3I5OVt+Fzft29fvv/++xKdV2G4efOmIFpUqFCB//73v3z00Uc4OTlhZWUlGOzWr18vGASLo+6X4T7zeh8oivE//fRTPv74Y7Zt28ahQ4c4deoUT58+5dmzZ2zZsoUtW7YwdOhQ1q9fXyx1LgyvlRMnTmSqm5IbrxqY69SpQ2hoKAEBAQQEBHDy5Enu3r1LamoqBw8e5ODBg/zvf/9j//79eRqnc+J13s/y0ze3v6eFhQU9e/bk999/56+//uK3334T3h3S00QZGRnRr1+/LH0Nz7Gfn1+u0RKG5CZO5CYAFcV4JX0f5HesvMaTyWQMGTIEHx8f/vzzT5YuXYqlpSUKhYI//vgD0ItQOaW9yy+jRo1iyZIlJCUlsWPHDiFtXHq0hVwuz5IyLJ2qVasSFBQEZK3Jkl1b0P9NY2Njs639UVKIwoXIG+VNeVu/6iXft64FjRxKxnBURi6lQw1zOtQAjVafCurUg1TORWYfdTFq1ChatmyJl5cXbm5uRZ5/VaRwxMfHZyo21bGGGcHRaYJoYVfWjnW/rEORpqDX6F5EPMrw6rS1LUf//sMYPNibatWq5znWgwf38fVdw++/b+DFi1h0Oh0b/9zI8bPH+Xnaz/gt8WPk1yOJfRFLVKKGkOi0TGmjRo4cydWrV0uF53JgYCCTJk3K1jvb7mXqNHsrKebGRmh1OnTos+lIXv4zkkhIUWuJTtTwKEFN7MvUaRqNhp07d7Jz505q167N4sWL6dChQ57zkUgkzJo1i+bNmzNq1CgePnyIUgMBd1KoVsaYnrXMSVTqOBelEAqrpxdiTi/GnB/KmBrRuLIp1jIJF6LTOBeZ4f1atWpV1q1bV6rEpZLm9u3bQmqhvArkPv83Ix/w4MHexTqvnBg82JuVK/XFBJ+fu5ej0R/AwqUCymeJaFLTuPrDThSRcSifZRjp36ZjSExMZNq0aSxdujRL6hnrupWx7+yOTUPHXIUnYZ/Vy1PWy0n4rIpPIe7SA6IPXCHhmr6QYXJyMqtWrWLTpk3MnTuXSZMmFdhbTqTwFERQfJswFOMMvfq0yvx52aYjr5RRdPXa04Qim58hVw32azheftCkZRxPSYujIiJvC4Z587dt28zAgdl7qRaGbdsyCrQWp9f6m+Lw4cPCsmG6Erlcjrm5OSkpKcTFxb12EemSYOPGjajVaqRSKSdOnKB27ewLtb9ahLyoMTRoPn6ccw0yKLxn+6uUKVOG0aNHCzntr1+/zp49e1i2bBlRUVFs2rQJDw8PJk6cWCTjGWIoVMhkste6VqRSKZ988gmffPIJANHR0Rw4cICVK1cSHBxMcHAwY8aMwd/fP9/7tLW1FQouR0VFFXhO6X/P3NIupZP+987JqD1o0CB+//13EhIS2Lt3L3369EGn07F161YA2rVrl21UiOE5lkgkxX4/FsV4b+I+yM9YarVa+A7I6e80atQofHx8BFFh2LBh7Nq1S+j3Ommi0qlXrx5Nmzbl33//ZcOGDQwdOjSTONKrV69MqfEMqVu3Ln/++SeQfeSZIYbb37QNUizOLVLi6HQ6jh07Rp8+fXB0dGTWrFkEBQUVSLSADG/rWbNm4ejoSJ8+fTh27FiequurXvIlKVq8itRIQiVLYz6rY0XfutkXhfzpp58YOnQo9erVe+NfGCIZTJ06lYcPHwL6FGOxKRohPZRdWTt8F/sSGRPJkElDBNHC1NSUGTPmc+HCPaZP/ylfogVAtWrVmT79J4KD7zNjxnzBczLiUQRDJg0h6nEUvot9sSurf1B4EK8mNlUjFOx++PDhG89LmJCQgLe3Nx07dswkWljKJHzkJOfT2ua42poQm6rh8N1U/rqZzK5bKey+lcKel//vupXCXzeTOXw3ldhUDa62Jnxa25yPnORYyjI8JG7cuEHHjh0ZPXo0CQn5MyZ16NCBq1ev4u2dYUR+EK/G/2YKQZEKvOxN+bS2OR9UMaWqtRRpHg4ZxkZQ1VrKB1X0/TztZQQ9UvDXzZRMacRGjx7N1atX32vRAjKnIDJMtfQqOo2W5PtPAX20Un7voaLG0dEZR0dnAH0khSbn0DlDISb+8sNMosXbeAy//PKLIFpIzUyo1Nkdj2WDcV/Ql/Kt3Qpt3DYpY0751m64L+iLx7LBVOrsjpFc7+GoUCiYOnUqrVq14tatW4Xav0jBKYig+LZh4aL/njEsrpr2PGv0UG7I7W2QmutzZ5+Piity71udTseFqDgApBamyCvZFKh/WmxGnZmcXmBFRN53mjZtKhjWLlw4y4ULQUWy3wsXgggO1u+rfv36NG3atEj2W1q4evUqR48eBfQOOI0aNcq0Pb3w7OnTp3NNOVNaSE+v0qBBgxxFC8gchVgc1KhRQ0gzlZ7uKCfy2l5Y6tSpw7fffktQUJCQgiY9Kim/5Dc6wbBAcWBgYIHGyAt7e3tGjBjB2bNn8fT0BGDv3r0FsjmZmJgI3w+nTp0q8O98et/w8PBcDewqlUpwFMnJ0N++fXvKly8PZERZ/P333zx69AjIuWB2cZ7j4hqvfv2MyLeSvA8uXbqUa6q4y5cvk5amdzbO6e/k5uZGixYtgIwIiPQ0UdWqVctSn6SwpDvQ/v3339y7d4+//vpLiCLOTRwxFOvv3r2b6xjp283MzF47SuR1EYULkRLl+PHj1K1bl3bt2rFz585MKp6dmRENKsro4mrOaE9rvmtpw6zWZZnT1pZZrcvyXUsbRnta08XVnAYVZdiZZc5TuXPnTtq1a0fdunVz/JJ81Uu+q6v5GxMtXqWxg5yurrnnwxQpHQQGBrJ27VpAX8zds5KMC9H6HzELcwvW/bKO+w/uM2HmBNJU+vWenk0IDDzP2LFTCu35KJfLGTt2CoGB5/H01HtHp6nS+PKHLwl/GM66X9ZhYa5/wLwQlYanvSmmL52T16xZUyIPK9kRGBhIvXr1hHMG4FjGmN5u5jStLOdCtJKdN1IIilTyKEGDJo9nQo0OHiVoCIrU9wuOTuODynJ6u5njWCZD3FuzZg316tXL93FbW1uzevVqDh06lOmlJSlNx/FwBTtvpHA7VkVZMyntnc3o5WbOJ7XM6VnLnB4v//+kljm93cz5uLoZZc2k3I5VsfNGCsfDFSSlZRxY7dq1CQwMZNWqVaUiEuZNc/nyZWE5NwNpysPnaF96Ebu7exb7vHIjfXxtmpqUR1nznKbzqhBjWAD4bTgGnVaH8nF85pUScOjhQeON3riMbVfkBZstnMrhMrYdTTZ549DDQx9uBZw5c4aGDRvi4+OTqWaMSPGQX0HxbSS775mksNw97V5FYiTBqpbeuzEqUcGJ8Gd59CgYx8OfEZWoFwmtalVCYlSwNBVJdzOMJA0bNizKqYmIvDNIJBK+/PJL4fPUqWNeu5i9QqFgypTRwufx48e/U2lAU1NTGTJkiGDEnTp1ahbnuh49egD6yMmiKpxbnKQbK3MTWWJiYti9e3exzsPY2JjWrVsD+ven6OjobNtptVo2bdpUrHOpWrWqUOzcsJ5JfjB8182txlLLli0Fg+j//d//5dvhrCCYmJgI51StVhe4/kr37t0BuH//foH//ulGap1OJxivs2PHjh3Ex8dn6vMqxsbGQiqo/fv3ExcXJxTllsvl9OrVK9t+Li4u1KlTB4A//viDBw8eFOgYCkpRjOfg4CC8i//55585ik3JyckFFtVy4/nz5wQEBOS43fBvmJsAke4I+ffff3P8+HFB5B02bFiRpVz7/PPPsbS01Gfi2LhREEmcnJxo165djv1atWolCGC7du3KUYy7f/8+ly5dAqB58+bFkiquIIjChUiJ0q9fvyze1h9XN2P6hzZ827Isg9ytaOtkhqudCWXNpFjIjJAbS7CQGVHWTIqrnQltncwY5G7Fty3LMv1DGz6ubpZvb+tXveRbO5YO0SKdVo5ywUtepHSSXh8lnfbO5kJKJoBvx36LIk3B5NmT0Wj1wlzv3v3x9z+Oq6tbkczB1dUNf//j9Or1OQAarYZJP05Ckabgmy++EdodCkulg3OGGDZp0qRiyceaEzqdjpkzZ9KxY0fhvjOVQrea5lS0lLLrVgpH76cKKZhA/wJZvWp1un/cnamjpzJr8izm/XcesybPYsroKXRr143qVatnegGMV2o5cj+VXbdSqGgppZuruSDYPHz4kI4dOzJr1qx8H3uHDh24du2aEBlmmJrmeaqWK4/TOHg3Ff+bKTlEhaRw8G4qVx6n8Tw1w7gqlUqFyLBr166991EWhhiG3stss48+g8wFruvX98ixXUlgKDok33uaYzuZnaWwbNfSlRpfZDxMlvZj0Ko13F50kMeHrwnr5PY21J/fF2fvNhibF2/efGNzU5y921B//mfI7W2AjOiLoUOHZvKWFyl68isovo1kJ8QYGvrzS8X2dYXlpefu5dKy4Cwz2F/Fj+vm0jJ7DIWYdzG/vohIUTF8+HDBI/v27RtMnz6x0M/LOp2O6dMncufOTUB/7xVFapDSwvXr12nZsqXgHd66dWu++OKLLO3+85//UK6c3qnh+++/58CBA7nu9/Tp0/z9999FP+F8kl48/fbt20L+d0NSUlIYMGBAgTNEFIb086lUKhkzZky26Vzmz59PaGjoa42za9euXI34Dx8+5OZN/XVcvXrBooMNUxbl5tUtl8uFrAAxMTF8/vnn2dZOSycxMZHly5dnWnfq1CnCwsJy7JOWlsbJkycBsLS0FIy2+WX8+PFC5MmYMWO4evVqjm3Tox/S6dWrFw4ODoA+i4bhc1U6hpkRzM3NGT58eI77T4+qUCqV/P777+zYsQPQC4W5OcLNmDED0D9D9+7dm6dPc35vUSqVrFy58rUE3KIYL/0+iImJYcqUKdn2nTx5cpGmigL46quvsk0ZdfLkSVavXg3ov9cbN26c4z4+++wzypTRp/ccMGAAWq0WiUSS69+2oFhaWvL553pb0KpVqzh27BigF0dyE8qlUqlwvd26dYuff/45SxuVSsXYsWMFJ7H//Oc/RTbvwiJaSEXeCI5ljPmwmpy6FWQYF9CDzBAbuZSOLua0czbj2pO0/2fvzMNjOts//pmZzGSyiIg1CUmQ2IUkXSxviy5obaWqP20URfs2WuKl1UWLoitFtelC7aqU2qpIq7YiVIIgQoIESayRPbPP74+RMxNZJJGV53Ndua5zzpzlPpNzZuY83/u+v+y7qCHxdhuWhQsXsn37dhYtWkTPnj0LZMm/0Map2mW/yGUyXmjjzFcH09De/o2ya9cuhgwZUrWBCSR27doliW/ete24lmMkXWv5UO/6UFf6PNGHga8NlCotBg0aytdfLyl3lVqpVLJgwVIANmz4BZ1ex7ufvcuGHzewfc92Dhw5QLrWxNUcI1617biYbuD06dPs3r2bHj16lGsshWEymQgNDZW8ZMAiFgY2UrHjXK70noHFTOyJLk8wpO8QAtsHorZXcy7xHLHxsWRkZZCjyUFpp6RB3QY8/ujjNPdujkarIepEFGu2rGHXwV2YTCZMZjicpKW2vZwBLZ2IuqIlPtXyeTB9+nRSU1OZN29eif4XMpmMHj160KNHD8mL5/fffy91ibiDgwMdO3akV69epfbieZCw/bFqW5FwJ4Zsa9aWu7tHhcZ0Nxo1sj6U2cZ1JwqV9XzkSjuMOTXjHEw6A7GfbyU1b/BUBh79A/EO7oLidgunyqJ228YEfB1M4or9JG85CmZYuXIl6enprF27VvTvryBKKijWRGwFRTs7OwwGQ6krLgDqdvJFWccR/a0cNsam8EfcFZ71u3fzwq1nr7Ax1pJpq6zjSN1OpTenz463PMzXqlVLGpQTCAQFUSqVLFu2jKCgIHQ6HatXL0EmkzFz5rxSfb9oNBo++GA8q1dbMl9VKhVLly6tUa1+r127lm9gNjs7m1u3bhEdHc3OnTv5888/JVGnU6dOrFu3TjKutsXFxYXVq1fzzDPPoNVq6du3L88//zzPP/88zZs3ByweBJGRkWzYsIHo6GgWLFiQr41JZTJs2DAWLFiAyWTi2Wef5Z133qFLly6o1WoiIyOZO3cucXFxdO3alf3791doLP369aNfv36S0XTXrl2ZMGECfn5+XLt2jaVLl7JmzRoefvjhe2qTM2/ePF5++WX69OnDE088QevWralduza3bt3iyJEjLFiwQBJqChOniiMgIAC1Wo1Go+HDDz/Ezs4OHx8f6RnM09MTBwdLa9F33nmHnTt3snPnTrZt20abNm3473//S+fOnXF1dSUzM5MzZ86we/duNm7ciFqt5s0335SOtXPnTmbMmMFjjz1Gnz598Pf3p379+uTm5nL27Fm+//57oqKiAEt7ndLej40aNeK7777jlVde4dq1azzyyCOMGTOGZ555hkaNGpGVlcXJkyfZvHkzZ86cySfUKJVKfvzxR/r160dmZib/+c9/ePvtt3nyySexs7PjwIEDfPbZZ9Lg++zZsyXBrzA6deqEr68v8fHxfPDBB5LwVFSbqDyGDh3Kjh07WLZsGZGRkbRp04bXX3+dbt26Ub9+fbKzszl37hz79u3jt99+IzU1lVdeeaVU71N5H++NN95gyZIlHD16lO+++44LFy7w3//+lyZNmnDp0iXCwsIIDw+/5/vAlg4dOhATE0NQUBDvvfcejzzyCFqtlj/++IO5c+diMBiws7O7axWZo6MjQ4cO5fvvv5f8TXr06IGPj0+5xJnH6NGjWbRokXT9yGQyRowYcdftxo0bx5o1a4iKiuK9997j1KlTBAcHU79+feLj4/nqq684dOgQAM8++yzPP/98ucZdFmrOt6igxlFYpoq9Avq0cKKTp325igZ2chkdGtnj31BFxGUtW+Oy0Rqt2dYfffRRvjKyPn5OuDlUT4NPNwcFffyc+C3Wkm3w4Ycf8sILL1Q7keVBJSwsTJoOclex8YylpNjJ0YkZk2Ywf/F8ydMiMPAR5s5dVGGldXK5nHnzfiIx8TxRUYdJuJTA/MXzmTlpJv1e7Ud2TjZHkrU819JR8lUICwurcOEiryrFVrTo1dyBmzlG1sZYs2icHJ0YNmgYL/Z7EZVSxbo/1vHt8m85c+4MGm3RWR5qezUtm7fkiS5P8PHEj9HqtKzZsoaVG1aSnZNNutbE2phsHvZQ5TMpX7BgATKZjHnz5pXqfvL09GTq1KmEhITQoEH+LN1+/fphNpvRarXY29ujVqtxd3cnKCiIoKAgWrVqVaMeWKuKvH6hADK7oj+bTQar4KVSVWy2/92wPb5JX7S5mczOev+b9cYacQ4mgzGfaCFTKmg1uQ91H21e6THmoVAraTamO7X9mxD7+VbMeiNbtmzhxRdflDLOBOVLSQXFmoitoOjm5sa1a9fQXs9En55bKp8WuVKBd3BX4hdYTGrHbDlG5GvdaeRcdjHtSpaG134/Js17B3dFrizdb1Z9eo7kpxMQEFDlJf4CQXWnXbt2LFu2jJdeegmz2czPPy/myJGDzJ79Aw891Omu2x85EsGkSa9z9qwluUkmk7Fs2bIaYUxty3fffcd3331X7Dr169cnNDSUd955p9jfuE899RQ7duzg5Zdf5sqVK/z666+SKWxhVGXr1Icffpjp06czdepUbt26xXvvvVdgnYkTJ9KuXbsKFy4AVq1axTPPPMP+/fs5dOiQlFmdR2BgID/88INUKVRWcnJyiv2/KBQKZsyYwYABA0q131q1ajFu3Di++OILoqKi6NWrV77Xd+3aRffu3aVjbNmyhf/+978sX76cixcv8v777xe57zufxcCSMLdnzx6psqIwBg0axKefflqq88hj2LBhmEwm3njjDXJzc/n666/5+uuvC6zn7e1dYFmfPn1YsmQJr7/+OllZWUydOpWpU6fmWyfvfS6JQPTSSy/x8ccfS6KFm5sbvXv3vut2P/30Ew0bNmTOnDncuHGDWbNmMWvWrELXdXJyytdxoCzc6/Hs7Oz4/fffeeKJJzhz5gzbt29n+/bt+dbp2bMnEydOLHB9lZWOHTvy5ptv8sYbb+QTx/JQqVQsW7asRJ5Fo0eP5vvvv5fmR40aVS4x2vLoo4/Svn17qfrqqaeeKvQavBO1Ws3vv/9Ov379iIyMZOXKlaxcubLAes8++yy//PJLtRiHFL9iBRWCyWTigw8+yLfM103J/zq70rmxusIufplMRucmav7X2TVfy6WPP/5YKnX0rm1Hp8ZVO1h0Nx5tbI/X7V79Z8+eZffu3VUbkACApKQkNm7cCEAtlYwMrRnTbX0ueGAwN9Nusnz9csBixD137qJCs5DKE6VSydy5iyTD7mXrlpGalkrwwGAATGbI0JmldmobNmwgOTm5QmOaPn26JFrIgIGtHDl9Qy/5gIClOmXL4i08+Z8nmfPjHLoP6c7cRXM5HnO8WNECQKPVcDzmOHMXzaX7kO58tfArnnrsKbYs3kKXh7pI6/2brCP2hp7nWjnmtcjn66+/Zvr06eV2rj/99BNbtmwhPDycLVu28Ouvv/L1118zfPhw2rVrJ0SLEqJSqaRps6FoEUBuIwLodEVXOVQGtscvblDRbCNUyJSKan8OZpOZuPnhkmghVytpO21gmUQLs9FEdsINrv0dQ/KWo1zeEEnylqNc+zuG7IQbxRqCF0XdR5vTdtpAybh78+bNjBw5UnheVAAlFRRrIraCoq1xddqxxFLvq+HTbXENtDwoJmdqeGr5fq5kla3FwpUsy/Z53hZ1An3ytaMqKbeOWntKizZRAkHJ+L//+z9+/vln6TfJ2bOn6d//cfr1e5yVKxcRExMteSEYDAZiYqJZuXIR/fo9Rv/+j0uihUql4ueffy4w2FzTkMvl1K5dGy8vLx577DFCQ0NZv349ly9f5v333y/Rb9wnnniCc+fO8c0339C7d2/c3d1RqVSo1WqaNGlCz549mTVrFrGxsfeU4V0efPTRR2zdupWePXtSp04dVCoVjRs3ZtCgQYSHhzN79uxKi6VWrVrs3r2bBQsW8PDDD+Ps7EytWrXo2LEjn376Kfv376dOnTr3dIy1a9eyatUqRowYQceOHWnUqBF2dnY4OzvTrl07QkJCOHr0aKEiTkn47LPPWLhwIY899hhubm7FDoQ7ODiwbNkyjhw5whtvvEHbtm2pXbs2dnZ2uLq60rFjR0aNGsW6devytR0HS8XGH3/8wYQJE+jUqRNeXl6o1WrUajU+Pj68+OKLbN26lfXr199The7w4cM5d+4cH3zwAUFBQbi6uqJSqfDy8uI///kPs2bNYteuXUVuGxsby/jx42ndujVOTk44ODjQvHlzxowZU6r3+c7qisGDB+d7jioKhULB559/TkxMDBMnTiQgIIA6deqgUCioVasWbdu25eWXX2bZsmWkpKRIFTFlpTyO5+HhwdGjR5k5cybt2rXDwcEBV1dXOnXqRFhYGNu2bSvRuZeG0aNHs2/fPoYMGYKHhwcqlQpPT09eeeUVjh49WuLP9aCgIMnrw9XVlUGDBpVrnHkEBwdL06VpS+ju7k5ERATff/+9VAmjVCpp1KgR/fv357fffmPr1q3UqlWrIsIuNTJzZTY8r6FcvnyZJk2aAJYM/saNG1dxRNUbs9nM+PHj82Vb9/FzpJt3xQkWRcWxJ1HD1rj8Jlsvt3Oio3v1bytx7IqWVSeyAMsXUnEZKg86169fL5B9ce3atVL3sLwb06dPZ9q0aQA84WMxlc7QmpHL5fz18198tfArft/5OwBTpnxKSEjh/Rgrgm+/nc2sWZbslH5P9WPC6Ak89dJTmEwmatvLCXRXsSvBMhAybdq0QqsHyuM9Cw8Pz5f1MLCVIxGXtaRkWQajnRydeDfkXfo80Yf5i+ezfP3yAtVZPj7N8fcPpH37ANzdPVCp7NHptKSkJHPixFGio6NISMjfL1UmkzF88HDGjRzH1r+38lnYZ2TnWKo7PGopeMTTno2x1s+C8PDwUntMVNZ1dj9R0vdszJgxUiu/gK+DcWpa+Ht67e8Yzs7dAcAHH3zC2LGTKiDqkmF7z7X4X28a9Ghd6HpZF65zbJwli6Vhr3bUbuNZrc/h8oZIEhZb+kzLlAraThuIq3+TEu9Tl5bD1T9PknroPNkXrktm6oUhV9nh1LQ+bo82o+HT7VC5Oha57p2kRV/i1LQNmG9XikybNk36fM5D3J/Fc7f7c9iwYVIGVtAPI3DwuLdBkupEbtItIv+7FICnn36aP/+0VEy4tPXE/7PSt+fU3swi+p01aK9ZvNU8aqlZ2K9jqdpG/RF3hTFbjkmihX0DF/y/eBF7m7ZWJSV68hoyYixJCrt375aMSasC8d15bzyIz6FxcXFSS46qaHN28uRJRowYQWRkZIHX5HI59vZqtFpNoYJ5UFAQS5curXGVFgKBQCAoPzIzM2nUqBE5OTm88cYb+bp2lCd5v9Xr1KlDSkqKlMxa1ZT397iouBCUO3dmW7/Y1onuPg6VXmIkk8no7uPAkLZO2B75SnbR2bzViXYNVJWaJS+4O7bliXUc5JKp9BNdnsBeZc+OPZbBSDe3erz66thKjW3UqDepU6euJc4927FX2dOjs6UlVLrWhJuD9eN+x44dFRJDeno6o0ePluZ7NXcgMkUniRZ169Rl1fxV+DX1Y+BrA1m2bpkkWri51WPs2ElERJzhwIHTfP/9KsaOncSgQS/Rt+/zDBr0EmPHTuL771dx4MBpIiLOMHbsJOmczWYzS39dysDXBuLX1I9V81dR9/ZryZlGolJ09GpuzeQYNWoUGRkZFfI+CEqPbdaYLrVoUz6nZtbBrxMnjlZoTHcjOjpKmnZqVvQAnO5mljRt52Rfrc8h53IqF1feboEgg1aT+5RYtMiMu8KZ2dv4d+RCEpfvJ/NMSrGiBVh8NDLPpJC4fD//jlzImdnbyIy7UqLjufo3odXkPuR9wX/22Wcl2k5QcmwzE03a4v+XNQ2jzbXp7e1N69YW4THjVBLZCTdKvT/7us60m/k89g0srU6SMzX0+TmCgWsO8feF60Ua/ZrNZv6+cJ2Baw7R5+eIfKJFu5nPl0m0yL5wXRIt2rRpU2U94wWCmkq7du04ePAgP/zwA+3bt8/3mslkIjc3p4Bo0b59e3744QciIiKEaCEQCAQPOL/88gs5OZakyYpoEwWWsZf169cDlkqc6iJaVARCuBCUK+Hh4fnasAxp68RDHlVb3fCwh5oX2lpNJXde0HD2pq6YLaoHdnIZj3pa3juj0cjChQurOKIHG4PBwPHjxwGo6yAnKcMqgA3pO4R1f6xDb9ADMHToiEo3i1Wr1QwdOgIAvV7Puj/WMaSvNWs0KdMoiRfHjh2TSt3Lk0mTJnHp0iXA0hruZo5R8taoW6cuK+atIOlKEq+EviL5gNjb2zNlyqccOXKeDz74BC+vpiU6lpdXUz744BMiIy8wZcqn0hd14uVEXgl9heSryayYt0ISLy6mG7iZa5RayF26dIlJk6ou012Qnw4dOkjTxRnkOjZxQ367N73toHtVkHd8ucoOx8ZuRa6Xde6aNO3UtEG1PQcHd1fi5odj0lk+2zz6B5aoPZRRo+f8oj0cn7ia63ti87XG8vFpTv/+L/DBB5/wzTdL+fHH1XzzzVI++OAT+vd/AR8f6/7NBhPX98RyfOJqzv+0B6NGf9dj1320OR79AoD8fgyC8qGkgmJNxFZQrFOnDiEhIdJ8yh/Hy7RPB3dX/L94UWobBbAxNoUnl++n8dwdDPglgg92xjBr7xk+2BnDgF8iaDx3B08u3y8ZcQO4Bnrj/8WLOLi7limOlG3R0nRISEi16E0sENQ0lEolr732GsePH+fgwYN06NABFxcX1Gq15Gnm5eXFF198wcGDBzl+/DivvfaaaBEqEAgEDzhGo5G5c+cCSL6XFcG3335Lbq7Fy/P111+vkGNUF4RwISg37sy27uPnWOWiRR4Pe6jp42dtQfFrTDYaQ/Xvh23rxVFRWfKCknH69Gnpi6Gxix2XMy0D8jKZjMD2gfx94G9p3WHDxlRJjLbH3XVwF0HtrV+SSRkGGrtYHqZyc3OJi4sr12OHh4dLrX7sFRDYSCV5Wjg5OvHTFz9x4eIFxk0dh05vWR4Y+Ajh4f8SEjKxzEKPWq0mJGQi4eH/Ehj4CAA6vY63PnqLhEsJ/PTFTzg5WoTLI8k6At3tsb/dYnXhwoWEh4ffy2kLygnbH3S2A/13IlPIpTZSCQnnuHjxQoXHVhiJiedJTLR4QDg1q49MUfTPKVshxtm3QbU9h+Stx8m8PXiq9nDFO7hLcZsDkBGbwtHxK0neFAW3E8rvtXoKMyRvjOLo+JVk2AzmFoX3sK6oyzjAKyiekgqKNRHbz5mOHTsybNgwnJws3xXXd5/GkFM2/xn7us60nTYQ37eeRlnH+rszOVPD5jNX+OSfs0zZdZpP/jnL5jNXpAoLAGUdR3zfepq20waWqdICwJCj5douS/9vJycnhg0bVqb9CAQCCzKZjGbNmhEdHU1GRgYajQatVotGo+Hy5cuMGDGCTp06CYFQIBAIHmBSU1OJj4/n0KFDBAcHS14sZfWIKQyDwUB8fDynTp3iu+++Y+bMmQD07dv3vq/0E8KFoNy4M9u6m3f1EC3yeNxbLWVbp2lM/H425y5bVD2uakWFZ8kLSoZtn1v3WgpSMi1ZyT6NfVDbqzlz7oxl3qd5iasGyhtv72Z4ezcDIDY+1mJK1sQHgJQsIx7OVlO0vOqR8sBsNhMaGirNP93MkR3ncqX5d0PeRaPTMOHjCRhNlvdt0KChbNiwCz+/VuUSg59fKzZs2MXAgRbDLKPJSOj0UDQ6DZPfmCyttyM+l57NrINJoaGhRbbwEFQeLVq0wNnZMlB3twFSt0ebSdMrVlRNJZrtcd0eaVbMmpAdbxkgVTioJI+A6nYOtVp55GsR5TeuJ4rb5tdFcTPiHCfe/xVNchpQ/tVTmuQ0Trz/KzcPnSt2e4Vaid/4p0GMGZU7JRUUayK2nzNBQUHUrl1bMjg05uq5uOpgmfctk8lo1LMdD/80mpbvPItroDcKx8LNIxVO9rgGetPynWd5+KfRNOrZ7p4GQC+uOojpdrXSsGHDcHFxKfO+BAKBhc2bNxf6W9FkMrF58+YqiEggEAgE1Ymvv/4aPz8/OnXqxC+//AJAnz59eP7558vtGJcvX8bPz4927doREhJCbm4uLi4uUnXH/YwQLgTlwp3Z1i+0cap2mSdymYwX2jhL2daHkrScqQEto2yz5GNjY6s4mgeXqChrSxdHOznG288v7Vq241ziOTRaS9akv39gVYQnkXd8jVbD+YvnadfCor4bTOCotN6T0dHRhW5fFnbt2iVlFXjXtuNajpF0raWiqetDXenzRB8mfzpZqrQYNGgoX3+9BKWy+IHR0qJUKlmwYKkkXuj0Ot797F36PdWPLg9ZssfTtSau5hjxqm25r06fPs3u3bvLNQ5B6ZHL5QQEWFr+aK9nok/PLXLdhk+3Q2Zn+fmyevXSSm8RpNFoWL16KQAyOwUNny46w0WfnoP2RiZwuzJDbrkHq9s56NNzrC2i+gVQu61nsdvfjDjH6U+3SMbYFVU9ZdYbOf3JlruKF7XbNpZaRgnKj9IIijWNPEGxVq1akmngpEmTpOs3ectR0k8l3dMx5EoF9R9rSbvpg+i0OoSgH0bQdvpAWk/pT9vpAwn6YQSdfn6DdtMHUf+xlsiVirvvtBjST10meYvFN0etVjNx4sR72p9AILCwYcOGMr0mEAgEggcLOzs7mjdvzpQpU1i7dm2FHadBgwYMGDCAAwcO4OvrW2HHqS4I4UJwz9yZbd3Hzwk3h3t7+Koo3BwU9PGz+l1sPpNT7bOtG9ey9kq1zfoXVC625ugmm2umZbOWxMZbBaX27at28MxWOImNj6Vl85bSvMnmUr96tfwGocLCwqTpIHcVR5ItLTacHJ2YMWkG8xfPlzwtAgMfYe7cRcjlFfP1I5fLmTfvJ2ngM+FSAvMXz2fmpJk2LaO0PORuzX61jV9QdTz00EPSdNqxxCLXU7k6Uq9rCwBSU2+wePG3FR6bLT/99A23bt0EoN5//FC5Oha57q2jF6VpZ9+G0nR1Ooe6nZpx82A8AAoHJV4vdy5224zYFGK/2Cp9oFR09RQmM7Gfb71r2yivlzsjv0uViKB0lEZQrEnYCooBAQHS95Gvr69Udo8Z4uaHl8hrpSTI5DIcPOpQJ9CHuo82p06gDw4edSQx814xavTEzf9Tatk2a9asB+JBViCoaDIzM/nrr7+KfP2vv/4iMzOzEiMSCAQCQXVj2rRpmM1m9Ho98fHxzJgxA0fHop8Ry4KPjw9msxmz2czVq1fZuHEjbdu2LddjVFeEcCG4Z+7Mtrb1ZaiOPNrYXsq2vpZt5Nyt6t1+ydPFKgIJ4aLqsM2ItpW6nJ2cycjKkObd3T0qMaqCNGrkLk1nZGXg7Gjtk20bt1Zbtv7dd5KUlMTGjRsBqKWSkaE1SwJJ8MBgbqbdZPn65YCllczcuYvKvdLiTpRKJXPnLpJazixbt4zUtFSCB1ragJjMkKEz46yyDBht2LAhnzAlqBr69+8vTduayxaGx4AAqTXQl19OIy6ucqrR4uJOM3v2dMuMDDwHFF9hdWWbtSXbnUbX1eUc7BvUllrL1O/eGjvHor/DjRo9Z+dulyotKqt6yqw3EjdvB0Zt0d/Xdo72NOjRulzjEJRcUKxJ2AqKdxomhoaG0rmzRbzTpKSRuPJApcZWVhJX7EeTkgZAly5dGD9+fNUGJBDcJ2zbtg2drugKfa1Wy/bt2ysxIoFAIBAIHiyEcCG4Z2yzlR/zUle7FlF3IpfJeMzL2sri4KXKbdFRWuo7WoWLlJS7G5UKKgbbhxZbAUBpp0RvsGZkqlRVK9zZHl+n16G0sw4oVoRwsWjRIoxGyyDmwx72HE623E9yuZwX+73Isl+XSVVNb789rdyysu+Gn18rJk2aCliqwpatW8aL/V6UMmv/TdLysIflvTIajSxcWDU+AwIr3bp1o3Vry8BzxqkkshNuFLluLb9GePS3iAZarZYJE0aj15dPZnRR6PV6JkwYI907HgMC81VR3En2hetkxFgEMccmbri0y99+qVqcQ/9AUv89L73u/myHojYFIHHlAcnTorKrp3KTbpGY58NRBO7P+Oebr+4VlTWB0giKNQVbQXHAgAH5XlMoFCxZssTaMmpz1F1blVU1Nw+dy9ciasmSJSgU1bPyWSCoaZSkFZRoFyUQCAQCQcUhhAvBPXFntnXbBoWbD1Y32jVQSdnWJ6/rSNeYqjiiolEqrEJQZfdBvx8wGAycOHGCpUuXMm7cOAYPHkzfvn3p2bMnffv2ZfDgwYwbN46lS5dy4sSJIg3QVSrrtW0rzekN+nzigE5XPoJAWbE9vkqpyieq2MadV41wr9hmmdVxkJOhtQwUPtHlCexV9uzYswMAN7d6vPrq2HI5ZkkZNepN6tSpa4lzz3bsVfb06NwDsHhd5BnfA+zYsaNSYxMURCaTERISIs2n/FG8gbx3cBfUHq4AREUdJjR0FCZTxXyWm0wmQkNHERV1GAAHzzp4B3ctdhvbQd5GfToUKupX9Tm4BnqTeykVAJe2njj51Cty+8y4KyRvtnj9VFX1VPKmqGK9Fpya1seljbXq7eDBshssCyyURlCsCdgKim3atOHxxx8vsE7Lli3ztYyK/XwradGXKjPMEpN2/CKxn2+VMhNmzpxJixYtqjYogeA+QavVsnXr1ruut3Xr1mKrMgQCgUAgEJQdIVwI7gnbbOtHPdXYlVOv3orGTi7jUU9LNp3JDIeSqq8gYGdzl5ZXlvyDwJdffknnzp1xcXHB39+fkSNHsmDBAtavX8/WrVv5888/2bp1K+vXr2fBggWMHDkSf39/XFxc6Ny5M9OnTycpyWrMaWs4a3uVZ2Vn4eLsIs2npFRty6ErV6xVOS7OLmTlZEnz5S1cGAwGjh+3DC7XdZCTlGGUXhvSdwjr/lgnCSdDh44os2lvWVGr1QwdOgKwZJqv+2MdQ/oOkV5PyjRK4sWxY8eKFK0ElcewYcNwcrJ4kVzffRpDTtGfeQq1khYTeiO7bWi7YcMvjBs3styrFvR6PW+9NYING34BQKZU4BfaC4W9XZHbGHK0XNtlaaEot7crsoVRVZ9DWpS19c+d1Qp3krzpqDQ4WlXVU5ghaVNUses3esZaNbJt27aKDO2BoLSCYnXHVlAMCQkpskp4woQJvPzyy4ClVVnMjE3VTrxIO36RmJmbpdZtwcHBTJgwoYqjEgjuH/7+++8S+VdkZGTw999/V0JEAoFAIBA8eAjhQnBP2GZbP1rNvS3uxNaL4+zNim3PcS8YbJJvyytL/kHgyy+/JCIigtzc0pmJ5ubmEhERwbRp0/D29mbw4MH8/fffuLtbvSPkNgMdZ86foZWvdQDvxImj9x78PRAdbR3Ua+XbijPnzkjztrpiw4ZFt7gpKadPn5be38YudlzOtAz8y2QyAtsH8vcB60PcsGFj7vl4ZcH2uLsO7iKovbWfeVKGgcYulsHn3NxcYmMrx2NAUDS1a9cmONjiRWLM1XNxVfEZ8y6t3Gk1uY90cf/222oGDuxRbn4RcXGxDBzYQxrwRy6j1eQ+uLRyL3a7i6sOSr4R6kauxfpGVOU52FYvuHb0LnIfurQcbuw/C1R99dSNf+LQpeUUuW6dAC9pOjr6/mhtVNWURlCsztgKik5OTgwbNqzIdeVyOUuWLKFfv34AmDR6Tk3bUG3aRt2MOMep6Rulz5n+/fuzePHiCmvdJhA8iJSmBZRoFyUQCAQCQcUgft0Kysyd2dau6prVT9dVrZCyrZMzDRhN1bMXtt5ojauyM9ZrCrt27SrytboOcjo0VPGsnyOvBbrw/n9cmdatDjN6uDGtWx3e/48rrwW68KyfIx0aqqhr0z7IaDSyfv16nnzySX777TdpeY7BRF4Hr5NnTtLcuzlqe8v/xlY4qAryjq+2V9PMqxknz54ELJU7OXrrteTvX3x2dUmwNYt3r6UgJdOS9enT2Ae1vVoSTXx8muPl1fSej1cWvL2b4e3dDIDY+FjUajU+TXwASMky4uFs/dyyPR9B1TFp0iRrf/ktR0k/lVTs+nUfbU7r9/pJVQtRUYfp2fNhvv12dpnb62k0Gr79djY9ez4stVaSKRW0fr9fAZPtO0k/dVnqNw+Qk3ijWp6D2WQm+/w1AOzr10JZ26HIfV398yTm2yp6VVdPmQ1Grv55ssh1lbUdsa9XC4ATJ05UWOutB4nSCorVFVtBcdiwYbi4uBS7vlKpZO3atZJ4YdYbOT1rM+cX7saoqZqEF6NGz/mFuzn9ibXSon///qxZs6bCW7cJBA8SRqORTZs2FVhev35D6tcvmPyzadMm8X0jEAgEAkEFIIQLQZm5M9u6JpIXt94E13OMd1m7arCNyzbrX2ApzR4zZgwvvvhivuXOKhlPNXXgg8dcefc/dQj2r0UPHwf86iqp46DASSVHbSfDSSWnjoMCv7pKevg4EOxfi3f/U4cPHnPlqaYOkg8KQHKytQXU5XQD7rUsA4wJlxPQaDW0bN7SMp9wjosXL1TC2RckMfE8iYkWo91Wvq3QaDQkXEoAwN1ZQXKW9Vrq0KF4E96SEBVlFWkc7eTkaWztWrbjXOI5NFrLgKu/f+A9H+teyDu+Rqvh/MXztGvRDrBUMzkqrf9jIVxUD3x9ffP1l4+bH37XQcK6nZrT/pMXJL8IrVbLrFnvExTUlJkz35Pui7uRmHiemTPfIyioKbNmvS+153PwrEP7T164q2hh1OiJm/+n1FIpj+p4DrlJtzDmWmIqzmQcIPWQ9djVoXoq9XDx74WTbwMAsrKyiIuLq9C4HhRKKyhWN2wFRbVazcSJE0u0nVqtZv369VLbKMyQvPkoR8etrPT3IP3UZY6OW0HyZmvbtuDgYNatWycSWwSCciYiIoJr164VWN6rVz969uxbYPnVq1eJiIiojNAEAoFAIHigqJmjzYJqge0gn2dNFS5q2RF91WKmdjnDQCPn6ncetr4BQUFBxaz5YBEeHs7o0aO5dMnac9q7th2Pealp20B1T34rrmoFvXwdebKZA6eu6dh3UUNiutX/IOaGnhZ1lYARs9lM1IkonujyBMdjLBVIK1Ys5IMPPinz8cvKihULpekenXsQeSL/PZrXEs3BwQE/P797Pp6tmGMyW0dqWzZrSWy8tc1N+/YB93yse8HfP5AtW9YBlqqLls1b8vvO3wGLx00eKSkphW0uqAJCQ0NZv349Bw8eRJOSRuLKAzQb3a3YbVxauRMwP5jEVQdI3hQFZrh16yZhYXMIC5uDt3cz/P0D8fcPpFEjd1Qqe3Q6LVeupBAdHUV0dFRBcUAGHgMC8Q7uWqynRR6JK/ajSUkDoHPnzpjNZiIiIqrlOWSds7aJcm7eoMiYzEYT2ReuA9Wjeiox8TzZ569jNpqQKQrPv3H2bUhqhKWlT2RkJC1btqzMUO9L8gTFSZMmSYJiwNfBKNTVP8v/TkFx1qxZ+Pr6lnh7pVLJ8uXLCQgIYMqUKWg0GjQpaZx4by0e/QLwerlzse3g7hVDjpaLqw5ahJfb56BWq5k5cyYTJkwQ7aEEggqgqNZPzzwzALPZzKpVPxW6TZcuXSo6NIFAIBAIHiiq3yitoMZgm23duFbNvJQ8XaxtYi5nGHnIowqDKYI83wAQwgWA2Wxm2rRpfPzxx9IyewX0aeFEJ0/7Io02y4KdXEaHRvb4N1QRcVnL1rhstEbLYHfsDWv29Nrf1zL9f9P5Zuk36A16Vq9eysSJH1VqBqRGo2H16qWAZZBl8LOD+WjOR9LrnrUURFy2ZF537NgRO7t7v2dtW9jYJpg7OzmTkZUhzbu7V+2N1aiRtVIpIysDZ0dnad427rK25BGAyWTi7NmzREZGcvz4cW7duoVGoynU1DIuLo66desWO9imUChYsmQJHTt2RKPRkLw5itrtG9+14kGhVtJsVDcadGtF0qYobvwTh9lgEX/zKpLyRKzikNkpqPcfPzwHBN61GiGPm4fO5cvoXrp0KWazudqeQ54YAcVXXORcSsWks3wPVYfqqcTE85h0BnIup+LkXa/Q9WyFmGPHjvHSSy9VVoj3NWURFKsDtoJily5dGD9+fKn3IZfLmThxIl26dLEOTN6uvrgSfpIGPVrj/mwHnHwKvybLQvaF66T8cZxru2OlFldgOYfFixcLQU4gqCDMZnOhwkWtWi507doDs9mMs3MtsrLy/8bZsGEDX3zxRbk+iwgEAoFA8KBTM0ebBdUC22zreo41M9urvqNVuMjUVs++pJczLANGDg4OtGrV6i5r39+YTCZCQ0NZsGCBtMzXTckLbZxwc6g4jxWZTEbnJmpa1lPya0wW8amGfK//feBv3n/zfXp168XvO38nNfUGixd/S0hIyVpRlAc//fQNt27dBKB3t95odVp2HbR4f9S2l5Oaa72+e/XqVS7H1Ol00rStAKC0U5KjsZrnqlRVaypve3ydXoeLk7WvuW3ceS11BHfHbDazZ88eNm/ezJEjRzh69ChZWVkl2rZr1644OzsTEBDAQw89xIABA3j88ccLPOi3bNkyX4Z37OdbaTttIK7+Te56DGffhrSc+AxNR3Xj6p8nST1sydLPG4AvDLnKDqdm9XF7pBkNn26HytWxROcDkHb8IrGfb5UuqJkzZ9KiRQtpujqegyHLer2r3JyKXC/PBwOqV/VU9vnrRQoXqrpWcTItLa0yQnsgKKugWJXcKSguWbIEhaLsvxcKq9QwafRc2RbNlW3RuLTxoNEzHagT4IWydsk/Q/LQp+dw6+hFrmw7TkZMcr7X1Go1s2bNYvz48fd0DgKBoHhOnDjB+fMFWxI++eQzqFQqaXrTprX5Xj937hwnT56kffv2lRKnQCAQCAQPAkK4EJQZ2+xklaJmZpYobeLWV0Nz7jSNURpwLq8s+ZqK2WwuIFr08XOkm7e60jKb3BwUvBbowp5EDVvjrAPzJpOJNVvWMPyF4Wz9eytms5kvv5zG00/3wc+v4sWmuLjTzJ49HbCILMMHD2fNljWSSeDDnvZEXLbcrwqFgjFjyqdHfd7DG4Dtf0Bv0KO0s7YP0emqVhCwPb5KqUJvsGau2sZtb1+1AktNID09nRUrVhAWFsbp06fLvJ+srCz27dvHvn37mDt3Lm3atCEkJKSAYe6ECRM4evQoq1atwqw3EjNjE20+HFCigX8AlasjTV54hCYvPILZaCLncirZ569jyNZi0huRKxXYOdnj1Kw+jo3dimw9VBxpxy8SM9NqlBscHMyECROq/TnYCiDyYtpgGbKt9091qp6yjetOFCrr+YhKqvLlXgTFyqY4QbE8cXR0JCfH8psgIyZZEhzs69XCybcBzr4NcW7eAFVdZxQqO2R2cswGE0adAd3NLLLOXSMr/irZ8dfQ3ihYpebs7ExwcDATJ04sVYsrgUBQNoprE2U7fadwkbetEC4EAoFAICg/HtxRUME9Y5ttrbgHP4GqxM5mfMdQDQsu8lr7QPllyddUpk+fLokWMmBIWyce8qh8M0qZTEZ3HwecVDLWnsqWlq/csJIX+73IK8+/wrJ1y9BqtUyYMJoNG3ahVFZcD3C9Xs+ECWOkaoHhg4fj5urGyg0rAZDLwEUlI0tnGbkZOHAgHh4eXL9+vch9lhTbVli2nwBZ2VnUr1tfmk9JyZ81WtlcuWL1rnBxduHqDWtvf9u4hblp0cTHxzN79mxWrlxJdnZ2gdft69eSBuecfRuicnNCbm+HzE6B2WDEpDWgS80mK/6qNEinvW4doIuJieHNN99k8uTJBAcHM2nSJHx9fZHL5SxZsoSMjAy2bNmCSaPn1LQNtJrcp9RZ3jKFHCfvekVm6ZeFmxHniP1iqyRa9O/fn8WLF+drg1Vdz8Fs86Unsys6e9tks151qp4y6Y1Friez+XIXlVTlz72KcZXB3QTF8uTEiRNs27aNsLAwYmJipOXaG5lob/cVnnYAAQAASURBVGRKfiulpU2bNowdO5bg4OB8gq5AIKhYChMu7O3t6dHD+iz2xBO9UalU+Z6H87b96KOP7txcIBAIBAJBGRHChaDM2GZbG01m8g8B1gxsxQq7atbtymAycyip/LPkayLh4eFMnz5dmq8q0cKWh28fP0+8yM7JZsrsKXzz8TfsjthN4uVEoqIOExo6igULllaIeaalddYooqIOA+DTxIfxr45n7Idjyc6xxPWQhz1HUqwPVSEhIeV2fA8Pa/a13Kbq5cz5Mzz26GPS/IkTR8vtmGUhOtrqx9PKtxV7D+2V5m01V3d3dwT5MRqNzJs3TzKktcWlrSfuz/jj2tEbZW2Hu+7LqWl96gT5SPP69BzSjl0kZVs0GaeSAMjOzuaHH35g2bJlzJw5k9DQUJRKJWvXrmXIkCFs2bIFs97I6Vmb8egXgPewrlViDmzU6ElcsT+fWW7//v1Zs2ZNoUJldTwHbO7ZPA+NwpDbfDlWp+opubJoscVWlBGVVOVPeYpxFUFJBMXypFatWowdO5aQkBD27t3Lpk2biIyMJCoqqsQt9PL2ExAQQFBQUJEt9AQCQeEkJSUxePDge96P2Wzm+PHjBZY/9tiTODvXkuadnWvx2GNPsnPntnzrHTt2jE6dOpXLvbt+/fp8v7UFAoFAIHgQEcKFoMzYZifrjGaK7pBdfdEbre2hlNWsauTkNV2BLPkHkfT0dEaPHi3N9/FzrHLRIo+HPdSk5ZoIP58LwIEjB9j691Y+f+9zXgl9BZ1ex4YNvyCTyZg7d1G5Vl7o9XpCQ0exYcMvgKUF0mfvfsaWv7Zw4MgBwOJt0dBRweEky2Bf69at6d69e7nFEBhoNerNMZhQyMBohpNnTtLcuzlqezUarSafcFAV5B1fba+mmVczTp49CVjEyhy99TMgKCioSuKrrpw5c4aRI0dy8OBBaZnCQUn97uVjQqus7Uj9bq2o360V2Qk3LCa0u05j0ujRaDRMmjSJ3377TTKhXb9+PSNHjmTVqlWSKW7qvxfwG9+T2m097/V0S0z6qcvEzQ9Hk5IuLQsODmbx4sXF3uNqtbpancOtI9b+3SZt0b4Zdk7Wgf/qVD1lG9edGG3aYIlKqoqhOopxpRUUyxuZTEa3bt3o1s1iWG4ymYiLiyMyMpJjx46RlpaGRqNBq9Vib2+PWq3G1dWVjh07EhQUhJ+fX4WJKwLB/c769euJiIiosP337j2g0GV3ChcAhw4dKpdjrl+/nrfeeqtc9iUQCAQCQU2lRggXUVFRbN++nX379nHy5EmuXbuGUqnEw8ODLl26MGrUKB577LG770hQrtgOpN/IMVGnAs2RK4rrOdYs01r21edh0WQ2s++iNbu5PLPkaxqTJk3i0qVLgMWIu5t39RqEerKZAyeuaUnJsmT4fhb2Gavmr2Le1Hm89dFbGE1GfvttNQkJ55g7d1G5eF7ExcUyYcJoqdJCIVcwb+o81Co1n3/3ubReL18HNsVa2/rMnz+/XLM3bQf6UzKNuNdScDnDSMLlBDRaDS2bt+R4zHESEs5x8eIFvLyaltuxS0pi4nkSEy0DtK18W6HRaEi4lACAu7OC5CzrZ4AQLiyYTCbmzp2bv8pCBh79AvB6uTN2jkUPGJv0RnIu3iQ3+RYmrQGzwYjMToHc3g4Hjzo4etUtNFPeyaceviFP4jPiP1xcdVAaeDxw4AAdO3Zk5syZTJgwgeXLlxMQECDFpklJ48R7a0sU271iyNHmiw0sg+J5sZVkwFGpVFa7cwDQpWbj1LR+ods4NWsgTVen6imnZoXHC6C7ac1yd3V1rciQHmiqmxhXFkGxIpHL5bRs2ZKWLVvy0ksvVUkMAsGDwq+//lph+5bL5fTq1bfA8l69+jJ5slzylCtvfv311xorXPz111+sXLmSf/75h5SUFOzs7GjYsCH+/v48+eSTDBs2DGdn56oOUyAQCAQ1gGovXHTr1o29e/cWWK7T6YiLiyMuLo5ly5YxbNgwFi1alK99kaBisc22vpxpwK9u1TwY3gtJGdZBy8Yu1Ud4OXRZy8V0S8ZoixYtyjVLviYRHh7OokWLALBXwAttnKpd2wS5TMaIji58vj8Nk9nSMmrUO6NYMW8FX0//mgkfT0Cn1xEVdZiePR9m0qSpjBr1ZpmygDUaDT/99A2zZ0+X+rarlCrmTZ2HTxMfhoUOs2kRpSIqRYv29iU+ZswYnn766XI7b7BUcDg4OJCbm8vlDAN+bkouZxgxm81EnYjiiS5PcDzGUm6/YsVCPvjgk3I9fklYsWKhNN2jcw8iT0RK854udpy9aTHqdnBwoFWrijdSr+7o9XrrIORt1O6uRQ5Cmo0mbh4+T1pUAlnx18hOuFFs2yGZnQInn3o4+zbANdCHuo80y2cmbedoT7Mx3anbxZe4+X+iSUmTqi+OHTvG4sWLmThxIn379rVWg9weLL0SfpIGPcqnGsSW7AvXLdUgu2MxaazG7l26dJGqQUqDXC6vNueQR1b81XxtvGxxbOKGXGWHSWeoNtVTcpUdjo3dilwv69w1abpjx44VHdYDTXUU40orKAoEgppNUlIS//zzT4Xtv3Pnx6lbt6BYXq9eAzp3fpz9+3dXyHH/+ecfkpOTa1TV/a1btxg5ciSbNm0q8FpGRgZxcXGsX7+ezp07i+9ngUAgEJSIav9rPinJ0vfaw8OD8ePHs27dOg4fPszBgwf56quv8PS0DKSsWLGCESNGVGGkDx622clJGUW3majOXM60xt3YpXroeKm5RrbGWbPkZ86cWe0G6ysDs9lMaGioNN/Hzwm3alrV4+agoK+fozR/89ZNhoUOw7ORJ8vnLce7sTdgMYmdNet9goKaMnPme1IlwN1ITDzPzJnvERTUlFmz3pdEC58mPiyftxz3hu4MCx3GzVs3AfCubUddBwXxqZbr28vLi9mzZ5fnKQNgZ2dHhw4dALiZa8LTRvxb+/taBj87GKWdRdBcvXppAY+Eikaj0bB69VLAMrg2+NnBrP19rfS6Zy0FqbmWLLmOHTtiZ1c9PgOqCo1Gw/PPP28VLWTgMSCQgK+DC4gW2ptZXFx9kH9fXUTsJ1u4sv0EWfFXixUtwOKlkBV/lSvbTxD7yRb+HfUTF1dHoL2Zvw987baNCfg6GI/+AZJ90sqVK3n++efRaDS0bNmSffv2MXv2bEkENGn0XNkWzdG3VhA9eQ3XdseiT88p03uhT8/h2u5Yoiev4ei4lVzZfkIa8Fer1cyZM4e9e/eWWrSwparP4Z133pHWtR3ovxOZQi5VY+RVT1UFttVTTs3q5xO87iQr/qo0LSqpKp48Me7YsWN07tzZsvC2GHd4+ELiw3aSnXCjXI+ZfeE68d/+xeHhC0nebBUtunTpwrFjx5g4caIQLQSCB4T169dX2L6fffY5Fi5cU+TrCxeu4ZlnCraRKg/MZnOFnlt5k56eztNPPy2JFn369GHFihUcPHiQf/75h1WrVhEaGkrjxo2rOFKBQCAQ1CSq/ShNq1at+OSTT3j++edRKPIPWnbq1Ilhw4bRtWtXzp49y+rVq3njjTdE26gyYDAYOH36tGQmmJycjEajQafToVKpUKvVeHh4EBgYSFBQEK1bty6QbV0TyYtbKYf6jlU/KG4ym/k1JkvKkgce2GqLXbt2cfr0acAyEN+pcfU2WO3qpSbqipbLt6t4bt66ycvjX2byG5PZ8OMGvl7yNcvWLcNsNnPr1k3CwuYQFjYHb+9m+PsH4u8fSKNG7qhU9uh0Wq5cSSE6Ooro6KgCAodMJmP44OGMf3U8W/7awufffS5VWnjUUhDQSMXGM9bBzkWLFuHi4lIh5927d2+pp/CtXBMu9jIytGb+PvA377/5Pr269eL3nb+TmnqDxYu/JSRkYoXEURg//fQNt26LOb279Uar07Lr4C7A4v+RJ1oA9OrVq9Liqo7o9XqpVz2ATKko1GjXkKXhwtJ9XP3zFJjM+V6TyWT4NPahXct2tGzWEmcnZ5R2SvQGPZnZmZw5d4ZTZ0+RcDkBs9myre5mFhd/PsilNYdo8FQbmo54DDtnyyC+Qq2k2Zju1PZvQuznFqPdLVu28OKLL7Ju3TqUSiUTJ05kwIABzJkzhxUrVpCdbbkPMmKSyYix+DHY16uFk28DnH0b4ty8Aaq6zihUdsjs5JgNJow6A7qbWWSdu0ZW/FWy46+hvZFZ4D1ydnYmODiYiRMn4uvrWy7vu0KhqLJzaNasGWFhYWRlZeUb6C8Mt0ebkXnG4i9RHaqn3B5pVuy62fEWIcbZ2Rk/P78KjUtgJU+MmzdvnlR9kSfGXdkWjUsbDxo904E6AV4oazvefYd3oE/P4dbRi1zZdly6N/JQq9XMmjWL8ePHF3heEAgE9zfe3t44OzuTlZVV7Hru7o3x8Ch5C7vBg4N55ZXXik0gc3Wtw6JFa1m+/EfWrVtZ4n0nJyeRknK52HWcnZ3x8vIq8T6rmrfeeovIyEjs7OxYuXIlL774Yr7Xu3btyksvvcRXX32F0Vh8ootAIBAIBHnIzHmjBzWY33//nX79+gEwbtw45s+fX677v3z5Mk2aNAHg0qVL902WQFJSEosWLWL79u0cP36c3NzcEm/r4OBAhw4duHz5MpcvW350ffCYK67qmvOwmKYxMmtfGmAZGH/zkdpVGxCwOyGXrXH5s2uvXbtG/fpF9/K+Xxk8eLCUZRTc3pkOjaq3cAFw7IqWVScKPjR1fagrMybNIDUtlWXrlrF9z3b0+oLtWu6GUqmkd7feDB88HDdXN6bMniIZcYPlOg5wV7EpNkdqXz916lSmTZtWYF/Xr1+nQYMG+ZaV5VpLSkrC29sbo9FILZWMRz3V/HXB8lny+suv89RjTzHkjSGYzWbs7e0JD/+3XHw+7kZc3Gl69nwErVaLTCbj1+9+5c99f/LDqh8AeKqZAxGXNWTpzCgUCi5evHjXUvzyes+qGyaTiVdeeUWqtJCrlbT5cACu/k3yrZd65ALx3/yVzz9ALpfzRJcnGNJ3CIHtA1HbqzmXeI7Y+FgysjLQG/Qo7ZS4OLvQyrcVzb2bo9FqiDoRxZota9h1cFe+3tCqus74vvkUbg/l90NJi75EzIxNUsXAyy+/zPLly/NlVGdkZLBixQrCwsKIiYkpt/enTZs2jB07luDg4AoTAPPIyMggLCyM9957r1z3W9Q5PP744+zbtw+AR1f+F2Vth0K316Xl8O/IhZgNJtzc6nHkyPlKNb3WaDQEBTXl1q2byOwUPLxkNCrXwge+9ek5HAq23OedO3fmwIEDha4nqNjPtPj4+AJinC3VWVAsjvv1e6AiEe/ZvXG/PocWR1xcHAaDATs7uxKLz2fOnGHIkCFER0cXuY6TkzNffBHGwIH/V16hlonfflvNO++EkJNT8LMxD39/f3799VdatGhRiZGVnX/++UdKHp02bRpTp06t4ogEAoFAUFWU5Xu8OKp9xUVJsM1IP3fuXNUFUgMwm83s2rWLsLAwNm7cWOZsh9zcXCnLOo9Dl7X08i19Bl1VEXFZK023qAb+HP8maQqIFg8qSUlJbNy4EYBaKhltG9QM75p2DVQ4q2Rk6fLrwfuP7Kffq/0IHhjMhNETeDfkXdb9sY5dB3cRGx+LRlt0CyW1vZpWvq3o0bkHg58djFanZc2WNazcsFKqsgCLp0VdBwUbY63X0Lhx4yr8wcHT05PnnnuO9evXk6kz42IvQy6zJOOv3LCSF/u9yCvPv8KydcvQarVMmDCaDRt2VahZql6vZ8KEMVJLrTyhZ+UGSyacXAYuNv+ngQMH1qj+weXN3LlzJdFCplQUEC2MuTrO/biba3+dkpY5OToxbNAwXuz3IiqlinV/rOPb5d9y5tyZu17PLZu35IkuT/DxxI8LXM+6m1nETN9Iw6fb0mxMdxQOlnvf1b8JbT4cwKlpGzDrjaxatYqAgAAmTrRW8Li4uDB27FhCQkLYu3cvmzZtkqoI75aFaUutWrUICAggKCiIAQMG8Pjjj1dauz4XFxdGjRpVQLhwcnIqdPC3KEp6Dg899JAkXKQdS6R+t8JFRZWrI/W6tuD6ntgqr56q9x+/IkULgFtHL0rT/v7+FR6boHB8fX357rvv+PzzzwsVFLU3MtHeyCQ1omy/2ytTUBQIBNWfli1bEhERQWhoKD/++GOh62RnZzF27CscPLiX6dPn4OBQuFhfUeTm5vLRR/9j1aqfil3v9ddfZ+7cuZUSn16vp0mTJly9epXevXuzbdu2Ytc/efIk7du3B2DWrFm8//77AHzzzTeARUy2/W0mEAgEAsG9cl8IFzqdTpoW/WyLJjw8nNDQUKn9ji11HeQ0drHD08WOxrXsqOcoR6WQoZDLMJrM6IxmbuSYuJxpICnDwOUMAzdt2qwAHErS8GQzB+zk1d+PwWAycyjJOrimruI74d9kDb/GFD4odeNG+faFrgnMnz9fEtUe9VTXiGsKwE5uqTjYebvioE19JUkZRtK1JrJzsvlh1Q8sXL2QHp17MKTvEF5+7mXUajXnL56XMtR1eh0qpUrKUG/m1QyNRkPkiUg+nP0huyN258tQr20vp5evA1EpWo4kWz8Lx4wZw/vvv1/k9VPY8rJeay+99JJUHROZouMhD3sOJ2nJzslmyuwpfPPxN+yO2E3i5USiog4TGjqKBQuWVsjntclkIjR0FFFRhwGLD8j4V8cz9sOxNsbl9hxJsb5XL730EtevX7/rvsvzPasuxMfHM2XKFMuMDFpN7pNPtDBkaTg1baPUJgisFUQ3024y58c57NizA72hZBVEGq2G4zHHOR5znG+WfkOvbr0Y/sJwXuz3Yr4Koqt/niLnUiptpz4ntY5y9W9Cq8l9OD1rM5hhypQpdOnSpdAs6zZt2tCmTRvAck2cP3+e48ePc/LkSTIyMgq0QnRxcaFdu3Z06NCBZs2a5bs2K/t/XNjxDh06REZGRrmfw+OPP87cuXMBSNkWXaRwAeAxIIDre2PBDF9+OY2nn+5TadVTs2dPt8zIwHNAYLHrX9l2XJru0qVLie7tB5XK+kwbMmQIL7zwAgcPHmTbtm1ER0cTHR1dKjHO2dmZ9u3b4+/vzzPPPEPnzp2RyWRotdpK/R/fj98DFY14fwSVhYODAz/88APdunXj9ddfLzJpYeXKRURFHeL773/G17fsXlWlIT7+DP/970vExJwoch1nZ2d+/PFHhg4dWikxgaWa+5VXXuHLL78kPDycpKQkyUO0MBYvXgxYWl0OHz4csIzF5PlaPPPMMzg7OwOWVtRJSUnIZDIaNWqESlUzEtEEAoFAUL24L1pFbdiwgUGDBgHw9ttv88UXX5Rq+7xWR0WRkpLCI488AtTMEt2MjAwmTpzIokWL8i13Vsno5Knm0cb2ZWrxlKYxcuiyll0JuRhvX0U1uaVPHz9HHvdWI69EI2yT2czeRFFpURw1uQWZDOjr58jVHCNHkrV3WgIgk8nwbuxNuxbtaNm8Jc6OVk+ArJwszpw7w8mzJ0m4lFDgOHKZZQC+gaOC8PM56KpRq9i+fo7su6ghXWsRWGZMmoFfUz9eCX0Fnd4iGAwaNJS5cxeVa+WFXq8nNHQUGzb8AoBKqWL5vOWcPX+Wj+Z8BFiEnse91GwR91wBPAYE0mx0N2nekKXhxPvryL5gGRR0cnTi3ZB36fNEH+Yvns/y9cu58yeEj09z/P0Dad8+AHd3D8mzJSUlmRMnjhIdHUVCQv4M6zzPlnEjx7H17618FvaZJDI5NatP+1mDJfEC4PzC3RYzXkG5E7BgGE4+9Yp8/fyiPSRvigIgMPCRSqmeGjiwhyREejwXSLNR3YpcP/vCdY6OK3mPcYFAUDWIVlElR7SKKluLierUOqokraE6dOjA2rVrq6Q11NmzZ2nZ0iLgfPLJJ0W2q9Tr9Xh6enL9+nWeeeYZ/vjjDwD+/fdfaazkq6++YujQobz33nv8+uuvkkCtVqvp0aOHlHQiEAgEgvuX8m4VVeOFC5PJROfOnTl82PJQ+++///LQQw+Vah+laQFR034whoeHM3r0aC5duiQt865tx2Neato2UJVLJvuZGzoWHc2U9j32YZdKa6tRFkxmM9/+m8HF9IKG4r5udrzQxhk3h4ofKE/NNfJrTBbxqTXT2LwyqOsg593/1KnqMErNp//cymf87FXbjiB3FZlaM4eTNWRoy/6xW9tezsOe9rioZBxJ0RV6HVc19goY0NKJtberiJwcnVg1fxXJV5N566O3MJosKktg4CPMnbuoXLK24+JimTBhtDTAqZArWPDxAjwaevDy+JelgfAhbZ3YFJuNthoJPdUBtYcrAfODUagtg9DGXB0nP/xNqrSoW6cuP33xExqdhsmfTibxcqK0rZtbPYYOHcGwYWPw8mpa6P5tuXjxAitWLOTnn5dI7X8AvBt78/l7n6NWqRn1zihu3n6tVkt32s0YJLWNMmr0HB23Ek1KWnmdvuA2jZ7xxzfkySJfN2r0HB2/Ek1yGgADB/5fhVZPvfXWCEmIdPCsQ8f5wSjsiy6RjA/byZVtRQ9SCQSC6oEQLkqOEC7KPuCRm5tbbOuoPIKDR1dI66jq2BqqKLp168bevXvx8/Pj7Nmzha5jmyy6bt06nn/+eQCWLVvGiBEjAIvw8dVXXxVZaSWXy5kzZw6hoaHlfg4CgUAgqB6Ut3BR4/sqzZ07VxItBg4cWGrR4n7FbDYzdepUevXqJYkW9goY1NqJsQ+70KGRfbm132lRV0kDJ8tAf2K6IZ93RHXk0GVtkYO98akGvjqYxsFLmgKZxOWFyWzmwCUNcw6mCdHiLjR2qZnd7O6M+2K6gQ2xOUQkaQhyt+f51o50amxPExcFirvchnZyaOKioFNjy3aB7ioiLmv4LTanWooWAFojRF3R8ZC7ZaA5OyebUe+MwqeJD19P/xqV0rI8KuowPXs+zLffzkajKdoXoTg0Gg3ffjubnj0flkQLlVLFgo8X4NPEh1HvjLJpEaUiKkUrRIs7kYHfuJ6SaAFw7sfd+USLFfNWkHQliVdCX5FEC3t7e6ZM+ZQjR87zwQeflEi0APDyasoHH3xCZOQFpkz5FHt7S5Ve4uVEXgl9heSryayYt4K6deoCkHkmhfMLd0vbK9RK/MY/bSlpEpQr13efxpBT9He4Qq2kxYTeyJSW7/wNG35h3LiR6PUlaxVWUvR6fT7RQqZU4Bfaq1jRwpCj5dqugq0wBQKBQPBgktc6atWqVVL7osJYuXIR/fr9h/j4M+V27Pj4M/Tt27VY0cLZ2Zmff/6Z77//vkpFC4DRo0cDlsGm/fv3F7rOkiVLAKhXrx79+vWTlqempkrT06dP58aNG/Tt25cjR46g0Wi4evUqYWFhuLi4YDKZ+N///ndXLw2BQCAQCPKo0RUXe/bs4amnnsJgMNCgQQOio6Np2LBhqfdzv7WKsvR4D2XBggXSMl83JS+0caqwSoIzN3UsirJUXdgr4H+dXSulaqG0pOYa+epgWokGLr1uV6a0K6fKFIPJzMlrOvZd1FTbAefqxrN+jvTwqdof8mVh14Vc/ogvvhWR221fGQ9nBQ5KGWYzmLH8yW7/yWWQozeTnGXkcoYhXxVHTaBXcwdO39BL13txWft16tSVsva9vZvddd+JiedZsWIhq1cvzZe179PEh8/e/Qx7lT2j3xktZe1717ajVT0lO87llvNZ1nw8+gfQbEx3aT71yAVipm8ErNUySVeSGDd1XJVWy7SdNpA6QT7SdqJlVMVw5/VQGDcPneP0J1vI639XkdcDchmt3+9H3UebF7uduB4EgpqDqLgoOaLi4t4zNaHkraPmzVtEnz6D7ulYv/++ntDQ0dW2NVRh5Obm4uHhQVpaGqNGjSrQYvrq1as0btwYg8FAaGio5I8FMHPmTD788ENpvl+/fmzcuLFANeY///xDt27dMJlMtGvXjujo6GrdpUEgEAgEZUO0irrNqVOneOyxx7h16xb29vbs2LGDbt2K7nt8L9SkH4xms5nx48fnEy36+DnSzVtd4T8Mfo3J4nCSJVPT103Ja4G1qtWPEZPZzMKoDKnKYdiwYcyZM0d6PTMzk2nTprFixYp82zmrLIbLne7BCyTispZDSRqydPlvt2HDhjFt2jRq1aoFWAwM8wxl84iJiaFevaJ7jpcFg8HA2bNnJYPMK1euoNVqJaNXe3t7GjVqhL+/P/7+/rRo0QI7u8qpfnj//felH8uvBbrgV7fi+qdXFGdv6lh4W8gbNWoUffr0YcmSJfzxxx+S6fi9oFAoePbZZxk5ciRdu3Yt031WUdfarl27ePHFF6X551o5cjhJS3Km5bydHJ2Y/MZk+j7Zl6+XfM2ydcsKVDd5ezfD3z8Qf/9AGjVyl3wSrlxJITo6iujoKBITz+fbJs8nYfyr49ny1xY+/+5zacDbo5aCRzzs2XjGKiatXbuW7t27l+rcKuv+rGgyMjLw9/cnJycHhYOSh5eOwc7RUvVgyNIQ9eYKdDctHkDVyZ9EVc+ZwG9ewc7pdqw5Wg4PX4hJo8fR0ZETJ05In6U1maq4zs6fP0/37t0tlU8yaP/pEGq3LdqcE+BmxDliv9iKWW+5t+3t7Zk0aSqjRr2JWq0udtvC0Gg0/PTTN8yePR2t1vJbQqZU0Gpyn7uKFumnLnPivV8tyq8NNfH+rEzul8+0ykS8Z6WnsPdMCBclpyY9h5YXFSFcQMlaRzVq5MGRI+fL3ALRZDIRFNSUq1dTilynOrSGKoyxY8cSFhZGrVq1SElJwcnJSXpt9uzZvP322wBER0fTvn37Ql8DiI2NlTwz7uSFF15g3bp1he5HIBAIBPcH5f09XiP7sFy4cIGePXty69YtFAoFq1evrjDRoqYxffp0SbSQYenn/pBH6QcQykK/Fo6cvaknTWMiPlXPnkQN3atRtvzeRI0kWnh5efHNN9/g4uIivV6/fn2WL19OcHAwoaGhnD5taTmRpTOz80IuOy/kSlnyjWvZ4emioL6jAqVChp0cDCbQG81czzGSlGHkcqahyCz51q1bM3/+fJ5++um7xl2vXr1yebhLSkpi0aJFbN++nePHj5ObW/LMcwcHBzp06EDv3r0ZPXo0np7FD2jdC7du3ZKm6znWzG529R2tAld6ejoDBw5k4MCB0v9gx44dHDt2rNT/g44dO9KrV68K+x+Ux7U2ZMgQYmJimD59OgCbYnMY0MqRqNt+HNk52Xw05yN27NnBjEkz6PtkX5atW8b2PduldjOJiedJTDzPli3r7no8pVJJ7269GT54OG6uboz9cCwHjhyQXveubUeAu4pNsVbRYurUqbzwwgv3dJ55lNf9WZmsWbOGnBzL+1G/e2tJtAC4sHSfJFp0fagrfZ7ow8DXBuYTLb7+ekm5exoolUoWLFgKWNoP6fQ63v3sXTb8uIHte7Zz4MgBdDeyuLBkL35vWj437RztadCjNVe2RZOTk8O2bdsYO3ZsucZVXajo66x+/frMnDmTSZMmgRni5ocT8HVwvvZhd1K3U3Paf/ICZ+duR5OchlarZdas9wkLm1Mu1VMOnnXwC+2FSyv3Yrc3avTEzf+zgGgBNfP+rGrEe1Z6xHsmENQM8lpHde/enddee42srKwC61y5kszRo/8SFPRomY4RFXW4SNHC2dmZH3/8kaFDh5Zp3xXNmDFjCAsLIzMzk/Xr1/PKK69Ir+W1iXr44YcLiA22SSNNmzYtUrQA6NWrlyRc/Pvvv0K4EAgEAsFdqXHCRXJyMk899RTJycnIZDIWL17MwIEDqzqsakF4eLg0WAiVK1oAqO3kDG7jJLWM2hqXg5NKxsOVGENR/JukYWucdeBy0aJF+UQLW3r27MmpU6fYvXs3YWFhbNiwQcqST801kZqrI/qqrtQxKBQKBg4cSEhICN27d6+UahSz2cyuXbsICwtj48aNZc72z83NJSIigoiICGbMmMFzzz1HSEgIPXr0KPfzsPU6UN3NAKKaorSJ2/Z8PD09mTp1KlOnTsVgMBAbG0tkZCSRkZGkpKSg0WjQarXY29ujVqtxd3cnKCiIoKAgWrVqVWlVL/fK1KlTSU1NZcGCBZiBjbE59GruQAMnOUeSLffO/iP76fdqP4IHBjNh9ATeDXmXdX+sY9fBXcTGx6LRFu15obZX08q3FT0692Dws4PR6rSs2bKGlRtWSlUWYPG0qOugYKONaDFu3DimTp1aYede3TGbzYSFhUnz7s92kKa1N7O4+ucpwFIZM2PSDOYvni+19MprB1QRRsxgMWycN+8nEhPPExV1mIRLCcxfPJ+Zk2bS79V+ZOdkc+2vGLxf6ozKzdKr2v0Zf8mMOSwsjJCQkGpV6VeTCA0NZf369Rw8eBBNShqJKw/QbHTxSSEurdwJmB9M4qoDJG+KAjPcunWTsLA5hIXNKVP1FDLwGBCId3DXYj0t8khcsV8YtQsENYzp0y2VVRqNRqr2VavV1KlThw4dOhAUFESLFi0q7PtG8GAzdOhQgoKCeOGFFwptHbVt28YyCxfbt28qdHl1aw1VGB07diQoKIjIyEiWLFkiCReHDh0iJiYGgFdffbXAdnkVQcBdK4Js17127Vp5hC0QCASC+5yaMQp2mxs3bvD0009z/rzlIXfBggX5MgEeZNLT0yVTLbC0h6pM0SKPlnVVPN3MgT/PWzLJfz1lGUSsSvHi32QNv8ZYBzOnTp1610oHmUxGjx496NGjR7XPki+K8PDwfJUjttS9XTniebt6pJ6jHJVChkIuw2gyozOauZFj4nKmgaQMS+XIzduVI0ajkfXr17N+/Xpat27NvHnz6NmzZ7nFrdNZRSFFORnIVzZ2Ns/ZeS1PCqxjZ0e7du1o164dw4cPr6TIKgeZTMa8efMApAqwHedy8XWzY0gbJ3acyyVdayI7J5sfVv3AwtUL6dG5B0P6DuHl515GrVZz/uJ5YuNjycjKQKfXoVKqcHF2oZVvK5p5NUOj0RB5IpIPZ3/I7ojdmEzWyqba9nJ6+ToQlaKVhBKwiBZz5859oAe29+zZI30muLT1xMnH2t7kavhJybMgeGAwN9Nusnz9csDSBqi820MVhlKpZO7cRfTs+TBarZZl65bR98m+BA8M5odVP2A2mrgSfhKv/+sEgFPT+ri08SAjJpmYmBj27t0rKjDLiEKhYMmSJXTs2BGNRkPy5ihqt2981zZNCrWSZqO60aBbK5I2RXHjnzjMBotIXprqKZmdgnr/8cNzQCDOviXzK7t56BzJWyy+Fmq1Op9QLBAIqhaz2cyePXv45ZdfCrz27bff3nV7Z2dnAgICeOihhxgwYACPP/74A/39LShfWrRowVtvvcWYMWMKvNawYfGVfsXRoEGjQpe/+eab1Vq0yGP06NFERkayZ88ezp8/T7NmzaRqCwcHh0KrRdq2bStN3y1Jzvb1mpKQJRAIBIKqpcZ8W6Snp9OrVy9J7f/ss8/u25YQZWHSpElcunQJsPhLdPOuOqHg6WYO5OjN7L+kwQysPZVNts7M495q5JX4wGEym9mbmL/SoizZ1jUtSz4jI4OJEycWMFVzVsno5Knm0bt6dchwAuo4KPL5S6RpjBy6rCXCxqvj9OnT9OrVizFjxjB79uwiq1hKg0qlkqaNpjyr6pqFwaY7mL29fdEr3sfI5XLmz5+Pm5ubVAkWn2rgUrqBns0cuZpj5EiyFpPZ0g945/6d7Ny/E5lMhndjb9q1aEfL5i1xdnTGxckFvUHP1RtX2XtoLyfPniThUkLBY8rgIQ97Gjgq2Bibjc7m2SnvHn7QBz02b94sTbs/4y9NmwxGrmy3ZB3K5XJe7PciXy38SvIfefvtaeVivFwS/PxaMWnSVGbNeh+z2cyydcuYMHoCC1cvxGQycWX7CZq88AgyhUUhbPRMBzJikgHYtGmTEC7ugZYtW+ZrGRX7+VbaThuIq3+Tu27r7NuQlhOfoemoblz98ySph8+Tff46Jp2hyG3kKjucmtXH7ZFmNHy6HSpXxxLHmnb8IrGfb5VaRL377rtMmzatxNsLBIKKIT09nRUrVhAWFlZo8kxJycrKYt++fezbt4+5c+fSpk0bQkJCGDZsWLn83hQINmzYUOjy3r37l3mfvXv3Z9q0twss37hxY74kw+rKSy+9xMSJE8nJyWHZsmW8++67kvg4aNAgateuXWAbb29vvLy8uHjxIufOnSt2/7avV2ZCn0AgEAhqLjVCuMjJyaFPnz5ERUUB8MEHHzB58uQqjqr6EB4eLg1S2yvghTZOVTo4J5PJ6N/SMviw/5Il+3FrXA5nbup4oY0zbg6lN7guLam5Rn6NyZI8LaB8sq2re5Z8eHg4o0ePlkQssPT4f8xLTdsGKuzuoYLBVa2gl68jTzZz4NQ1HfsuakhMt7y/CxcuZPv27SxatOieqy9sTV11RjNOxaxbXdEbrc3Wy2JSe78gk8mYNm0aXbp0ka5LrRG2xOXgVduOAS0dydSaOZysIUNrec/MZjMJlxJIuJTA7zt/L9FxatvLedjTHheVjCMpOg4nWatcmjRpwk8//VQiP5kHgSNHjkjTrh29penUfy+gS7VUpj3R5QnsVfbs2LMDADe3erz6auUmCowa9SZhYXO4desm2/ds592Qd+nRuQc79+9EdzOLm4fPU6+zLwB1Aryk7SIjIys1zvuRCRMmcPToUVatWoVZbyRmxibafDigROIFgMrVkSYvPEKTFx7BbDSRczmV7PPXMWRrMemNyJUK7JzscWpWH8fGbpIAVRrSjl8kZuZmyRg8ODiY//73v0K4EAiqkPj4eGbPns3KlSvJzs4u8Lp9/Vo4+zbEuXkDnH0bonJzQm5vh8xOgdlgxKQ1oEvNJiv+KlnnrpEVfxXt9Uxp+5iYGN58800mT55McHAwkyZNwtfXtzJPUXAfkZGRwV9//VVgedu2HWjSxKfM+/XyakqbNv7ExORvQfXnn3+SmZmZzw+iOuLi4sKQIUNYunQpy5Ytw9fXl/T0dABGjRpV5HbPP/88c+fO5erVqxw4cIAuXboUut5vv/0mTT/22GPlG7xAIBAI7kuqvXCh0+kYOHAg+/fvB2D8+PHMnDmziqOqPpjNZkJDQ6X5Pn5OlSIMFIfZbCb6qpazN/O3yIlPNfDVwTT6+DnRqbF9hYgrJrOZiMtatsY9WNnWZrOZadOm8fHHH0vL7BXQp4UTnTzL9722k8vo0Mge/4Yq6b3WGuHSpUv06tXrnt9rDw8PafpGjok6VXw9l4XrOdaLz9297OXmeRgMBk6fPk1kZCRRUVEkJycX6Avt4eFBYGAgQUFBtG7dulqVX/fs2ZOTJ08yadIkFi5cCMDFdAMX0w04q2Q87GGPm4OcpEwjSRkGkjONGAsx2s3DTg7uzgo8XezwrKUgNddExGVrJVAer732Gl9++aXIzLyNyWTi6FFLWx37+rVQ1naQXkuLSpCmh/Qdwro/1qE3WMzShw4dUekCnFqtZujQEYSFzUGv17Puj3UM6TuEnft3WuI9migJF8rajtjXq4X2RiZHjx7FZDKJvuj3gFwuZ8mSJWRkZLBlyxZMGj2npm2g1eQ+d20bdScyhRwn73o4ede7+8ol5GbEOWK/2CqJFv3792fx4sWkpaWV2zEEAkHJMRqNzJs3jylTphRo1+bS1hP3Z/xx7eid7zunKJya1qdOkI80r0/PIe3YRVK2RZNxKgmA7OxsfvjhB5YtW8bMmTMJDQ1Foah5vxUFVcu2bdvytafN45lnBtzzvp95ZkAB4UKn07Ft2zaGDBlyz/uvaEaPHs3SpUtJTEzknXfeASym2927dy9ym9DQUL777js0Gg3jxo1jz549ODnlTz9buXIlu3fvBqBPnz539cMQCAQCgQBqgHAxdOhQwsPDAXjiiScYNWoUJ0+eLHJ9lUpVI/pHlhe7du2SyrC9a9vRqXHVtaUxm83sTtSw83wO2iLaW2qN8FtsNkdStDzmpabdPVYB5GEwmTl5uwrgYrq1yuJByLY2mUyEhoZKXgJgaRf2QpuKFbFkMhmdm6hpWU+Zr7pl+vTppKamMm/evDINHgYGBkrTlzMN+dpV1RSSMqw3QFBQUNn2cdtbZfv27Rw/frzU3iodOnSgd+/ele6tUhQuLi78+OOPDB48OJ/3SpbOzK4Ey0CH223vlbb1VTgoZZjNli4weQ3DZFjaQeXozSRnGTl7U0/E5YIeIq1bt2b+/Pn39X1fFs6ePUtWVhZAAQ+BrHiLQaJMJiOwfSDfLrf2Hx82rGD/58pg2LAxhIXNAWDXwV28/NzL0mtZ8Vfzrevk2wDtjUwyMzOJi4ujZcuWlRrr/YZSqWTt2rUMGTKELVu2YNYbOT1rMx79AvAe1hWFuvI/l40aPYkr9ls8LW5rlP3792fNmjUV7r0iEAgK58yZM4wcOZKDBw9KyxQOSup3b437sx3y+SiVBWVtR+p3a0X9bq3ITrhByh/HubbrNCaNHo1Gw6RJk/jtt99YvHix+NwXlIqNGzcWurw44eLw4QNkZlqqD1xcXHn44c5F7mPOnBmFHrMmCBddu3aldevWnD59mitXrgAwcuTIYpPSvLy8+Pjjj3nnnXeIjIzkkUce4Z133qFdu3akp6fz22+/8f333wOWZ4K5c+dWyrkIBAKBoOZT7YUL23LCv//+G39//2LWtvRYTEhIqOCoqg9hYWHS9GNe6iqrKDhxTcvaU9loDPkznvN8FTo2UrHvooZDt1u4XEw3sOpEFs4qGY96qul0V9+FwknTGIm4rOVQ0oOZbZ1XcWMrWvTxc6Sbd+VdC24OCl4LdGGPjZ/IggULJIPm0sZhO9CflFF0b/TqzOVMa9ylES7MZjO7du0iLCyMjRs33tXgrihyc3OJiIggIiKCGTNm8NxzzxESEkKPHj2qvOqoZ8+enDp1it27dxMWFsaGDRuk80zNNZGaqyP66l12UggKhYKBAwcSEhJC9+7dq/w8qyO2bZScmzeQpk16I9kJNwDwaeyD2l7NmXNnLPM+zfHyalq5gd7G27sZ3t7NSEy0GLWr1Wp8mviQcCmB7IQbmAxG5HaW7w1n34akRlj6JkdGRooBrHJArVazfv16Ro4cyapVq8AMyZuPkvrvBfzG96R228oTRNNPXSZufjialHRpWXBwMIsXLxaihUBQBZhMJubOnZu/ykIGHv0C8Hq5M3aO5Z9I5eRTD9+QJ/EZ8R8urjooiZgHDhygY8eOzJw5kwkTJoiKO8Fd0Wq1bN26tcByH5/mtGrVrsDyW7dSee+9t9i8+dd8ywcMGMInn3xNnTpu+Za3bt1e+v1iy9atW6Vq6erOqFGjLH5XWCoxR4wYcddt3n77bVJTU/n888+JiYkpdJsGDRqwceNG/Pz8yjligUAgENyvVHvhQlA0SUlJUrZILZWMtg0q/0eQxmBiZXQWZ27q8y0vzFdhcBtn2jdUsflMDteyLQOVWTozOy/ksvNCrpRt3biWHZ4uCuo7KlAqZNjJLWbHeqOZ6zlGkjKMXM40cDnDQGquqUBMD1K29fTp0yXRQgYMaevEQx6V76kgk8no7uOAk0rGr6eyMQNff/01derUKXXP8datW+Pg4EBubi6Xa6pwcTtuBwcHWrUqmaFxeHh4vkoEW+revjc8b98f9RzlqBQyFHIZRpMZndHMjRwTlzMNJGVY7o2bt+8No9HI+vXrWb9+Pa1bt2bevHn37ENyr8hkMnr06EGPHj2kypIdO3Zw7NixUleWdOzYkV69elWbypLqzPHjx6Vp24qLnIs3MRssn8ntWrbjXOI5NFrLQJS/fyBVib9/IImJ59FoNZy/eJ52LdqRcCkBs95IzsWbODezCDC2QsyxY8d46aWXqirk+wqlUsny5csJCAiQBig1KWmceG9thQ5Q5mHI0eYboASLoCIGKAWCqkOv11sFzduo3V0rTdC0c7Sn2Zju1O3iS9z8P9GkpEnVF8eOHROCpuCu/P3332RmZhZY3qtX/wKJL3//vZ2JE1/n6tWUAutv2rSWiIh9fPXVj/To0UtaLpPJ6N17AD/8kL+qICMjg7///pvevXuX05lUHMOGDZOEi6effpomTUrmc/Xpp5/Sv39/vvvuO/bt20dKSgpqtZoWLVrQv39/3nrrrUINvgUCgUAgKIpqL1yYzcU0On/AWbRokZSp/KinulxaLpWG2BtaVkZn5WsLdTdfhZZ1VUzqrOTcLQMHL2k4eV2H6fa/2JptXbDf6N2QyWQ8//zzD1S2dXh4ONOnT5fmq0q0sOXh28dfe8piyjh9+nS6du1aKhHJzs6ODh06EBERwc1cE2kaY5mqcaqKNI1REtQ6dux4V6+JjIwMJk6cyKJFi/Itz6tWevSu1UgynIA6Dop8bbXSNEYOXdYSYVONdPr0aXr16sWYMWN49913y3R+5Y2np6fki2IwGIiNjSUyMpLIyEhSUlLQaDRotVrs7e1Rq9W4u7sTFBREUFAQrVq1qlZeHtWdW7duSdMqN2vf4dxk6/KWzVoSGx8rzbdvH1A5wRWBv38gW7asAyA2PpaWzVtKpu25Sbck4UJV11naRngdlC9yuZyJEyfSt29fa0uY29UXV8JP0qBH+bSEsSX7wnVLS5jdsZg01sSILl26iJYwAkEVotFopBZygKXKon8g3sFdKr2FXO22jQn4OjhfC7mVK1eSnp7O2rVrK92bSVBz2LBhQ6HLbdtEZWdn8fHHk1mxYmGx+7p6NYWXX+7HK6+8xocffoaTk+X3SO/e/QsIF3nHrgnCxYkTJ6TpV199tVTbdu7cmc6dC2+jJRAIBAJBaREjPjWY7du3S9OPVqK3hdlsZse5HHZeyG/AV1JfBZlMhq+bEl83JekaI4eStJy9qSc504C+YAFF0ftBSsDEbDbj7u5Ot27dHgjRIj09ndGjR0vzffwcq1y0yONhDzXZOrPUNirPl6Y0Lbt69+5NREQEAIcua+nl61ghsVYEtp4LvXr1KmZNi/g0evRoLl26JC0rrFqpLLiqFfTydeTJZg6cuu3/knjb/2XhwoX88ccfZd53RWFnZ0e7du1o164dw4cPr+pw7jtsTVPl9tavf5PWWtnk7ORMRlaGNO/u7lE5wRVBo0ZWc/uMrAycHa0ChUlnjVuhsp7PneawgvKhZcuW7Nu3L58Jr0mj58q2aK5si8aljQeNnulAnQAvlLVL/5mtT8/h1tGLXNl2nIyY5HyvqdVqZs2axfjx44UJr0BQRej1+nyihUypoNXkPtR9tHmVxaRQK2k2pju1/ZsQ+/lWzHojW7Zs4cUXX2TdunWi8kJQAKPRyKZNmwosr1+/IQ891AmweFmMH/9qgVZPxbF8+Y/s3buT+fMX8/DDnXnooU7Uq9eAGzeu5Vtv06ZNhIWFVfvvssWLFwNQt25dBgy4d8NygUAgEAjKihAuaigGg0Fq+1HXQV5pGekms5lNsdkcuMMQt6y+CrXVCno2d6RnczCaLK2gLmcYuJxhJFNrQm8yYzCBnRyUchm17OU0dlHQ2MWOeg5y/rmkLRdfhZrGpEmTpMFuXzcl3byrh2iRx+Peas7c1BGfauDSpUtMmjSJH3/8scTbjx49mhkzZmA0GjmUpOHJZg6VXlFUFgwmM4eSLIOmCoWCMWMKNzU2m81MmzaNjz/+WFp2t2qlsmInl9GhkT3+DVVEXNayNS4brdHSak7wYKHTWavZZHbW74y8NlEASjslOZocaV6lqjxRvDBsj6/T63BxsgqgZr01bpmdtWWQVlvQsF1QPigUCiZOnMiAAQOYM2cOK1asIDvbUmGXEZMsCQ729Wrh5NsAZ9+GODdvgKquMwqVHTI7OWaDCaPOgO5mFlnnrpEVf5Xs+GtobxRs2+Hs7ExwcDATJ07E19e3Us9VIBBYMZlMjBw5UhIt5GolbT4cgKt/ydrHVDR1H21O22kDiZmxCZNGz+bNmxk5ciTLly8XLeUE+Th48CDXrl0rsLxXr37o9XrmzPmYsLA5mEylyKa7TULCOQYO7EFIyEQmTvyIXr36sWrVT/nWuXr1KhEREXTt2rXM51DRJCQk8OuvFj+PkSNHYm9ftb8FBQKBQPBgI4SLGsrp06elXvCNXSrn32g2m9l8JiefaFGevgoKuYxGznY0crbjoRIm+ZaXr0JNIjw8XGorZK+AF9o4VTuhRi6T8UIbZ746mIbWaMnwHzx4cIm9FTw9PXnuuedYv349mTozp67p6NCo+v9oPnlNJ7VlGjhwIB4eBS9kk8lUwFC9pNVKRpOZa9lGkjON5BpMGE2gkIODnRyPWgoaOClQFCHwyGQyOjdR07Kekl9jsohPrZn+IYKyY2sGaStW2IoYeoMepZ01Q1Wnq1oRwPb4KqUKvcHaNkimtBVfrAMM4gG74vH19eW7777j888/Z8WKFYSFhRETEyO9rr2RifZGpmSYXlratGnD2LFjCQ4OLlW1nkAgqBjmzp0reVrIlIpqJVrk4erfhDYfDuDUtA2Y9UZWrVpFQEAAEydOrOrQBNWIPH/IO/H2bkafPl2IiTlR6Ot55LV5su18YIvJZOKbb77k77+389xz/1dkDNVNuEhKSiInJ4cLFy7w7rvvotfrUavVhIaGVnVoAoFAIHjAEcJFDSUyMlKa9qwk4eLP87nsv5S/Bcf94qtQUzCbzfl+QPbxu/tgd1Xh5qCgj58Tv8Va/i+hoaGcOnWqxCJLSEgI69evB2DfRQ3+DVXVTqCxxWQ2s++i9f4ICQkpsE7e/89WtLhbtVKWzsThJC2nrutIuUs7NaUc3GvZ0ba+ikc87XFWFcwydHNQ8FqgC3sSNVK1km18gvsX237ftu2hbNtGZWVnUb9ufWk+JSV/y57K5soVqxmmi7MLV29cleblNu2hjDZto0Rf88rDxcWFsWPHEhISwt69e9m0aRORkZFERUWRlZVV4v3UqlWLgIAAgoKCGDBgAI8//ni1/rwXCB4kzpw5w5QpUywzMmg1uU+1Ey3ycPVvQqvJfTg9azOYYcqUKfTt21f44ggAy+/covwtPvnkg2J/Bzs5OfHVV19J1dQ//vgj//vf/8jJySl0/ZiYE5w+fbLQ1zZs2MAXX3xRrb7nXn75Zfbs2ZNv2ccff4ynp2cVRSQQCAQCgQUhXNRQoqKipOnGtSr+33jmpo4/z+fmW3a/+SrUBHbt2sXp06cBixdCp0r0NikLjza250iKlovpBk6fPs3u3bvp0aNHibbt0aMHrVu35vTp0ySmG4i4rKVzk+pxvRXGocuW8wRo3bo13bt3L7DO9OnTJdHibtVKl9IN7LuYS/RVHcYS6gl6E1xMN3Ax3UD4uRz8G6p4zMuBJrXzf0bIZLIC1UoAX375JV9++WXJDiaocdSpU0ea1qVm49TUIlA4eFiXnzl/hscefUyaP3HiaOUFWAjR0dbvula+rdh7aK807+Bpcz43rYPkrq6ulRKbwIpMJqNbt25069YNsGScxsXFERkZybFjx0hLS0Oj0aDVarG3t0etVuPq6krHjh0JCgrCz89PtHMRCKohRqORkSNHSt5BHv0Dq9TToiTUfbQ5Hv0CSN58FI1Gw8iRI9m3b1+19xQQVDwnTpzg/PnCfSuKEy26du3KsmXLaN7ceu2//vrrPPnkkwwfPpwDBw6Uap/nzp3j5MmTtG/fvhTRVw6Ojo60aNGC0NBQ4TcnEAgEgmqBEC5qKMnJ1izYeo4V+7CfqzexLiY737L70VehJhAWFiZNP+ZVek+RykYuk/GYl5pVJyyDimFhYSUWLvL8SvIMrrfGZdOynrJaVpik5hrZGme9R+bPn1/gfxMeHs706dOl+aJEC53RzPb4HP65qOHOxx0fn+b4+wfSvn0A7u4eqFT26HRaUlKSOXHiKNHRUSQkWFqzGM1w9IqOY1d0POalppevIypF/pjurFaaPXs2PXv2vC+rlQTQoUMHaTor/ip1gnwAcPSqi8xOgdlg5OSZkzT3bo7aXo1Gq8knHFQFecdX26tp5tWMk2ct2YsypQJHr7rSelnnrP2qO3bsWKkxCgoil8tp2bIlLVu25KWXXqrqcAQCQRmZN28eBw8eBEDt4Yp3cJcqjqhkeA/rSuq/F9CkpHHw4EHmz5/P//73v6oOS1DFFFVtURQqlYoZM2YwceLEQoUvX19f9u7dy+zZs/nwww/R6/WF7KXoWKqTcLF79+6qDkEgEAgEgkIR6W01lLzMJ6DAYGR583tcDmkam/7h1dxXwf7278qFCxcSHh5etUGVI0lJSVJf1loqGW0bqIrfoJrQroEKZ5XlWtmwYUM+0e1u9OzZk9GjRwOgNcKvMdnVrp2RyWzm15gstLctA8aMGVNg4D89PV06Dyi6WikxTc/ciDT22YgWbm71GDt2EhERZzhw4DTff7+KsWMnMWjQS/Tt+zyDBr3E2LGT+P77VRw4cJqIiDOMHTuJOnUsg7pmYO9FDXMj0khMK/hA9bCHmj5+jtL8qFGjyMjIuLc3RVAtCQoKkqZtB/rlSgVOPvUASLicgEaroWVzS1uNhIRzXLx4oXIDvU1i4nkSEy2Zka18W6HRaEi4lACAk0895DbeHFnx1hZStucpEAgEgrIRHx+fr0WU37ieKNTK4jeqJijUSvzGP20pbwU++OAD4uPjqzYoQZVTGuHC39+ff//9l3feeafYah2FQsHkyZM5cuQI/v7+FRKLQCAQCAQPMkK4qKHodDppuigz3vLgzE0dh5Pym7PWBF+FPEJDQ6vdQHdZWbRoEUajZXT8UU81dhX4fy9P7OQyHvW0DNIbjUYWLlxYqu3nzJlDkyaWXsrxqXr2JGruskXlsjdRIxlde3l5MXv27ALrTJo0iUuXLgFFVyudvKbj+8gMbuRYREJ7e3umTPmUI0fO88EHn+Dl1bRE8Xh5NeWDDz4hMvICU6Z8KhkV38gx8X1kBqeu6Qps87i3Gl83SwFeXrWS4P6jRYsWODs7A/kH+gGcfRsAlrYGUSeieKLLE9JrK1aU7p4tL2yP26NzDyJPWL2dnH0b5ls3O94ixNSqVQs/P7/KCVAgEAjuY2bPnm1tEdUvgNpta1av+9ptG+PRLwCwJHzNmTOniiMSVCUXLlzg+PHjd11PLpfz3nvvcfjw4VIJEf7+/hw+fJh33323RK0Pjx07RkJCQon3LxAIBALBg4oQLmooKpU1295oqpiBebPZzOYz+Q3Haoqvgtftnv55vgr3A9u3b5emH63m/4M7sb1mduzYUaptXVxcWLRokTS/NS6Hf5Orh3jxb1J+g+tFixYV8FUJDw+X4i+qWunkNR0rojMx3C5sCgx8hPDwfwkJmVhmo2G1Wk1IyETCw/8lMPARAAwmWB6dWUC8uN+rlQQW5HI5AQGWQRzt9Uz06VbfItdAH2l67e9rGfzsYJR2lsza1auX5qvyqww0Gg2rVy8FQKlUMvjZwaz9fa30umuAtzStT89BeyMTgICAAOGVIBAIBPdIeno6K1euBEDhoMTr5c5VHFHZ8Hq5M/LbVSIrVqwQFaUPMHlV68XRvHlz9u3bxyeffCIl/pQGe3t7Pv30U/bu3ZvPD+NeYhIIBAKB4EFHPN3XUGwHM3Ulde4tJeduGbiWbcy3rCb5KuRh6wtRUzEYDFKWUF0HOa7q6lnxUhSuagVuDpaPm2PHjmEwGEq1fc+ePZk6dao0/+up7CoXL/5N1vCrjffL1KlTC7SIMpvNhIaGSvOFVSslpulZdSKTPP1x0KChbNiwCz+/VuUSp59fKzZs2MXAgf8HgMkMK09kFmgbdT9XKwmsPPTQQ9J02rFEabruI81QuVn+/38f+ButTkuvbhZ/mdTUGyxe/G2lxvnTT99w69ZNAHp3641Wp2XXwV0AqOo6U/eRZtK6t45elKZFmyiBQCC4d1asWEF2tuU3Tv3urbFzrFkJM3nYOdrToEdrALKzs1mxYkUVRySoKjp06ED9+vWLfP2NN97g2LFjdOly7z4uXbt25dixY/z3v/8tcp369euXqqJDIBAIBIIHFSFc1FA8PDyk6bzWMuXNgUv5B4YfFF+F6sjp06fJzbVkRzd2saviaMpGXty5ubnExsaWevupU6fy1ltvARbfhrWnstmdkIupkgfXTWYzuxNyWXsqW/KhGDduXD5hJY9du3Zx+vRpoPBqJZ3RzC+nsqRKi0GDhvL110tQKsu3h7RSqWTBgqWSeGEwwZpTWejvED3v12olgZX+/ftL0ynboqVpmUJOo96WB2iTycSaLWsY/sJwSaj+8stpxMWV/r4tC3Fxp5k922JkL5PJGD54OGu2rMFkstwojXq3R6aw/ny5ss3a+mHAgAGVEqNAIBDcr5jN5nxJP+7PdqjCaO4d92esg8NhYWEiKeMB5YknnuDYsWN0794933IPDw+2bdtGWFiY1E6zPHB2dua7777jjz/+wN3dPd9rPXr04NixYzzxxBNFbC0QCAQCgSAPIVzUUAIDA6Xpy5mly14vCekaI6eu528n8yD5KlQ3IiOtvd09a6pwUcsat+35lBSZTMa8efMk8QIsbaMWRmWQmmssZsvyIzXXyMKojHztocaNG8fcuXMLrUSyffAvrFppe3yOJDwGBj7C3LmLKqzNjVwuZ968n6S2UddzTGyPz98K7n6sVhLkp1u3brRubck+zTiVRHbCDem1hj3bwe3P+JUbVlLXtS6vPP8KAFqtlgkTRqPXFzR4L0/0ej0TJoxBq7V4Kw0fPBw3VzdWbrC0LJEp5DTq2U5aP/vCdTJiLMJ0mzZtePzxxys0PoFAILjf2bNnj5R04dLWEyefelUc0b3h1LQ+Lm0sCV8xMTHs3bu3iiMSVBUeHh789ddfTJ8+HblcztChQzlx4gS9e/eusGM+88wznDx5kv/7v/9DLpczffp0/vzzz3xJiAKBQCAQCIpGCBc1FNt2GEkZ5S9cHErScqd1xoPkq1DdiIqKkqZtBYCahKeLtUVSWYQLsAy+z58/P191Q3yqga8OpnHwkqbCsuhMZjMHLmmYczBNMuIGSxXIvHnzChUbkpKSpN61hVUrXUo38M9FS1WTvb09c+cuKvdKiztRKpXMnbtI6tu776KGy3d8ftxv1UqC/MhkMkJCQqT5lD+s1Qr2dZ1p+HRbALJzspkyewrjXx2Pd2OLn0RU1GFCQ0dJlQ/ljclkIjR0FFFRhwHwaeLD+FfHM2X2FLJzLC1LGjzVBpWbNSPStmokJCSk2rcyFAgEgurO5s2bpWnbaoWaTKNnrFUjmzZtqsJIBFWNQqHgo48+4sKFC/z888+4ublV+DHd3NxYvXo1Fy5c4KOPPkKhqFktfwUCgUAgqEqEcFFDad26NQ4ODgAFBh7LgzM382fVPoi+CtUJ28Hjeo4187at72i9flJSUsq8H5lMxrRp09ixYwdNmjQBQGuE32Kz+ebfDI5d0WIoJ8N6g8nMsStavv03gw2x2ehuF3Y0adKE8PBwpk2bVuRA6aJFizAaLRsUVq2072Ku1Grq7benlZunxd3w82vFpEkW4ccM7E3Mzff6/VatJCjIsGHDcHKy+Flc330aQ45Weq3piMdQ1bUIAweOHGDr31v5/L3PUSktwtuGDb8wbtzIcq+80Ov1vPXWCDZs+AUAlVLFZ+9+xpa/tnDgyAHLsnrONB1pragw5Gi5tsuSFezk5MSwYcPKNSaBQCB4EDly5Ig07drRuwojKT/qBHhJ02VNnhHcX3h5ed19pfvgmAKBQCAQ1HRq5gioADs7Ozp0sGQP3cw1kaYpv1Y5RpOZlDvaTz2ovgrVBY3G6jeiUtTMjGKlTdy251NWevbsycmTJxkzZoy07GK6gVUnspi17xbb43PKfF+kaYxsj89h1r5brDqRxcV06/3w2muvcfLkyQJG3Heyfft2afrOaqUsnYnoq5ZWbG5u9Xj11bFlirOsjBr1JnXq1AUg+qqOLF3+DPr7qVpJUJDatWsTHBwMgDFXz8VVB6XX7JzV+L75lDT/WdhnqFVq5k2dh0JuER9/+201Awf2KDfPi7i4WAYO7CGJFgq5gnlT56FWqfn8u8+l9fzefBo7J+u1eXHVQUwai4AybNgwXFxcyiUegUAgeFAxmUwcPXoUAPv6tVDWdqjiiMoHZW1H7OvVAuDo0aMVVjkoEAgEAoFAIChfhHBRg7Htx3nosraYNUvHtWwj+jt+zz+ovgrVBZ3O6jeiqCE+I3diZ/Npk9e//l5xcXHhxx9/ZM2aNfmWZ+nM7LyQy6x9aXz6zy1WRGey60IuZ2/quJVrJEtnQmMwkaUzcSvXyNmbOnZdyGVFdCaf/nOLWfvS2HkhlyydtXKjdevWhIeH88MPP9x1gNRgMHD8uKUFT2HVSoeTtOT5Yg8dOgK1Wn3nLioUtVrN0KEjADCaLfHYcj9VKwkKZ9KkSdJ1l7zlKOmnkqTX3B5qSoOnrC2jRr0zCp8mPnw9/Wup8iIq6jA9ez7Mt9/OLrMQqdFo+Pbb2fTs+bDUHkqlVLHg4wX4NPFh1DujpBZRDZ9uS50gH2nb9FOXSd5iGVxTq9VMnDixTDEIBAKBwMrZs2fJysoCwNm3YRVHU744+TYAIDMzk7i4uCqORiAQCAQCgUBQEoRwUYMZPXq01CPzUJKm3NrjFGb2/SD7KlQHVCqrP4KxnP7PlY3BRgzL81goL3r06FHka6m5luqGP+JzWBiVySf/pDF9zy0+3HWL6Xtu8ck/aSyMyuSP+Byir+pIzbUGqlAoGDx4MH///TenTp26a5VFHqdPnyY319KCqbBqJVvj+2HDxhR4vTKwPW6MTTx53C/VSoLC8fX1ZebMmZYZM8TND8eosbZ/av5ad2q1dAfg5q2bDAsdhmcjT5bPWy55Xmi1WmbNep+goKbMnPkeiYnnS3TsxMTzzJz5HkFBTZk1631JyPRp4sPyectxb+jOsNBh3Lx1E4Bardxp9pr1Hjdq9MTN/5O8XmuzZs3C19f3nt4PgUAgEOT/rezcvEEVRlL+2AoxNfmZQCAQCAQCgeBBomaORgsA8PT05LnnnmP9+vVk6sycuqajQ6N7HxBOyijYXudB91Woamwz8nVGM05VGEtZ0RutgktlVBi8/fbb/PPPPxw7dkwSEUqCg4MDHTt2pFevXowePRpPT89SH9v2gfjOaiXbVmw+Ps3x8mpa6v2XB97ezfD2bkZi4nmSMw0YTeZ81TyNa9lJ7awiIyNp165dlcT5IGEymTh79iyRkZEcP36cW7duodFo0Ol0qFQq1Go1derUoUOHDgQFBdGiRYtCjeFLSmhoKOvXr+fgwYNoUtJIXHmAZqO7AaBwUNF22nOc+GAd2eevc/PWTV4e/zKT35jMhh838PWSr1m2bhlms5lbt24SFjaHsLA5eHs3w98/EH//QBo1ckelsken03LlSgrR0VFER0cVEDhkMhnDBw9n/Kvj2fLXFj7/7nOp0sKpWX3aTn0OhdpqXJ+4Yj+alDQAunTpwvjx48v8HggEAoHASl61KNx/FRe2QsyxY8d46aWXqjAagUAgEAgEAkFJEMJFDSckJIT169cDsO+iBv+GqiLNgktKhrZg31fhq1C1eHh4SNM3ckzUcahZRukA13Osgpi7u3uFH+/tt9/miy++wGAwEBsbS2RkJJGRkaSkpKDRaNBqtdjb26NWq3F3dycoKIigoCBatWqFnd29fTRGRUVJ03dWK9m2YvP3D7yn49wr/v6BJCaeR2+y/H8aOVtjvbNaafjw4VUR4n2N2Wxmz549bN68mSNHjnD06FGpRUdJcHZ2JiAggIceeogBAwbw+OOPl+rzX6FQsGTJEjp27IhGoyF5cxS12zem7qPNAYvfRftZgzk1bSOZZ1LIzsnmozkfsWPPDmZMmkHfJ/uybN0ytu/ZLpl1JyaeJzHxPFu2rLvr8ZVKJb279Wb44OG4ubox9sOxkhE3WCot2k59Djtnq9B589C5fC2ilixZIlUeCgQCgeDeuHXrljStcquJaTJFo6rrLE2npaVVXSCCGkdqaio7d+4kMjKS2NhY6RmiVatWBAUF8eSTT+Lm5lbVYQoEAoFAcF8ihIsaTo8ePWjdujWnT58mMd1AxGUtnZvcWzZ7YS2nhK9C1RIYaB3gvpxpwK+uspi1qye2lTxBQUGVdlw7OzvatWtHu3btKm3wPTk5WZq+s1opOdP6PrRvH1Ap8RSFv3+gNMCclJlfuLhfqpWqI+np6axYsYKwsDBOnz5d5v1kZWWxb98+9u3bx9y5c2nTpg0hISGlMqpu2bIlM2fOZNKkSWCG2M+30nbaQFz9mwAW8aLdjEGcX7ibq3+eAmD/kf30e7UfwQODmTB6Au+GvMu6P9ax6+AuYuNj0WiLFonV9mpa+baiR+ceDH52MFqdljVb1rByw0qpygIsnhbNXuuRr9Ii7fhFYj/fKrWImjlzJi1atCjt2yYQCASCIrBN8pHb31+PiQqV9XxqcjKToPKIiYnhiy++4Jdffin0OXLTpk2AJZHi//7v/3j77bdp06ZNZYcpeEBJSEigaVNL5f6SJUsYMWLEA3FsgcCW3bt3S23Dd+3aRffu3Uu9Dx8fHxITExk+fDhLly4t3wAF5cL99Yv0AUQmkzFv3jx69eoFwNa4bFrWU+J2Dxn5hoIFF7d9FWqeeFGRvgqVie1Af1JGzTRKtvVOqUzhoiqwfSC+s1op1+aidHf3oCpp1Mha+aLR57/x75dqpepEfHw8s2fPZuXKlWRnZxd43b5+LZx9G+LcvAHOvg1RuTkht7dDZqfAbDBi0hrQpWaTFX+VrHPXyIq/ivZ6prR9TEwMb775JpMnTyY4OJhJkyaVyPthwoQJHD16lFWrVmHWG4mZsYk2Hw6QxAuFgwq/cT2p28WP+G/+Qnczi+ycbH5Y9QMLVy+kR+ceDOk7hJefexm1Ws35i+eJjY8lIysDnV6HSqnCxdmFVr6taObVDI1GQ+SJSD6c/SG7I3ZjMlmvPVU9Z/zefDqfETdYRIuYmZsx6y3CX3BwMBMmTCjLv0EgEAgERaDTWT2vZHb3VzWbzCabqSYnMwkqHr1ez+eff87HH38sVZQWh0ajYenSpaxatYqPPvqIyZMno1TWnCQz24E/WxQKBS4uLtSuXZsmTZoQFBTEf/7zH/r165fPf1EgEAgENQuj0cgvv/zCzz//TGRkJKmpqbi5udG6dWuGDh3Kq6++es9dSMqT6hOJoMz07NmT0aNHs2jRIrRG+DUmm9cCa5W5ZZRdIS3Tha9C1dK6dWscHBzIzc3lck0VLm7H7eDgQKtWrao4morF9sH/zmolo40+oFJVrZhme/w7Bcv7pVqpOmA0Gpk3bx5TpkwpIAK5tPXE/Rl/XDt6o6ztcNd9OTWtn29QX5+eQ9qxi6RsiybjVBIA2dnZ/PDDDyxbtoyZM2cSGhpabDsluVzOkiVLyMjIYMuWLZg0ek5N20CryX2ktlEAbg81JfDbV7iwZC/X/orBbDRhMpnYuX8nO/fvRCaT4d3Ym3Yt2tGyeUucHZ1xcXJBb9Bz9cZV9h7ay8mzJ0m4lFAgBplCToOn2tB05OPYOeW/L25GnCP2i62SaNG/f38WL158T/4eAoFAICiI7WCk2VDQ864mY7b5oVOTk5kEFUt2djaDBg0iPDxcWuaqVjK8QxOeaFqfjo1q42JvR4bWwLEr6fx94TrLjl8iTaNHr9fz4Ycfsm/fPn777TecnGri07MVo9HIrVu3uHXrFgkJCezbt4958+ZRv359xo0bx7vvvlutBrYE1YelS5cycuRIAC5cuICPj0/VBiQQCCRSUlIYNGgQERER+ZZfvXqVq1evsnv3bhYuXMjvv/9Ow4bVw+9MfNPcJ8yZM4cdO3Zw6dIl4lP17EnU0N3n7oNghWFXSFso4atQtdjZ2dGhQwciIiK4mWsiTWPEVV1z/h9pGiOpuZYHxo4dO973P3JtH/zvrFZS2Iy16nRVKwjYHv9OwfJ+qVaqas6cOcPIkSM5ePCgtEzhoKR+99a4P9sBJ59697R/ZW1H6ndrRf1urchOuEHKH8e5tus0Jo0ejUbDpEmT+O2331i8eDEtW7Ysej9KJWvXrmXIkCFs2bIFs97I6Vmb8egXgPewrlLLJjsne/zefBqvoZ25Gn6SK9uj0aVaqkfMZjMJlxJIuJTA7zt/L1H8qrrONOrdnkY926Fyc873mlGjJ3HFfounxW0Nun///qxZs6ZGZTIKBAJBTcE2ycekrZmJMkVh1FnPpyYnMwkqDr1en0+0kMtgctcWTHm8BY7K/M8urmoVXrUd6d/SnVlPtGHWvrN8vv8sJjOEh4czaNAgfv/99xr3e+WNN94gJCREms/KyuLWrVtER0ezc+dO/vrrL65fv86HH37Ili1b+P3336lfv34VRiyoCnx8fDCbC7YXFwgE1Zvc3Fz69OnD0aMWz8innnqK//73vzRt2pSbN2+ybt06Fi1axJEjR+jbty///PNPtRgLur9HDx8gXFxcWLRokU3LqBycVDIe9ij9D3MX+4JZrMJXoerp3bu3pIoeuqyll69jFUdUciIuWwfI867R+xnbB+I7q5UcbBSClJRkqpIrV6zeFWpl/vv+fqlWqipMJhNz587NX2UhA49+AXi93Bk7x6J/AJj0RnIu3iQ3+RYmrQGzwYjMToHc3g4Hjzo4etVFriwoXDr51MM35El8RvyHi6sOSgP+Bw4coGPHjsycOZMJEyYUWamgVqtZv349I0eOZNWqVWCG5M1HSf33An7je1K7rae0rn1dZ7yGdqLJkEe4efg8aUcTyYq/SvaFG8Vm6cqUCpx86uHs2xDXAG/qPtIMmaJgPOmnLhM3PxxNSrq0LDg4mMWLF9e4QQCBQCCoKdSpU0ea1qVm49T0/hmQ1N3MkqZdXV2rLhBBteXzzz+XRAsXezu2DO3E4953TzBxUtnxyZNt6O3bgH6rI8jQGggPD+eLL77ggw8+qOiwy5UGDRrQrl27AsufeeYZJk+ezKlTpxg2bBhHjx7l8OHDDBo0iJ07d4rWUQKBQFAD+PbbbyXRYuTIkfz000/5OvU8/fTTdOrUiVdffZUjR47w7bff8r///a+qwpUQwsV9RM+ePZk6dSrTp08H4NdTlizY0ooXni4FB8SEr0LVM3r0aGbMmIHRaORQkoYnmzkUWh1T3TCYzBxKsgzcKhQKxowZU8URVTweHlbvijurlTxqWadPnDhaqXHdSXR0lDTtWSv/fX+/VCtVBXq93jr4fxu1u2uBwf88zEaTZfA/KoGs+GtkJ9xl8N8ub/C/Aa6BPgUG/+0c7Wk2pjt1u/gSN/9PNClpUvXFsWPHih38VyqVLF++nICAAEl00aSkceK9tYWKLjKFnHqdfanX2eKlkU900Rkw643IlArkKjscPG+LLsX0TTfkaPOJLmARVO4muggEAoHg3unQoYM0nRV/tYDfUE0m69w1abpjx45VF4igWhITE8PHH38MgEIm4/ehnXisBKKFLY9712PL0E70WPYPJjNMnz6dgQMH3leG3W3btmX//v107dqVo0eP8s8//xAWFkZoaGhVhyYQCASCu7Bs2TIAnJycmDt3bqH2AnmCxv79+/niiy8IDQ2t8mdwMQJwnzF16lTeeustwDLms/ZUNrsTcjGVopSvcS2rnpV3GQtfharH09OT5557DoBMnZlT13TFb1BNOHlNR5bOcv0NHDgw36D+/UpgYKA0bSueATRwUpBX3GArHFQFecdXyqG+Y/7B5PupWqky0Wg0PP/881bRQgYeAwIJ+Dq4gGihvZnFxdUH+ffVRcR+soUr20+QFX/1rn3FzQYjWfFXubL9BLGfbOHfUT9xcXUEWptsUoDabRsT8HUwHv0DpA/zlStX8vzzzxdruC6Xy5k4cSLHjh2jc+fOtw9qqb44PHwh8WE7yU64Ufi2SgXOzRtQ/7GWNHyyLY16+9PwybbUf6wlzs0aFClaZF+4Tvy3f3F4+EKSN1tFiy5dunDs2DEmTpxY5T+YBAKB4H7H9vvedqD/fiAr/qo0LX7XCO7kyy+/lIy43+nqV2rRIo/HvevxThc/wJLIMnv27HKLsbrg4ODAihUrpAGv2bNnF2tifuvWLWbOnEnnzp2pV68e9vb2eHh4MGDAAH777bdijyWTyZDJZEybNg2AXbt28dxzz+Hh4YGDgwOtW7dmxowZZGdn59vujz/+4Nlnn5XWa9OmDZ9++mk+H8I70el0bNmyhTfffJOHH36YOnXqoFQqqVu3Lo8++ijTpk3jxo3Cf//m4ePjg0wmY8SIEQDExsYyZswYfHx8sLe3p2HDhgwcOLBAb/nCMBqNfPvttzz66KOSSXpgYCCzZ88uV//ByMhIRo0aRYsWLXByckKtVktm7GPHjmXz5s0F2kIlJCRI/5ulS5dKy3fv3o1MJpP8LQCaNm0qrZv3t3v37kJj+fPPPwkODqZp06Y4ODjg4uJChw4deOedd0hJSSl0mzySk5N59913CQwMpHbt2qhUKho1akT79u0ZOnQoS5cuJSMjo8zvE8D169f5+OOP6dq1Kw0aNMDe3p4mTZrQtWtXPv74Y86cOVPktgkJCUyYMIG2bdtSq1YtHB0d8fPz4/XXX+fEiROFbjN9+nTpPYuLi7trfM8++ywymYyGDRtiMBQ+fnf48GHGjBlDixYtcHZ2xsnJiVatWjF27Nhij7F06VIploSEBLRaLfPmzaNTp07Uq1cv331aHsfLIzc3l1mzZtGhQwecnJyoW7cuXbt2ZeHChZhMprtuXxb+/fdfhg4dSpMmTaT7YcSIEZw+fbrQ9QcNGoRMJqNOnTrFPmMDGAwGGv0/e3ceFmX59QH8OzMMDDAsgqjghggiuIG4pJaoFWUqZpamgkZqlprCC2WlpZaWloQr5pKoQOaukGu58nMXWURAARVkUUT2gRlme/8YeZiRHQZmgPO5rq6emXmWwwPCzH3u+5xOncBiseDm5lbnmMLCwpj7v3///lr39/X1BYvFAofDwZMnTwAo7mVcXBwAYNiwYTAxMan2+HfffReAou9FREREneNsKrTiopVhsVhYv349AGDTpk0AFGWj7r8ow0eOfJjVoU9F+cCqWAZwWIBEDuqroCXmz5+Pw4cPAwAi0oTo31G3wU3Ym4NMLkdEWsUvb+Waqa2Z8gfiV1crcdgsWBrpIK1AgsePU5CW9gjduvVo7hCRmvoQqakPAQBWRjqVmoi3ptVKzUUsFjM9IgBFWaRXG1wDgKRYiEe7I/Ds33uATPWDAIvFgnUXa/S17wt7G3vwDfng6nAhlohRJCjC/ZT7uPfgHh6nP2Y+RJS9KEbaX9fwZP8NRYPrT96ADl+x0o7D48Jm7iiY9O+KxLWKBtfh4eGYOnUqDh06VGPZJXt7e6YRY/nqC5lQjKenYvH0VCyMHa3QaewAtHPuBq5J/UvXiQtKkBeVhqenYlAYr1o2jcfjYfXq1Vi8eHGNjcUJIYSoT/nAQnFxscpAf2sgSFYkYoyMjGBnZ6fhaIg2yc3Nxd9//w1A0Yh72chejTrfspH22Hr7EQpEEuzbtw/r1q2DmZmZOkLVGn369MHbb7+Ns2fPIiMjA7du3cLw4cMr7Xfy5EnMmDED+fn5Ks9nZWUhLCwMYWFhGDduHP7++2/w+fxKxytbs2YNvvvuO5VB9MTERPzwww84ffo0zpw5A0NDQ/j4+GDDhg0qxyYkJOC7777D5cuX8c8//1T53vKzzz5jZiMry83Nxc2bN3Hz5k1s3rwZx48fx4gRI2qMFQCOHDkCT09PlJSUMM9lZ2fj2LFjCA8PR2hoKKZOnVrlsUVFRRg7diyuXLmi8nxUVBSioqLw999/Y8eOHbXGUJuAgAD4+flVGgBOT09Heno67ty5g8DAQBQVFdX6/WkMgUAAT09PHD16VOV5oVCI2NhYxMbGYuvWrdi3bx/Gjx9f6fiIiAiMHz++UmKivNlwXFwc/v77b7Rv377K4+siNDQU8+bNq5QkK79XV69exa5du/D48eNKx+7duxefffZZpYRTcnIykpOT8eeff+Knn37Ct99+q/K6h4cHkwz466+/sHz58mrjy8nJwb///gsAmDp1aqWxL4lEgkWLFmHr1q2Vjr1//z7u37+PHTt2YMuWLbVWyMjJycGkSZMQHR1d7T7quF5mZibefPNNJCYmMs+VlJTg6tWruHr1Ko4cOQIfH58aY62vXbt2Yd68eSqJn/T0dOzZswd///039uzZU+nf7Zw5c3D06FHk5+fj2LFj+Pjjj6s9/8mTJ/HsmeL91aefflrnuMaNGwcrKytkZmYiKCio2t8dgOLeh4SEAFCUfuratSsARRK5XG1Nt5Vfv3TpElxdXesca1No+SO5pBI2m40NGzbAzMyMKRuVnCvB79fyMc7OEK910atxsFt5YFWiNKZGfRU0b/To0XBwcEBCQgJSCyS4ni7CsK7a23/gRroIaQWKX/oODg4YNWqUZgNqJg4ODtDX10dpaWmVq5X6WOgy9yU4eAeWLv25uUNEcHDFm11Hi8p1aVvTaqXmIJPJ4OXlxSQt2DwuHL+fCNP+XVX2y739CMmb/1Optc1mszFm+BhMGT8FA/sNBE+Ph5TUFCQmJ6KwuBAlwhJwdbjoYN4BI4eORM/uPSEUCXHn7h3sD9+PC9cuQCaTQS6V4dmZOOTdfgzbhW/BbFBFQsx8aE/0WTEJ8T8dh0woRlhYGLy8vLB3794aVzJwOBz4+vpi4sSJ8Pf3R3BwMPOGvTA+k0k46LU3gqFtB/BtO4LfswN0zfng6OqApcOGXCKDtEyCshfFKE7JVvTCSM6GKKeo0vX4fD48PDzg6+sLW1vbhn9DCCGE1BubzYazszMiIiIgel4EcUEpuCb6mg6r0cQFJczfHGdnZ1rBR1ScO3eOmSU7a0DXSo2468tQVwezBnTDxpsPIRQKcf78eXz44YfqCFWrvPXWW0xPkIiIiEqJi3///Rfu7u6QSqWwtrbGF198waweyMjIwP79+xESEoITJ05g1qxZzOS8qpw6dQo3b97EsGHD8OWXX6JXr17IycnBhg0bcOrUKVy9ehVr1qyBmZkZNmzYgLFjx2LOnDmwtrZGeno6fvnlF1y/fh2nT5/Gjh078Pnnn1e6hkQigY2NDSZNmoQhQ4agW7du0NHRQWpqKv777z/s2rULL168wKRJkxAXF4cOHTpUG29sbCz2798PS0tL+Pr6YtCgQZDL5Thz5gzWrFkDoVCIzz77DGPGjKmyufmMGTOYpMWQIUPg4+MDOzs7PHv2DLt378bBgwcxb968On2faoqxPGnRo0cPLFy4EE5OTjAzM0NxcTGSkpJw4cKFSsmEmgwePBh3797F8ePHsWzZMgDAmTNnKlVc6NGj4jOKVCrFhAkTcOHCBbBYLHz88cf44IMP0KNHD4jFYty8eRP+/v5IS0vD5MmTcfXqVZVJdSKRCB9//DEKCwthZGSEL774AqNHj0aHDh0gFouRmpqKa9eu1fjzVZu9e/di1qxZABSTq+bOnYuxY8eiU6dOKC4uRmxsLMLDw6tcQXDixAl88sknkMvl4PP58PX1xVtvvQUdHR1cvXoVv/zyC3JycvDdd9/B1NQUX3zxBXNsz549MXToUNy4cQOhoaE1Ji7279/PDLbPmDGj0uuzZ8/G3r17ASh61syYMQO9evUCi8VCdHQ01q9fj3v37uGzzz5Dp06dMGHChGqvNXv2bNy9exczZ87E1KlT0alTJ6Slpak0cW7s9SQSCcaPH88kLdzc3PDFF1+ga9euSEtLQ2BgIE6fPo0XL15UG2d9RUdH46+//kKHDh3w7bffYsiQIRAKhTh58iTWr18PkUjErAgaMmQIc9y7776Lrl274smTJwgKCqoxcREUFARA0VNs0qRJdY6Nw+Fg1qxZ+OWXX/Dvv/8iPT0dXbp0qXLfEydOIDtbMVlDOTliaFjRebWgoKDSccqUX4+Pj69znE2FEhetVPlSreHDh2POnDl48uQJRFLgSKIAt7NEeKMbD3076FbbI8HenMsMrLKgqNpBfRU0r3xFTUUTdgHs23PrtJKmueWWSnEiqWJGwoYNG7R6dYg66ejoYMCAAbh+/XqVq5WGdNbD2ZQSSOXAvn274ev7Q7M2wBYKhdi3bzcAxaqqIZ1VG0W3xtVKTS0gIIApD8XiciolLaSlZUjZfhHZ/91jnjM0MITnB56YOmEqdLm6OHTyELbs3YL7KfchFFW/zJSnx4N9T3uMGT4GP/r+CFGZCPvD9yPkaAgEJQKUvShG/Mpj6Ph2H9jMHQWOviIxZdq/Kxy/n4h7K45CLpYiNDQUzs7O8PX1rfXrs7W1xdatW7F27VoEBwcjMDBQ5U2MKKcIopwi5F5Pqfe9AwBHR0csWLAAHh4eMDY2btA5CCGENN6gQYOYsgD50amwcG35kxfyotKYbVpFSl4VGRnJbI9RU0P6N20ssPHmQ+b8rTFxoVwa98GDByqvlc+gl0qlcHNzw9GjR2FgUDEB0tnZGePHj8fIkSPx2Wef4ciRIzh37hzefPPNKq918+ZNTJ48Gfv371dZLfHWW2/h9ddfx/Xr17Fx40aIxWJ4e3sjICBAJc633noLjo6OSE1NxdatW6tMXKxcuRI2NjaVPq8OGjQIkydPxvz58zF8+HA8f/4cmzZtwk8//VTtvYmKioKLiwvOnTunUo7ltddeg62tLTw8PFBYWIiQkJBKM8bDw8OZiVDvvfcejh8/rvJZ7L333sOPP/5Y4yB2XRw6dAgymQyGhoa4du1apRnYr7/+Ory8vFBQUKDyvauJoaEh+vbti9u3bzPP9erVC9bW1tUes379ely4cAFcLhfHjx/H2LFjVV5/7bXX4OnpiTfeeAP37t2Dt7e3SumaK1euIDNTMZHqr7/+qrSiYujQoZgyZQp+++03ldUvdZWZmckkEzp06IBz585VamD/xhtvYMGCBUhPT1d5XiwWY968eUzSIiIiQqXH0muvvYbJkydj2LBhyMrKgp+fHz766CO0b19Rqm7GjBm4ceMGkpKScPv2bQwaNKjKOP/66y8AFckOZYcPH2aSCDt27MCcOXNUXh80aBA8PDwwbtw4nD9/HosWLcLYsWOrHQOIjY3Fn3/+qTIorvz7QB3X27p1K9NE+rPPPsO2bduY11xcXDBp0iTMnj0bu3btqjLGhoiJiUH37t1x/fp1dOrUiXl+5MiReOedd+Dm5gaJRIIFCxbg1q1bzOtsNhteXl748ccf8d9//+HJkyfMKgdl2dnZOHHiBADF91U50VMXc+bMwZo1ayCTybB371589913Ve5Xfk/Mzc0xceJE5nkTExNYWloiKysL169fR1lZGXR1K09gBYDLly8z22lpaVXu05xoukkr5+bmhri4OJWB+7QCCULvFmN1RB5OJ5cgX1i5nvrQznooz09wXv6f+ipoBzc3N+aXv0gKHIwXVKo7qWkyuRwH44shevmjNXfuXLz99tuaDaqZldcFBBQrT5Txddno31HxRyI3Nwe7dm1p1tj+/HMz8vIUsxP6d9QFX1f1T4HyaiWBQICpU6fC09MTc+fOxddff43Q0FAkJiY2WV3Jlub+/fvMrCKwgN5LxqkkLSTFQsR9f0QlaTFi0AiE7wrHm6+/Cf/t/hg1ZRQCdgYgJj6mxqQFAAhFQsTExyBgZwBGTRmF33f8jrfeeAvhu8IxfFDFbLdn/95D3A9HICmuOJ9p/67ovWQc0/Ni2bJlNdZjfZWxsTEWLFiAuLg4XLx4ET4+Phg5cmS9l48bGRlh5MiR8PHxwcWLFxEXF4f58+dT0oIQQjTM3d2d2c46FavBSNTn6akYZlv5QzwhAFTKkDh1qr7md30M6FhxHuXztybm5ubMtnIJEkAxq/jZs2fg8XgIDg6uduB77ty5zMzl8pnIVTEwMMD27dsrlXjicDjMyoOioiJYWFjg119/rfL48hnzsbGxVc427tmzZ42T7Pr168d8Bj927Fi1+5XbtWtXlTXkp0+fzoxNVFU7vry0jp6eHnbs2FHl4PGyZcsqDZ7X19OnTwEoEgs1lY0xMTFpslVqYrEY/v7+AICFCxdWSlqUa9euHX777TcAwP/+9z8kJyczr5V/HYBigLk6Ojo6DfqcsWnTJibhsW3bthrv+6sz4I8ePYqMjAwAwNKlS1WSFuW6d+/OfG0lJSWV/h0ol31ieii+4vHjx7h69SqAqldb/PLLLwAU42KvJhHK8Xg8bN68mTlfdX1IAGDMmDE1ljlSx/XK/x107NhRJRGpbMOGDVWuWGoMf39/laRFudGjRzNjqrdv31ZJXACKlQ1sNptJKlQlJCSE6QdUnzJR5WxsbDB69GgAUOktoyw7OxsnT54EUHVypPw9UE5ODvNv71X/+9//mAQLoPjdqmmUuGgDjI2NsX37dpw5cwYODg7M88Vlcpx7VIrVEfn45X95CI4twoVHpXjwogwyuWLVBQCVclERaUKtGyR/VVvoq+Dv789kcZNzxbiUWvNAZ3O7nCpEcq5ixU63bt1aZWO62syZM4d5c30jQwjJK70M3uimXz52jN9+W4GkpOb5UJOUlIB16xQl5FgARnZXLQGhvFoJULy5P3DgAEJCQrBz50789ttv8PDwgIODA0xMTDBy5Ej83//9Hy5duqT1vxuaglQqhZeXF1NiwMp9oEpPC0mxEHe/O4Si+4qGcoYGhvjJ7yds+nET9hzagylfTME/5/6BWFLR1NDauifc3T/C0qU/Y/Pm3di+fR82b96NpUt/hrv7R7C2rji/WCLGP+f+wZQvpmDv4b3Y/ONm/OT3EwwNFEtBixKzcHfpIZXkhfnQnrCa4AxAsfrGy8sLUmnNDcFfxWKx4Orqit9//x2XLl1CQUEBEhMTERoaiq+++gpz586Fp6dnlQNEV69eRX5+Pi5duoTff/8drq6ubWY1FiGEaDtXV1fm80LhvQwIHtfcjFbbCR49Z8oaOjo61jiwRdom5brzxnrqWWWsfJ7amrW2VMqTVl4d2Dp+/DgAxe+TmkoqARWDzdeuXat2n7fffrvaPiH9+/dntj/44INq+7cNGDCA2X706FGNMQGKZExKSgru3buHuLg4xMXFwdTUFICidEpNDcn79eunEpcyFosFZ2fF+/CHDx+qvCaRSHDp0iUAismK1U2+ZLPZTCKmoSwtLQEovpabN2826lwNdfPmTabp9pQpU2rcV/l3t/LPSvnXAdSc/Gqo8gHcHj161Dvx/d9//wFQfM9rGqj+6KOPmCRX+THlOnTowEwA3b9/f5UTB8tXWwCKxJiyjIwMZlVZbffYwcGBWe1R07/HqpIj6rxeZmYm0wh7ypQp1SY++Xx+rdeoj3bt2tX4PVb+Hr76ferevTveeustANUnFcp/Pp2cnJjfAfVVnghKSkrC//73v0qvBwcHMyXDqvqZ++abb5gE3tKlS+Hj44OkpCSIxWI8ffoUW7ZswXvvvQe5XM4kzEpLSxsUqzpR4qINcXNzw71795g6m8ozFnJLZYh9VoaTySXYcacIP/8vHwk5FX+MuS9/Usr7KmizttBXwdjYGDt37mQen0gqwa1M7XhTfCtDiBNJFcswd+7c2SZnUXfu3Bnvv/8+gKpXK3U10cHr3RTloUQiEXx85tT4BlgdxGIxfHzmMh/Q3ujGQxdj1Q9oyquValNcXIyIiAgEBARg1KhR6Nu3L7Zs2VKpMVprtm3bNuaNFs/KFN09KlY8SEvLcG/FMQgePQcAmLczR+iGUNj1sMOkzyZhz6E9TLLHzKw9Fizww/Xr93H1agL++CMUCxb44YMPpmP8+Mn44IPpWLDAD3/8EYqrVxNw/fp9LFjgh3btFLPd5HI5dh/cjUmfTYJdDzuEbgiF+cvXBA+f496KY5CWVvwMdvccAZ6lKQDFG8VXmxjWF5vNhr29PaZPn45ff/0V27dvx969e6tsHGhra0v1xQkhREuxWCyVST9ZJ2Nq2Fv7Ka8amT9/PiXKSSXKM1ILRZV70zWE8nmasxxsc1JOVrz6Wa+8VNCZM2fAYrFq/K98gpvyzPlX9epVfcP08mRCffarbgbx3bt38emnn8LS0hJmZmawtbVF37590a9fP/Tr149plCyTySqtMlFWW3/A8iTMq3GkpKQws/sHDx5c4zmUa+w3xLRp08DlciESiTBixAhMmDABf/zxB+7du9dsk9GUS0oNGzasxp8T5USZ8s/K66+/DhsbGwCAt7c3hgwZgl9++QVXr15FWVnjqoWIxWLExcUBUJSDqu/fj/Jjra2ta0zg6erqMgPZ5ccoK08UZGVl4fz585VeL1+JMWjQINjb26u8pnyPp02bVuu/x5wcxWSFmv49VpeUU9f17t69y2w39b8DZc7OzjWWyHZycmJKK1X1fSpPKiQnJ1daTXX79m3mmIastij3wQcfML8/qkrUlT83cOBAlWRtue7du+PgwYMwMjKCXC7H+vXr0atXL+jq6sLS0hILFy5EUVER1qxZw/ztMjIyanC86kIjB20Mi8XC6NGjcfDgQaSmpmLFihUYNmwY9PVrbrwnVkrsnkgSILe0frNzm0tb6qvg5uamUtvy4D2BxpMXtzKFOBhfcf+XL1/e5kpEKVP+4F/VaqV3bQ3Q3kDxa/jOnZvw9p7dZOWXZDIZvL1n484dxYwaCwM23rVVnb3w6mol24VvwWXbJxj052y4bPsEzhs90GfFJHT3GA7zYbbQs1D9IxYfH4+FCxfCysoKn3/+ucoy3tZqzZo1ig0WYLfIDRxexSyvlO0XmZUW5u3MEbw+GBlPMzDTeyZS01MBKD4sL1v2C27ffoilS39Gt249Kl2jKt269cDSpT8jMvIRli37hfnQnZqeipneM5H5LBPB64OZ5EXR/Sw83HGROZ7D48Ju8dtMyailS5e2ie8XIYSQ2nl6ejJNHJ9fTICkRLsnLVVHUiJC9gXFrE1DQ0N4enpqOCKijZQHmaOf1tywtK5inlWcp7ZB7JaqfMARgMpqCLFYjPz8/Hqfr6b+AzX1WFCeDFPX/apaafznn39i4MCBCAoKqnHQtlxNs5Br6wlRHsurcSgnQ2pbqVJTeae66N27N/bt24d27dpBIpHgn3/+wRdffIG+ffuiQ4cO8PT0rLKUlTqVNxCuL+WfFS6Xi/DwcGal4K1bt/Ddd99hxIgRMDU1xdixY/HXX3/Ve3U5AOTm5jKf35VXdtTneKBu36vy8kTlxyh7//33mb/Jr5aLio6OZvoOVrUSQh33+FXt2rWr9jV1XK85/x0oq+1aOjo6zO+6qr5PEydOZEpXvZpUKO87oaenV+OKldro6ekx72UOHDgAgaBi7O3mzZu4d09Rmnr27NnVnsPNzQ3R0dGYPXu2Ssk/QNF35eTJk1iwYAGKi4sB1Pz9bi7UcbUN69y5M5YvX47ly5dDIpEgMTERkZGRiIyMRFZWFoRCITIzM3Hnzh0AAJsFyOQVfRU+G2ikVUmBtthXYfny5cjNzcWmTZsgB3DgngCCMjlGdueB3YzfG5lcjsupqistFi1a1OimYS3d6NGj4eDggISEBGa10rCuFbOudDksfNyHjz8iCyGRAUeP/g0Wi4WAgJ3VLnNuCEWjutk4evRvAIAOG5jahw8uR/VnRHm1kn5XM3R061vp37hhDwu0c7GuOHdBCfKj05B1KhaF9xQ1PAUCAbZt24Y9e/Zg1apV8Pb2rlSTtrVgSkRNcIZJn87M87m3HzE9LQwNDPHnr3/iUdojLFq+CFKZ4pfUwIFDEBCwE3Z2Df9Ay+PxMH++L95+exx8fObgzp2bKBOX4csfvsSmHzfhz1//xIzFMyAoEeDZv/fQfkQv5vtn0qcLrCY4IzMsCkKhEP7+/kw9UUIIIW2XiYkJPDw8sG3bNkhLxUgLvQabuaM0HVa9pYVeg0yoWM3q6enZJlcAk9opN2w//+g53O3rP0D5qnMPn1d5/takvHEuAJVZ3soDxFOmTMH333/frHE1RGJiIj7//HNIJBJ06NABX331FcaMGQNra2sYGRkxn8t27drFDAg2xaoE5XPWNs6ijutPnjwZb731Fvbv348zZ84gIiICz58/R05ODkJCQhASEoJZs2Zh165dTbJaWvln5eLFi5UGUavz6gCzo6Mj7t69yzQ2v3TpElJSUlBaWorTp0/j9OnT+P3333Hy5MlaB6er05hxr7ocW9P309DQEBMnTsRff/2FI0eOYOvWrcxs+PIyUWw2G1OnTq10rPI9Dg0NrXG1hLKaBqtr+lyvjus197+Dul6rtuvp6upi5syZ8Pf3x8GDB7Fx40bw+XwIhUL8/bdiHOb999+vtuxdXc2ZMwcbNmxAcXExDh06xJSNK0+W8Hi8SiXDXmVjY4OdO3dix44dePr0KYqKitCpUyfmfVJ5zxRA8e9L0yhxQQAosod9+/ZF3759K9VLnDt3Lnbu3AmZXDHgKZFV9FUYZV3zSo3m1Bb7KrBYLKxfvx6AonEUoCgbdf9FGT5y5MNMv+kHi3NLpTgYX8zce0CRtAgICNCqxJYmlH9/3nnnHQCK1Ur27bkq35fuplx49DPC3tgiyOTAkSP78PhxSqMHtMslJSUyA9qAIgHp0c8I3U1VEyOvrlaymTuqTt8/rokBLFx7w8K1NwSPc5B1MgbZFxIgE4ohFArh5+eHI0eOYNeuXZWWrrYWHH0uus0YxjyWFAuRvLmi7uU387+BsEwInx99mKTFBx9MU2uCys6uN44evcAkqKQyKbxXemPv+r1Y8sUS/OD/AwAgafO/GLh5JnQMFSs0us0Yhqdn4yATihEcHIy1a9fSwA4hhBD4+flhz549iolM4VEwH26nkqDXdgX30pEZrhhY5fF48PX11XBERFu9+eab4PF4EAqF2BPzBKvHOMJQt+HDJIIyCfbEpAFQ/OyNGTNGXaFqlX///ZfZfv3115ltHo8HAwMDlJSUID8/v9FNpJvD7t27IZFIwOFwcPHiRZW+oMpqKg+lDsoDms+ePatx34bObH+ViYkJPvvsM3z22WcAFCvow8LCsGnTJmRmZmLPnj1wdnbG4sWL1XI9ZcqJCl1d3Ub9rHA4HLz//vtMqeasrCycOnUKgYGBzOTcefPm4ejRo3U+p5mZGdNwOTMzs94xlX8/67KCp/z7Xd2gtoeHB/766y8UFhbin3/+wYcffgi5XI59+/YBUPweq2pViPI9ZrFYTf7vUR3X08S/g7pcSyKRML8Dqvs+zZkzB/7+/kxS4ZNPPsGxY8eY4xpTJqpc3759MXToUNy4cQNBQUGYNWuWSnJk0qRJKqXxasJisWBpaVnpZ0e5f8bQoUMbHXNjUakoUivlRtASlZJR1FdBG7DZbGzYsEFldUNyrgS/X8vHtSdN10xdJpfj6hMh/K/lqyQtli9fjvXr11MN+5fc3NyYeoflq5Ve/Z706aALz/5G0Hl5y+7cuQk3t8HYsmVdgxv6CYVCbNmyDm5ug5mkhQ4bmNnfCH066Krs++pqpY7v9EU75+71vqahdXvYzn8TQ/bMhZW7M1OG6OrVq3BycoK/v3+TlcLSJItRDtAxqKiP/Gh3BMpeKJZWjhg0AuPGjMOSX5agTKyos/rBB9OwcWOQWlfVAIql0ps27cakSR8DAMrEZfhmzTeY8NYEDB+k6L1RllOMR0GXmWN0DPTQYbTiw5lAIEBwcLBaYyKEENIy2draYtWqVYoHciBpw1lIhU3bi0tdpEIxkjb8C7x8u7V69WrY2tpqNiiitczMzPDxx4r3TvlCMVZHPGjU+VZdvo+Clz0upk2b1ujZtdooLi4O586dAwB07doVgwYNUnm9vF7/lStXaiw5oy3Ky6sMGDCg2qQFoFq/vyn07NmTKTN169atGvet7fWGcnR0xDfffIPr168z5YkOHDhQr3PUdfKicoPis2fP1usatbG0tMSnn36Ka9euYeDAgQCAf/75p16NhrlcLjPwHhERUe9xlfJjHz9+XOMAu1gsZlYwVTfQ//bbbzNliMpXWVy+fBnp6ekAqm+Y3ZT3uKmu169fP2a7Of8dREdHM42tqxITE8P0Tanu+9S7d2+MGDECQMUKiPIyUd26dWMaeDdW+fjS5cuX8fDhQxw5coQp0aeO5Ej5z5i+vj4mTJjQ6PM1Fo0sklq92ghaGfVV0A4sFgsrVqzAmTNnmCSTSAocSRRg861CRD8VQSJTTwJDIpMj+qkIW24V4miiAGUvB7u7du2Ks2fPYsWKFW1+pcWrlJN/5auVXtW3gy4+dzFmel6IRCKsXv0dXFx6YNWqb5Ga+rBO10pNfYhVq76Fi0sPrF79HdOI28KAjc9djCslLQDV1Up6Fkbo8enIBn2d5XQM9GAzdxT6/fIR0wC6fPXFrFmzmrwJeXOzfK+i8ZXoRTGe/VtRIuonv5+wYdcGpqdFeXmopkrssdlsrF//JwYOVDQqe/zkMTbs2oBVfqtgaKD48JH9XzzKcosr4h9bsYQ3MDCw2RryEUII0W7e3t4YNkyxolCYlY/UkKu1HKEdUoOvQJiVDwAYPnx4k8wUJq3LV199xUwoWXvlAS6n5tRyRNUup+bg16tJABSDnn5+fmqLUVuUlpZi5syZzPtFPz+/Sg1t3d3dASgmxWzZsqXZY6yv8sHKmpIsT58+xfHjx5s0Dh0dHbi6ugJQDPpmZWVVuZ9MJsOePXuaNJauXbsyzc6V+5nUhXJD+vLPolV5/fXXmcTeH3/8gcLCwgZEWjMul8vcU4lEUu/+K+WDto8ePar39798kFoulzOD11U5dOgQCgoKVI55lY6ODlMK6uTJk8jPz2f6XfB4PEyaNKnK42xtbZlSP3///TfS0tLq9TXUlzquZ2VlxSQQDx48WG2ySSAQ1DupVpPc3FyEh4dX+7ry97CmBMTcuXMBKJIKFy5cYJK8n3zyidrGAD7++GPw+XzI5XLs3r2bSZJYW1vjzTffbNS5Dx48iJiYGADA9OnT67x6oylR4oLUyauNoMuV91W4+LgUsmYe7JLJ5bj4uBQH7gnKJ1S1+b4Kbm5uiIuLY35ZAkBagQShd4uxOiIPp5NLkC9sWGP1fKEUp5NLsDoiD6F3i5leCADw2WefIS4urs0ljOrq1eRfdauVupty4fOaKUZ245UvVkBe3gsEBvpj2LDeGDasN+bNm44tW9bh8OFQhIcfwuHDodiyZR3mzZvO7BMY6I+8vBcAFIseRnbjwec100rloYDKq5Vsv3xbZfVAY5j06QLnjR4qqy9CQkIwefLkBq8k0TbGfTrD0Lo98/jZ2ThFMyAAHpM88CL/BfYe3gtA0UxL3f1LqsLlchEQsJNp2L3n0B7k5ufCY5IHAEAuleHp2Thmf8MeFjB2tAKgWB5++fLlyiclhBDS5nA4HAQFBTGDUJlhd/DiRoqGo6rZixspKiWigoKCWm2fLaI+jo6O+OEHRVlNmRyYsO96vZMXl1NzMGHf9fK3gVi+fLlW1AZXp/j4eLz++uvM7HBXV1d88cUXlfb7/PPP0b694v3x999/j1OnTtV43itXrmj0/aednR0A4MGDB7h+/Xql10tKSjB9+vR6zdZvqPL7KRKJMG/evCqbSv/yyy+4e/duo65z7NixGgfxnzx5gsTERABAjx496nVu5bIzKSnV/83g8XhMcu/p06f4+OOPVZoNv6qoqAibN29WeS4iIgLJycnVHlNWVoZLly4BAPh8PrNqoa4WLlzIrDyZN28e4uLiqt23fPVDuUmTJsHKSvEZ6+eff2YGg5U9efKEuQcGBgbw8vKq9vzlqypEIhH++usvHDp0CIAiUVhTtZFly5YBUEwk/OCDD/D8+fNq9xWJRAgMDGzUZ3V1XK/838HTp0+rLfXo4+Oj1lJRAPB///d/VZaMunTpErZv3w5A0bdo8ODB1Z7jo48+gomJCQDFwL9MJgOLxarxe1tffD6fWSm4bds2nD9/HoAiOVLbJOKakkk3btxgVnOYmZnh559/VlPEjUM9LkidKTeCfpU29FX48ssvqa8CFIPk27dvx4cffghvb28kJCQAAIrL5Dj3qBTnHpXCTJ+NLsY66GKkg87GHFgYcMDlsJgeJmKpHM9LpMgolCK9SIL0QglySyuX+HFwcMCGDRsoYVEH5cm/lStXAlCsVgKAwVY8lf10OSxMsDeEs6UeLqeWIvZZGaQvPwClpj5EaupDhIcfqvV6HBbQv6MuRnbXRxfjqn/Vv7paqeu01xpUIqrGOHhc2MwdBZP+XZG49gTkYinCw8MxdepUHDp0qMkH8Zua8moFmUSKp6djAbxskDZhKn7f8TszI+2rr1aopW9JXdjZ9Yaf33KsXv0d5HI59hzaA585PtixbwdkMhmenr6Lrh8NAYujmL/QaewAFMYrarceP36cmZlECCGkbbO3t8eqVasUAytyIHHtCfRZMQmm/btqOrRK8mPSkLj2BFMiatWqVcyMYUJqs2TJEkRERODs2bMoFEkwes//8PVwO3zvag8DbvXDJoIyCVZdvo9fryYxSQs3Nzd8/fXXzRS5+mRnZ6sMzAoEAuTl5SE2Nhbnzp3Dv//+y7yvfe2116p9L29sbIx9+/Zh7NixEIlEGD9+PCZPnozJkyejZ8+eABQ9CCIjI3H06FHExsZi06ZNGDmycau+G8rT0xObNm2CTCbDe++9h6+//hrDhw8Hj8dDZGQkAgICkJSUhBEjRuDKlStNGsuECRMwYcIEptH0iBEj4OPjAzs7O2RnZ2P37t3Yv38/Bg8e3KgyOevXr8eMGTMwbtw4jBkzBg4ODjAxMUFeXh5u376NTZs2MYmaqpJTNXF2dmb6xnz//ffQ0dGBtbU1M9u8c+fO0NdX9Er9+uuvce7cOZw7dw6nTp2Co6MjPv/8cwwbNgympqYoKirC/fv3cfHiRRw7dgw8Hg8LFy5krnXu3Dn89NNPeOONNzBu3Dj0798fFhYWKC0txYMHD/DHH3/gzp07ABTldV5dHVSbTp06YevWrZg5cyays7MxZMgQzJ07F2PHjkWnTp1QXFyMuLg4hIWF4f79+yqJGi6Xi+3bt2PChAkoKirC66+/jq+++gpvvvkmdHR0cPXqVaxZs4YZfF+3bh2T8KvKa6+9BltbWyQnJ2Pp0qVM4qm6MlHlpk2bhjNnzmDPnj2IjIyEo6Mj5s2bB1dXV1hYWEAgECAlJQURERE4cuQIcnNzMXPmzHrdJ3Vf74svvkBQUBCioqKwdetWPHr0CJ9//jm6du2KJ0+eIDAwEGfPnm30vwNlAwYMQHx8PFxcXPDtt99iyJAhEIlEOHnyJAICAiCRSKCjo1PrKjIDAwNMmzYNf/zxB9PfZPTo0bC2tlZLnOXmzJmDnTt3Mj8/LBYLn3zySa3HjRs3DkZGRpg+fToGDBgAQ0NDZGRkICwsjOn3o6enh7/++qvBzezVjRIXpM6qagStrLyvwjg7Q7zWRa9JEggyuRzX00U4kVRRoggAfvjhBypR9Ao3Nzfcu3cPFy9eRGBgII4ePcrM2MgtlSG3tAyxz8rqfV4Oh4NJkyZh/vz5GDWqbg2ciYJy8q98tZKgTI6R3Xlgv3IfuxjrYHo/I7jby3AzQ4T452XILJJAXEOLCC4bsDLSgaOFLoZ01gNft+pFdTK5HJdTVVdaWE5wQrdpr6njy6yS+dCe6LNiEuJ/Og6ZUIywsDB4eXlh7969LbofiqlTRaIn99YjlOUqEkFjho+Bnq4ezlw6AwAwM2uPTz9d0KyxzZ69kFl9c/rSaXwz/xuMHjYa566cQ9mLYry4+RDthylqfrdz7sYcFxkZ2axxEkII0W4+Pj6IiopCaGgo5GIp4n86DsfvJ2pV8iI/Jg3xq8IgFyve63p4eMDHx0fDUZGWhMvl4siRI/jggw9w9uxZyOTAmitJ+CPyMWb274o3bSwwoKMJjPV0UCiSIOZZAc49fI49MWlMTwtA8RnsyJEjLXJyztatW7F169Ya97GwsIC3tze+/vrrGgeB33rrLZw5cwYzZszA06dPcfDgQRw8eLDa/TXZn3Lw4MFYuXIlli9fjry8PHz77beV9vH19UXfvn2bPHEBAKGhoRg7diyuXLmCGzduMDOryw0cOBDbtm1jejc0VElJSY3fFw6Hg59++gkTJ06s13mNjIywaNEi/Prrr7hz5w7eeecdldcvXLiAUaNGMdcIDw/H559/jr179yItLQ3fffddteeuaiBVJpPh0qVLzMqKqnzwwQf45Zdf6vV1lPP09IRMJsMXX3yB0tJSbNy4ERs3bqy0X/fulScAjhs3DkFBQZg3bx6Ki4uxfPnyShVCyu9zXRJE06dPx48//sgkLczMzPDuu+/Wetyff/6Jjh07wt/fHzk5OVi9ejVWr15d5b6GhoaNXqnY2Ovp6Ojgn3/+wZgxY3D//n2cPn0ap0+fVtnHzc0Nvr6+lX6+GsrJyQkLFy7EF198oZIcK6erq4s9e/bUqVn1nDlz8McffzCPZ8+erZYYlQ0dOhT9+vVjVl+99dZbVf4Mvkoul+PatWu4du1ala936dIFu3fvbnTJKXWixAWpl/JG0GZmZszMcWXlfRVuZ4nwRjce+nbQhQ678QPbEpkccdlliEgTqpQoMjY2xsGDB+Hm5tboa7RGLBYLo0ePxujRo5GRkYGdO3fizJkziI6OrtdSV319fTg5OeGdd97BnDlz0Llz5yaMuvWqKvlX22olvi4bY3roY0wPfUhlL1fCFEkhFMsgkSkabvO4bHQ2Uqyc4dTy762q1UqWE5xgM6fpk1Cm/bvC8fuJuLfiKORiKUJDQ+Hs7Fzt8k9tp2dhBK6JPvM4/85jZnvK+Ck4dPIQxBJFP49p0z5RqffaHHg8HqZN+wSBgf4Qi8U4dPIQpoyfgnNXFHU286NSmcQF18QAeu2NIMopQlRUFGQyWYtOKBFCCFEfNpuNoKAgFBYWIjw8HDKhGPdWHEXvJeNgPrSnpsPDi+spSPz1BJO0cHd3x65du+jvGKk3Q0ND/PPPP/j111+xcuVKiMVi5AvF2HjzITberLnfHJfLxfLly/H111+3yKTFq9hsNoyMjGBiYoLu3bvDxcUFb7zxBsaPHw9d3co986oyZswYpKSkICgoCP/88w9iYmLw4sULsNlsWFhYwMHBAa6urpg8eTLs7e2b+Cuq2Q8//IBBgwZhw4YNuHXrFgQCATp06IAhQ4bg888/x9tvv43du3c3SyxGRka4ePEi/vjjD+zduxcJCQlgsVjo2bMnpk6dCm9vb2Ymd0MdOHAA//33H/79919ER0fj6dOnyMnJAY/Hg7W1NUaOHInPP/9cpVFyfaxZswZ2dnbYu3cv7t27h4KCgirLXgGKsYY9e/Zg0aJF+PPPP5mm0wKBAHw+H9bW1nBxccHYsWMxfvx4lWO//vprDB06FP/++y+uXbuGzMxMZgZ6p06dMHToUMycORPvvfdeg76OcrNmzYKbmxu2bNmC06dPIyUlBSUlJejUqRO6deuGsWPHYtq0adUe6+rqivXr1+Ps2bNIS0uDTCaDlZUVxowZgy+//LLO93nGjBn48ccfmccffvhhnf49cjgcrF27FrNnz8b27dtx/vx5PH78GIWFhTAwMEC3bt3g5OQENzc3TJo0iVkR01DquJ6VlRWioqLw+++/4++//0ZKSgr09PTQu3dvzJw5E/PmzVN7ibk5c+agb9++CAgIwP/+9z/k5OTAwsICb775JpYsWVLn8n8uLi5wdHREfHw8TE1N8cEHH6g1znIeHh5YsmQJgLo35V63bh3Cw8Nx5coVZGZmIj8/H+bm5ujduzcmTZqETz/9FHw+v0nibSiWnLpw1io9PZ1prPvkyRN06dJFwxFph7Nnz2LOnDl48uRJtfvwdVkY2pmH17rowZRX/6xtvlCK6+ki3MgQorhM9Uf1vffew759+zQ6O0Pdnj9/XmkWQXZ2dr1rMdZGIpEgMTERkZGRiIyMRFZWFoRCIUQiEfT09MDj8WBpaQkXFxe4uLigd+/e9V5W2Zya676pi1wux8qVK1WSf3ocaGS1Utdpr6HbtNeadeXMixspSFgdBsgVg+vR0dEa/7BSF6/+nJkPs4XDdxOYx9E+f6E4+RlYLBZu/XMLs7+ajZh4RS3T69fvo1u3+tWHVYfU1IcYNkxRnsqpjxN2rt2JQeMHAQD4dh3h9Pt0Zt/41WHIva5Y3pyYmKiW70lL+7epDeieNQzdt/qje1Z/bf2eCYVCTJkypaJ5JQuwmuCM7p4jwOE1/0CtVChGavAVRU+Llx8T3N3dsX///mafLNBU2uLn0KSkJKYkR3nvAU2Ij4/Hb7/9hr///rvGeu+KiSLT4Ofn1+p6WhBCCKm/oqIidOrUCSUlJfjiiy8QGBjYJNfx9PRESEgI2rVrh6ysLKbHpaap+++49o5EEq1X3gjaz88PO3bsqHKfpuirYGpqiqCgILz//vtN/BW2Xjo6Oujbty/69u2LWbNmaTqcNofFYmHFihUYPnw4k/xr7tVKeu2NYLvobbX3tKgL86E9YTXBGZlhURAKhfDy8kJERESLa57J71kxeCUTSyF4rGjiaN3FGjw9Hu6n3Fc8tu6pkaQFAHTvboPu3W2QmvoQicmJillUXa3x+MljCB7nQCaRgq2juO98245M4iIyMrJFJJMIIYQ0Hx6Ph8OHD8PLywuhoaGAHMgMi0LurUewW+wGkz7NtyK34F46kjachTCrgHnOw8MDu3btahWz3YnmOTo6IigoCP7+/jh//jwiIyORmJgIoVAIHo+H3r17w8XFBWPGjIGZmZmmwyWEEKIl/v77b5SUKMpyN0WZKAAoKCjA4cOHAShW4mhL0qIpUOKCNEp1jaCr0pi+CoBiyeT3338PPz8/6qtAWoWqkn9pBRKE3i1u0tVKnd7pB+tP34COgeb+uHX3HIHcW48gzMrHtWvXsGHDBvzf//2fxuJpCL5tR2a7JO0F5BLFUpa+9n2RkpoCoUgxO69//8bVn22s/v0HIjX1IYQiIR6mPUTfXn3x+MljyMVSlKS9AN9GkYBRTsRER0dj+vTp1Z2SEEJIG8XlcrF37144Oztj2bJlEAqFEGbl4+63B2A1wRndZgxr0vcXkhIR0kKvqayy4PF4WLVqFXx8fKg8FFE7MzMzHDp0CLGxsSrP83i8BtfMJ4QQ0jpJpVIEBAQAAFPBpCls2bKFKf8+b968JrmGtqDEBVGLmhpBN5ajoyOWL1+Ojz76iBIWpNWpLvnXFKuV9LuawWbuKI2ssngVh8eF3eK3cffbg4AcWLp0Kdzd3WFra6vp0OpM18yQ2S7NzGO27W3skZicyDzu18+5WeN6Vf/+AxEefggAkJicCPue9vjn3D8AgNKMPCZxoWteUcuyvOEbIYQQ8io2mw1fX1+MHz8eXl5eigaPL1dfPD0bhw6jHWD53gAYWrdX2zUFj54j62QMsi8mQiYUM88PHz4cu3btolWCpMlkZ2fjwIEDeLXC9v3797Fx48Y2UyqOEEJI1XJzc5Gbm4sXL15g/fr1zJjOt99+q7ZrSCQSPH78GCKRCJcvX8aqVasAAOPHj0ffvn3Vdh1tRIkLojavNoLesGEDfvvtt3qfh8vlwtHREe7u7pg3bx41giZtQk3Jv0atVmKzYD7MFpbvDYBJvy5alfwz6dNFpWSUv78/tm7dqumw6oytV/EnVCaqKMPFN+SjsLiQeWxpadWscb2qUydLZruwuBB8g4oEhaysIm6ObsXXU1MtZ0IIIQQA7O3tERERgfXr1zOrL2RCMZ6eisXTU7EwdrRCp7ED0M65G7gmBvU+v7igBHlRaXh6KgaF8Zkqr/F4PKxevRqLFy9ucaUmScsSFhZWKWkBADKZDGFhYU1WBoQQQkjLsHHjRpX+pQAwbtw4TJ48WW3XSE9Pr9QvwtjYmFnd0ZpR4oI0ic6dO+Orr76qlLiYM2cO8vPzW3QjaEKayqvJv507d+LMmTOIjo5mlgHWBVtXB4Y2Fmg3sDs6uvWDntJMem3TbcYwPD0bB5lQjODgYKxduxbGxsaaDqtOWDoVAyXlZaIAgKvDRYmwhHmsq6vZepPK1y8Tl8HYsOL+ysUVcbN0KspriESi5gmOEEJIi8bhcODr64uJEyfC398fwcHBEAgEAIDC+Ewm4aDX3giGth3At+0Ifs8O0DXng6OrA5YOG3KJDNIyCcpeFKM4JRvFyc8gSM6GKKeo0vX4fD48PDzg6+vbolZpkpbr6NGjNb5GiQtCCCGAopds9+7dMW3aNLWutnhVhw4dMGzYMKxevbpNvBei0WHSrH7++WdaTktIHXTu3BnLly/H8uXLIZFIkJiYiMjISERGRiIrKwuJiYmIi4sDAOh1MoHZoB7gvxwQMOhiBhanZdR41jHQQ4fRDnh6KhYCgQDBwcFYsGCBpsOqE+VkhXISQywRg6tT0Ri0rEyzSQDl6+tydSGWVJTYYHGVky8V5cVac3MvQggh6mdra4utW7di7dq1CA4ORmBgIOLj45nXRTlFEOUUIfd6SoPO7+joiAULFsDDw6PFTHAgLV9RURH++++/al//77//UFRUBCMjo2aMihBCiDZZsWIFVqxY0aTXsLa2rnL1X1vQMka2CCGkDdPR0UHfvn0xa9YsbNy4EQcOHFDpIeO41B09541Gxzf7wLB7+xaTtChnObY/sx0YGNhi/iArl4dSLhtVLCiGMb9iUCUrS7W8RXN7+jSL2TbmG6O4pJh5zFYqDyVVKhvF4/GaJzhCCCGtirGxMRYsWIC4uDhcvHixwQ0jjYyMMHLkSPj4+ODixYuIi4vD/PnzKWlBmtWpU6dQVlZ9qVaRSITTp083Y0SEEEJI20IrLgghpIW5dOkS0/DJuE9ntTa/1ATDHhYwdrRCYXwm4uPjcfnyZbi6umo6rFqV5Qpg2EOxgkzfqh3z/P2H9/HG0DeYx3fvRjV7bMpiY+8w271te+PyjcvMY/3OFXGXvahIaJiamjZLbIQQQlonFosFV1dXODo6Ytu2bSqvLViwAGVlZZVKx5qamsLJyQkuLi6ws7MDm92yJmKQ1qemMlHK+3z00UfNEA0hhBDS9lDighBCWpiwsDBmW3m1QkvWaewApg728ePHW0Tiojj5Gdq5WAMADLqZg6XDgVwiRdz9OPTs3hM8PR6EIqFK4kATyq/P0+PBppsN4h4oSoyxuBwYdDNn9itOyWa2nZycmjVGQgghbcfy5cupdCzReiKRCCdOnKh1vxMnTqCsrAy6urrNEBUhhBDSttA0FkIIaWFu377NbJs6dddgJOrTzrkbsx0ZGanBSOpOeaCfzeUwK18epz+GUCSEfU97xePHKUhLe6SRGFNTHyI19SEAxWoLoVCIx08eAwAMrduDrdSbozj5GbPt4uLSrHESQgghhGiT8+fPo6iocoP4VxUWFuL8+fPNEBEhhBDS9lDighBCWhCZTIaoKEXpIT0LI3BN9DUckXpwTQyg117R2DAqKgoymayWIzRPeaAfAPi2HQAAcrkcd+7ewZjhY5jXgoN3NGtsVV139LDRiLxbkRTi23ZU2VeQrEjEGBkZwc7OrnkCJIQQQgjRQnUpE9WQfQkhhBBSd5S4IISQFuTBgwcoLlb0Inh14LmlM3w58F9UVISkpCQNR1M70fMiiAtKmcemA62Z7QP/HMCH730Irg4XALBv324IhcJmjU8oFGLfvt0AAC6Xiw/f+xAH/jnAvG7qXLFaR1xQAlGOYlahs7Mz1RUnhBBCSJsllUpx/PjxSs93NNRDR0O9Ss8fP368RUy6IYQQQloaGpkghJAWRLmMEr9nBw1Gon7KiZiWUi4qPzqV2TYfYgNdM0MAwPmr5yEqE+Ed13cAALm5Odi1a0uzxvbnn5uRl/cCAPCu67sQlYlw4doFAICuOR/mQ2yYffOi0phtKhNFCCGEkLbs+vXryM7OrvT8RHtLuNt3qvT8s2fPcP369eYIjRBCCGlTKHFBCCEtSExMDLPd2lZcKCdioqOjNRdIPWSdimW2WRw2Or2raJYuk8mwP3w/Zn00CywWCwDw228rkJSU2CxxJSUlYN26lYq4WCzM+nAW9ofvZ2YDdnq3H1icircAT09V/FxNnDixWWIkhBBCCNFG1ZV+muRgiUm9rep1DCGEEEIajhIXhBDSguTl5THb5bP7Wwtdcz6znZ+fr7lA6qHwXgYEj3OYxx3d+gJsRaIi5GgIzE3NMXPyTACASCSCj88ciMXiJo1JLBbDx2cuRCIRAGDWh7NgZmqGkKMhAF4mWNz6MvsLHj1HYXwmAMDR0REjR45s0vgIIYQQQrSVXC6vMglhrKeDMT0sMKZHexjp6lR6/ejRo5DL5c0RIiGEENJmVP6LSwghRGsp90lg67WuX+EcpQ+Bzd0PojGyTsbAdv6bAAA9cz46vt0Hz87EQVAiwLJ1y7D5x824eP0iUtNTcefOTXh7z8amTbubpI+ETCaDt/ds3LlzEwBg3dUaiz9djAXfL4CgRAAA6PCWI3TNKpJEyqtG5s+fz6wQIYSQtkomk+HBgweIjIxETEwM8vLyIBQKUVRUVGnfpKQkmJubt5neQNXdm7KyMujq6oLH46Fdu3YYMGAAXFxc0K5dO02HTEi93L17Fw8fPqz0/Di7TtB9uVp1XK+O+DsuQ+X1lJQUxMXFoV+/fs0SJyGEENIWtK5RL0IIaeXKysqYbZYOR4ORqB9Lp2LQp3y1QEvw/GICrD95HToGimaNPT55A3m3H6PsRTGu3r6KE+dPYO23azHTeybKxGU4evRvsFgsBATsBJfLVVscYrEY3t6zcfTo3wAAXa4u1nyzBuH/hePq7auK59rz0cOrYkWFpESE7AsJAABDQ0N4enqqLR5CCGkp5HI5Ll26hLCwMNy+fRtRUVEoLi6u07EjRowAn8+Hs7MzBg0ahIkTJ2LkyJGtJgncmHsDKP62ENKSVFsmqrel0rZVpcRF+bGUuCCEEELUp21MDSKEkFZCV1eX2ZZLpBqMRP3kEhmzraenp8FI6kdaKkZa6DXmsQ6fB9uFbzGP1wSuAU+Xh/XL14PDViSbjhzZh0mTRqut50VSUiImTRrNJC04bA7WL18Pni4Pa7euZfazW/g2dAwr7m1a6DXIhIrSVZ6enjA2NlZLPIQQ0hIUFBRg8+bN6NOnD0aPHo2AgABERETUa2AeAIqLixEREYGAgACMGjUKffv2xZYtW1BYWNhEkTc9dd0bgUBQ6bk///yzRd8b0rpVlbjQ47Dxrm1FL7axth2Y1Re1HUsIIYSQhqMVF4QQ0oLweDxmWyaSaDAS9ZOWVXw9yl+nNuPxeBAKhcgMj4L5cDuY9OkMADAb1AMd3uqD7P/uQVAiwOyvZyN4fTA2rtwInx99UCYuw507N+HmNhh+fssxe/bCBn3NQqEQf/65GevWrWRWqehydbF++XpYd7WGp7cnUyKq49t90M7Fmjm24F46MsOjmK/D19e3kXeDEEJahuTkZKxbtw4hISFVDqzrWRiBb9sR/J4dwLftCF0zQ7D1dMDS4UAukUImkqAsV4Di5GcoTslGcfIziJ5XlJGKj4/HwoULsWTJEnh4eMDPzw+2trbN+SU2WFPfGwD49ttvsWrVKrXcm/qWrurVq1ebKevVlmRkZODDDz9s9HnkcjliYmIqPf+WjQWM9CpWyRrpcfGWjQVOJj1T2S86OhqvvfaaWlZcHT58GFZWVTcCJ4QQQtoKSlwQQkgLolwruixXAMMeFhqMRr3KXlTM4jQ1NdVcIPXwzTffYMWKFYAcSNpwFs4bPcDhKT7Y9vxsFEqf5KLofhZe5L2Ap7cn/vz1T+xdvxdLflmC1PRUiEQirF79HQID/TFt2ifw9JyL7t1tar1uaupDBAfvwL59u5GX94J53rqrNdZ8swZ6unrw9PbEi5evGfW2hM1no5n9pEIxkjb8C7zsIbl69eoWM6hGCCENJZVKsX79eixbtqxSLyXjPp1hObY/TJ26g2uiX+u5DHtYqCSDxQUlyI9OQ9apWBTeU5SQEQgE2LZtG/bs2YNVq1bB29sbHI52lnlsKfemsaWrWnNZr7bs8OHDuH79epOdX7lMlPJzryYuAODGjRtquebhw4fx5ZdfquVczSU2NhabN2/GxYsXkZGRAQ6Hg65du2LcuHFYuHAhunXrpukQCSGEtDCUuCDNKicnR9MhaLWq7g/ds9q1pfvWo0cPZrs4+ZnKwEBLV5ySzWzb2Njg+fPnGoymsqp+piZPnox//vkHt2/fhjArH6khV2EzxxUAwNHXRZ8V7+Pu0kMQPHyOF3kvMGPxDCz5YgmObj+KjUEbsefQHsjlcuTlvUBgoD8CA/3RvbsN+vcfiP79B6JTJ0vo6uqhrEyEp0+zEBt7B7Gxd5Caqto0ksViYdaHs7D408UI/y8ca7euZVZaGNpYoM/y95mECgCkBl+BMCsfADB48GBMnz69Se53W/q3qS50zxqG7lv9tbV7lpycjEWLFuH27dvMcxx9LixGOcDyvQEwtG7fqPNzTQxg4dobFq69IXicg6yTMci+kACZUAyhUAg/Pz/s378fGzZs0LpEsTbcmyNHjmDXrl2wt7ev8hwFBQUIDg5GYGAgEhISGhxLeVmv8tJejo6OmD9/PpVLbOEOHjzYZOdmswB3+8qJC3d7S8z7JxoyedNc9+DBgy0qcbF8+XL89NNPkMtVb0h8fDzi4+Oxbds27N69G5MmTdJQhIQQQloilvzVvyykkvT0dHTt2hUA8OTJE3Tp0kXDEbUMz58/R4cOHWrfkRDSIObDbOHw3QRNh6E28avDkHs9RdNhNA4LcFjqDvOhPZmnJMVC3FtxDEX3s5jnRgwagZ/8fkJufi72HNqD05dOQywW1/tyXC4X77q+i1kfzoKZqRmWrVvGNOIGFCst+ix/Hzr8ijJUL26kIGF1GLPaghBC2hwWYDXBGd1mDIOOQdP1VJKUiJAWek1Rlq+l/M7V4L3h8XhYtWoVfHx8mHJOzVG6ClA0EdfGsl5t8XNoUlISJBIJdHR0YGdnV+v+GRkZTXpfRlu3x/lZr1f52pg9/8OFx02T8GWxWEhPT28R5aLWrFmDb7/9FgBgaWmJr776CsOHDwcAXL16Fb/++iuePn0KPT09nD9/nnmNEEJI61Pfv+O1ocRFHbTFN4zqQIkLQpqWnoURBu+ao+kw1OaW106IcioPJrQ0LC4HfVZMgmn/rsxz0tIyPNxxEc/+vcc8Z2hgCI9JHpg6YSr0dPVw6OQhXLh2AYnJiRCKhFWdGgDA0+Oht21vjB42Gh++9yFEZSLsD9+PkKMhzCoLQNHTwuaz0SorLfJj0nBv5THIxa2rsTshhNQVz9IUdovdmJ5EzaHgXjqSNvzLrHTTVtpybzw8PLBjxw5s2bJFLaWrXlVV6apy5ckTbSnr1RY/h9Z3wGPjxo1YvHhxk8TygYMldk5wRjt93Spfzystw+ywKBxNzKry9cbauHGj1q+6yMjIQM+ePSESiWBlZYVbt25VSrZkZGRgyJAhyMzMxIABA3Dnzh3qNUMIIa0UJS40oC2+YVQHSlwQ0vSGhnzeoA/t2kZcUIIbHts0HYbasHlcOH4/USV5AQC5tx8hefN/Kv082Gw2Rg8bjSnjp8Clnwt4PB4epj1EYnIiCosLUSYugy5XF8Z8Y/S27Q2bbjYQCoWIvBuJ/eH7cfH6RchkMuZ8uu35sFv4dqUyYvkxaYhfFQaZsP4rOwghpMVjAVbuA9HdY7hKQre5SIVipAZf0c7VF1p4b9q1a4e8vDxmH3WWrlL2aumqcsOHD6+xdFVzaYufQ+s74HH8+HF4eHjU2uuki7E+uhjzatxH2cz+3fD5IOtae6DI5XL8cfsx9sam1fnc6YVCpBeW1rgPn89HSEgIJk6cWOfzaoK/vz/8/PwAADt27MCcOVVPqtq5cyfmzp0LAPjnn38wbty4ZouREEJI86HEhQa0xTeM6kCJC0Kanr3fWFi49tZ0GI2WfTERD/xPaToMtWJxOei9ZJxK2SgAkAhEeBR0Gdn/xUMulakew2Khe5fu6NurL+x72oNvwAdXhwuxRIzikmLcT7mPuAdxePzkceXrcdjo8JYjeniNhI6hanmPF9dTkPjrCVppQQhpk6r7fawJL26kIHGt9vw+1qZ7k3M9GYm//AOVpgFaVrqqubXFz6ENGfC4f/8+pkyZgtjY2Gr34evqYPt4J0zrp9l7+NfdJ/gsPBqCGn4H9O/fHwcPHkSvXr2aNBaxWIyuXbvi2bNnePfdd3HqVM3vxePi4tCvXz8AwOrVq/Hdd9/h448/xv79+wEofl47d656xZbyz/Inn3yCoKAgNX4lhBBCtIW6ExfUnJs0q/j4eLRvr75ZUq1NTk4OHB0dVZ6je1a7tnbfrly5wjS2yzoV2yoSF09PxTDbx44d08rat3X5ORMKhZg7dy7OnDkDuViKhNVhsJrgjO6eI5hZrDqGerBb+Da6TRuGZ2fj8PR0LMpyFSWe5HI5Hj95jMdPHuOfc//UKS5dcz46vdsPndz6QteMr/JaVbNY3333XWzfvh08Xt1nHTZUW/u3qQ50zxqG7lv9tdZ7JpPJsGDBAhw+fBhA9SvgNMV8aE/0WTEJ8T8dZ2b4T548GVu2bGnywXFtvjcyiRQvriSpJC2as3SVjoEebOaOgvlwW6Z0VXnj8OjoaOzatQtcbvOvRiF1Y29vj+vXr8Pb2xvbt2+vcp/iMgmmH7mNi49zsP7dftDnNm8psFKxFItPx2LHndQa95s3bx4CAgKgr9/0K6q5XC5mzpyJ3377DWfPnkVGRka1iQcA2LVrFwCAw+Fg1qxZAIDc3Fzm9Y4dO1Z7rPJrly5damzohBBC2ghKXJBm1b59e1hYWGg6jBaF7lnDtOb7NnHiRDg4OCAhIQGF9zIgeJyj1rIJzU3w6DkK4zMBAI6OjnB3d691Wb62qOrnLDw8HF5eXggNDQXkQGZYFHJvPao0+KJnzke3aa+h65QheHHzIfKjUlGc/AyCRzmQS6qfhcficmBo3R58244wde4O8yE2YHEqD3Yp6oafhTCrgHnOw8ND44MvrfnfZlOhe9YwdN/qrzXcM39/f2ZgnsXlaM3AvDLT/l3h+P1E3FtxFHKxFIcPH8awYcPg6+vbpNfV1nsjK5Mgce0J5N58qHhCg6WrTPp0gfNGD5Wkf0hICAoKCnDgwIFmSfqThtHX18e2bdvg6uqKefPmVVs6avudx7iekYsDHw6GfXujZontfk4Rphy6hdhnhdXuw+fzsX37dkybNq1ZYio3Z84c/Pbbb5DJZNi7dy/TZPtVYrEYISEhAAA3NzcmwWFoaMjsU1BQAHNz8yqPLyioeD/6+PFjlJSUwMDAQF1fBiGEkFaKOiIRQkgLw2KxMH/+fOZx1smYGvbWflmnKpb1z58/v8UkLarD5XKxd+9erFu3jhngEGbl4+63B/Bwx0VISkQq+7M4bLQfZgvb+W/C6ffpGHZgAZzWz4D91+/BztsNtgvehJ23G+y/fg9OG2YoXv99Omznv4n2w2wrJS0kJSI83HERd789yCQteDwe1q1bhz179tCMUUJIq3X//n0sW7ZM8YAF9F4yTisG5qti2r8rei8ZB7z8k7ds2TLcv3+/ya6nrfdGJpGqJC1YXA4clrrDZo6rRvptAACHx4XN3FFwWOoO1stZ+eHh4Zg6dSrEYuoTpe2mT5+O27dvo3///tXuE/usEIN2XMK+u+lNHs9fd5/AZfvFGpMWAwYMQGRkZLMnLQCgV69eGDlyJADUWL7pn3/+wfPnzwEAs2fPZp53cHBgtmtaSXH58mVmWy6XIz296e89IYSQlo8SF4QQ0gJ5enoyM5yeX0yoNBjeUkhKRMi+kABAMWPL09NTwxGpB5vNhq+vL6KjozFs2DDFky9XX9yctQPJgecgeJxT9bFcDvg9O8DiDXt0fLMPOr3bHx3f7AOLN+zBt+kAtk7VpQ0Ej54ject/uDlrBzLDKkpDDR8+HNHR0fD19dVYjW5CCGlqUqkUXl5eEAqFABQz9rWhb0NNzIf2hNUEZwCKUoNeXl6QStXf+0Jb741cJkfShrNM0oLN46LPiklaERtQUdaL/TKBEhYWBi8vL8hkslqOJJpWXjrqs88+q3af8tJR88KjUdoEPWdKxVJ8Fh6FGUcia+xnMW/ePFy7dq3J+1nUpLyhdlJSEq5cuVLlPuVJjfbt22PChAnM88rNw3/88Ufm94wyoVCIH3/8UeW5oqKiRsdNCCGk9aMRDEIIaYFMTEzg4eEBAJCWipEWek3DETVMWug1psa3p6cnjI2NNRyRetnb2yMiIkJl9YVMKMbTU7GI+jIYsUv2I/tiIsQFJQ06v7igBNkXExG7ZD+iFoXg6em7zP3k8Xjw9/fH5cuXYW9vr7aviRBCmotMJkNiYiJCQ0Px9ddfY+7cufD09MTUqVPh6emJuXPn4uuvv0ZoaCi+++47XLum+FvIszJFdw/t65VUle6eI8CzNAUAXLt2DRs2bFD7NdavX6+V9ybj+B08v5gIQLtKVykrL+tVvvIiNDQUAQEBGo6K1EV56ajQ0FDw+fxq99t+5zFe+/MS7ueobyD9fk4Rhu68VGM/Cz6fj7/++gt//PFHs/SzqMmHH34IU1NTAFWvunj27BnTuNvDwwO6urrMa0OHDoW7uzsAICYmBq6urjh37hxKSkpQUlKCc+fOwdXVFTExMSrHlZaWNuFXRAghpLWgHheEENJC+fn5Yc+ePRAKhcgMj4L5cLtmaWCpLgX30hX1o6EYZG/q2t6awuFw4Ovri4kTJ8Lf3x/BwcEQCBTNuAvjM5n+HnrtjWBo2wF8247g9+wAXXM+OLo6YOmwIZfIIC2ToOxFMYpTshW9MJKzIariQzafz4eHhwd8fX1ha2vbrF8rIYQ0hlwux6VLlxAWFobbt28jKiqq2jr11WIBdovcNFZmqL44PC7sFr+Nu98eBOTA0qVL4e7urrbf38nJySolorTl3pSk5yIt5OXMbi0qXVWV8rJeCavDALmirNf48eNpUkALMX36dLi4uGDKlCmIjY2tcp/y0lG7JzpjsmPj3ksfis/AJ8fu1LjKYsCAAThw4IBGV1ko09fXx/Tp0xEYGIgDBw5gw4YNKr0rgoODIZFIAACffvpppeP37NmDsWPH4vr167h58ybeeuutSvsMHjwYffv2ZRIjRkbN01+EEEJIy0YrLgghpIWytbXFqlWrFA/kQNKGs5AKW0btZalQjKQN/zLljFavXt3qB9ltbW2xdetWZGZmYvPmzXB0dFR5XZRThNzrKUgLuYr4lccQvSgEkZ/vxu05uxD5+W5ELwpB/MpjSAu5itzrKZWSFo6OjtiyZQsyMjKwdevWVn8/CSGtR0FBATZv3ow+ffpg9OjRCAgIQERERP2TFgCsJji3qCQ+oGgIrVwyyt/fX23nXrduXUWJKC25N3KpDEkbzkJWphjY1ZbSVTVprrJepGnUtXTUotN3IZPLG3wdmVyORafuan1pqKrMnTsXgKKE0+HDh1VeK082DB48GP369at0rKmpKS5duoSAgIBK7287deqE77//HhERESgsrOjz0a5dO3V/CYQQQlohWnFBCCEtmLe3Nw4fPoxr165BmJWP1JCrsJnjqumwapUafAXCrHwAih4Mixcv1mxAzcjY2BgLFizA/PnzcfnyZRw/fhyRkZG4c+dOvQbpjIyM4OzsDBcXF0ycOBEjR45s8Y3NCSFtS3JyMtatW4eQkBBmJZoyPQsjZhUa37YjdM0MwdbTAUuHA7lECplIgtLMfNxfdxJyiQwcfS66zRimga+k8brNGIanZ+MgE4oRHByMtWvXNrp8YkFBAUJCQgBAq+5NRlgUihKzAGhX6aradPccgdxbjyDMymfKev3f//2fpsMidVReOmrUqFH47LPPqnzPlVkkxM2MPLzWxaxB17iRnoes4so9HgDFitjt27drpAF3XTg5OcHFxQWRkZEICgrCzJkzAQA3btxAfHw8gKpXW5TT1dWFt7c3vL29UVBQgOzsbPD5fHTq1Il5f1q+4sXIyAhdunRp4q+IEEJIa0CJC0IIacE4HA6CgoLg5OSkKBkVdgcm/bpo9czFFzdSVEpEBQUFgcOpuuF0a8ZiseDq6gpXV0WiSSaTISkpCZGRkYiOjkZ+fj6EQiFEIhH09PTA4/FgamrKfLC0s7OjZtuEkBZJKpVi/fr1WLZsWaVGrsZ9OsNybH+YOnUH16T2uu8F9zIglyiaJVuMcoCOgV6TxNzUdAz00GG0A56eioVAIEBwcDAWLFjQqHMqlybUlntTmpmvUiJKW0pX1UVTl/UizWPatGlwcXHBRx99VGXpqKMJWQ1OXBx7mZB7lbaVhqrOnDlzEBkZiUuXLuHhw4ewsbFhVlvo6+vXOeliYmICExMTleeePXuG5ORkAIqVG/QelhBCSF1Q4oIQQlo4e3t7rFq1Cn5+foAcSFx7An1WTNLKWtH5MWlIXHuCKRG1atUqrf8Q11zYbDbs7e1hb2+P6dOnazocQghpEvfv34eXlxfTLBpQrAawGOUAy/cGwNC6fZ3PJZfLkXUyhnls+d4Atcba3CzH9sfTU4qB1MDAQMyfP7/BK+nkcjkCAwMrzq0l9ybj6O2KElFaUrqqPsrLemWGRTFlvbZu3arpsEg99erVC19++SVTHkmZpVHDE3yd+FUfu3Dhwhbxfnf69Onw9fVFSUkJ9uzZg2+++QZ///03AOCDDz6olIyoj3379kH+sgzXlClT1BIvIYSQ1o/S3IQQ0gr4+PhgxowZAAC5WIr4n44jP/aJhqNSlR+ThvhVYZC/rPvr4eEBHx8fDUdFCCGkOchkMvj7+8PJyakiacECrNydMXj3XNjOf7NeSQsAKIhLR+mTXACKlRr1PV7bGPawgLGjFQAgPj4ely9fbvC5Ll26hISEBADac28kAhGyLyYC0K7SVfXVbcYwsF+uEgkODlap209ajqNHj1b5/Pu9LRt8zuqOPXbsWIPP2ZyMjY2ZpMKePXtw6NAhFBQUAABmz57d4PMWFhZi7dq1ABT9MGiCDiGEkLqixAUhhLQCbDYbQUFBmDBhAgBAJhTj3oqjeHEjRcORKby4noJ7K49B9rJ5uLu7O3bt2kXLxAkhpA0Qi8WYOXMm/Pz8mNJQPEtT9PtlCmzmjmpwCaPcGw+Zbcux/dUSq6Z1GluxMuL48eMNPk9YWBizrS33JvtCAvM+QFtKVzVEeVkvAExZL9KyFBYW4r///qv0vFMnE1ibGjb4vD3aGWJAx8q9af79918UFRU1+LzNac6cOQCA1NRUfP311wCAHj16YNSoUdUek5WVBbFYXOVrRUVFmDx5Mp4+fQoAWLduHYyMjNQbNCGEkFaLRowIIaSV4HK5OHDgAJO8kIulSFgdhoc7LkIqrPrDRFOTCsV4uOMiEn6uWGnh7u6O/fv3g8ttGTWtCSGENJxQKMTkyZMRGhqqeIIFWE0cCOeNHo0uE1Sc/IzZNnXq3qhzaYt2zt2Y7cjIyAaf5/bt28y2Ntyb1ljWq1xgYCBTAoe0DKdOnUJZWVml5yc1YrVFxTmsKj1XVlaGU6dONfrczWHEiBFwcFAk5sqTDV5eXjWWrQsNDUXXrl2xZMkSnDx5ElFRUbh06RLWrl2Lvn37MkkiLy+vRq3cIIQQ0vZQ4oIQQloRHo+Hw4cPM2WjIAcyw6IQtSgEBfcymjWWgnvpiFoUjMywKKanhYeHBw4dOgQej9essRBCCGl+YrEYU6ZMQXh4OACAxeXAYak7bOa4Nrohs1wmh+BhNgBAz8KoTo28WwKuiQH02itmI0dFRUEmk9X7HDKZDFFRUQC0595QWS+iTaor3VRT4uJK2gucTHqKk0lPcfXJi2r3m+TQsstFAaplodhsNj755JNaj3n27Bl+/fVXjBs3DgMHDsSoUaPwzTffIC0tDTo6OliyZAl27tzZhFETQghpjag5N6mSRCJBQkICIiMjcefOHWRmZkIoFKKsrAy6urrg8XiwsrLCwIED4eLiAgcHB+jo0I8TIdqAy+Vi7969cHZ2xrJlyyAUCiHMysfdbw/AaoIzus0YVmN5BrlMjtKMPBSnPIPg0XNIikWQlUkgl8jA0mGDrasDHb4eDHtYgN+zI/Q7twOLXTELS1IiQlroNWSGVyQseDweVq1aBR8fnwaVh5LJZHjw4AEiIyMRExODvLy8Sr+T2rVrhwEDBsDFxQW9evWiMlSEEKJBMpkMXl5eTNKCzePC8fuJMO3fVS3nL83Ig7RUsZqQb9tRLefUFoa2HSDKKUJRURGSkpJgb29fr+MfPHiA4uJiANpzb1prWa/C+EwAirJerq6uGo6I1IVIJMKJEycqPd+znSH6dqhc5im3tAzzT8Rg/ysTgD7u2xlb3hsAM31dlef7dTCGTTsDPMwrUXn+xIkTzPtWbefp6Qk/Pz8AwNtvv42uXWv+vf3BBx9AKBTi/PnzSElJQXZ2NvT09NClSxe4ublh9uzZ6NOnT3OETgghpJWhkWbCyMjIwM6dO3H69GnExMSgtLS0zsfq6+tjwIABePfddzFnzhx07ty4pf+EkMZhs9nw9fXF+PHj4eXlpWiE+nL1xdOzcegw2gGW7w2AoXV7yOVyFMSlI/fGQxQnP4PgYTYzGFQXHH0uDG06QM/CCNISEfJinkAukjCvDx8+HLt27arXwItcLselS5cQFhaG27dvIyoqihmEqQs+nw9nZ2cMGjQIEydOxMiRI2tc4k4IIUS9AgICmPJQLC5HrUkLAChOqSgTxe/ZQW3n1QZ8247Iva7oURUZGVnvxIVyiSltuTdU1otoi/Pnz1fZb+L93paV3iueSnqG2WFRyCoWVtr/77gMXHr8ArsmOuNdpQQhi8XCpN5W8L+WrLJ/YWEhzp8/j3fffVdNX0nTuXv3LrP96aef1rq/jY0Nli1bhmXLljVlWIQQQtogSly0cXK5HBcuXEBgYCCOHTsGqVTaoPOUlpbi+vXruH79On766Se8//77mD59upqjJYTUl729PSIiIrB+/Xpm9YVMKMbTU7F4eioWvE4mkJVJUJYraPA1pKViFFZRhkpPTw8///wzFi9eDA6HU6dzFRQUIDg4GIGBgUhISGhwTMXFxYiIiEBERAQCAgLg6OiI+fPnw9PTE8bGlWfTEUIIUZ/79+9XDGCxgN5Lxqk1aQEAgkfPmW1tWVWgLsrJhujo6Hq/p46JqegloQ33prWX9RLlFDFlvWi1p/Y7evRolc8rl4kqLpPA72wctkU+rvFcWcVCjA29hs9drPGbW1/wdRXDK+/3tqyUuCi/dktIXOzatQsAYG5ujokTJ2o4GkIIIW0ZJS7asLNnz8Lb27vKwUFzfTa6GOugs7EOuhjpoL0BG7ocFjhsFqQyOcqkcuSUyJBeJEFGoQTphRK8KFXU4JVKpTh8+DAOHz7c3F8SIaQKHA4Hvr6+mDhxIvz9/bFnzx5mRZXwaUGl/fUsjMC37Qh+zw7g23aErpkh2Ho6YOlwIJdIIRMpEh3Fyc9QnJKN4uRnED2vPHONw+HgwYMHePToEWxtbWuMMTk5GevWrUNISAgEgspJlMbGFB8fj4ULF2LJkiXw8PCAn59frTERQgipP6lUCi8vLwiFihnKVu4DYT60p9qvIykWMdu6ZoZqP78m6Zrzme38/Px6H5+Xl1dxLi24N1TWi2gLqVSK48ePV3q+o6EehnU1A6DoZTHzWGSlUk81+SPyMf59+Bx7Jw3E8K7mGNbFDB0M9ZAtEKnsd/z4cQQGBtZ5Qo8mPH78GAcPHgSgaKatp1d9eVlCCCGkqVHiog0qLCyEr69vpeZYfF0WXuvMw9AuejDl1fRmigVDAO30ObAzr2ismC+U4ka6CNczhCgukzdN8ISQBuvRowdsbW0hl1f+92ncpzMsx/aHqVP3Os2ENOxhgXYu1sxjcUEJ8qPTkHUqlll9UVJSgm3btmHPnj1YtWoVvL29K31Qk0qlKqtBmjomgUBQa0yEEEIabv369YryhAB4Vqbo7jG8Sa4jK6soScjWa10faTi6FV/Pq38b60L5GG24N1TWi2iLa9euITs7u9LzE+0tIZbKsOJiIn69mgRZAz7KpuQJ8EZQBL4ebocVo3pjon0n7LiTqrLPs2fPcP36dYwYMaKhX0KTyMjIQElJCR49eoRvvvkGYrEYPB4P3t7emg6NEEJIG6f5d7KkWZ09exZz5szBkydPmOe6m+jgjW489OmgCx12w2vAm/I4eMfWAG/a6ONedhki0oRILZCo7HPhwgVMmTKlwdcghDTM/fv3K3pdvMTR58JiVEWvi8bgmhjAwrU3LFx7Q/A4B1knY5B9IQEyoRhCoRB+fn44cuSISq8LbYyJEEJIwyUnJ6uUiLJb5AYOj1vzQQ0kl8iYbZZO60pAs3Qqyg2JRKIa9qxaWVmZ0rk0f2+orBfRFseOHavy+Z5mhhiy8xJinxXWeHx5mafTp09X+bpMDqy5koSTyc8wvW+XamPQtsTFjBkzcOnSJZXnfvzxR+pbSQghROOoCGcbIZfLsXz5crzzzjtM0kKPA3zgYIgFg40xoJNeo5IWynTYLAzopIcFg43xQW9D6Cl9Xpo6dSpWrFhR5YxvQoj6yWQy+Pv7w8nJqSJBwAKs3J0xePdc2M5/s9EJglcZWreH7fw3MWTPXFi5OwMvf7VcvXoVTk5O+O2337Bu3Tqtisnf3x8ymazmkxBCCKnRunXrKkpETXCGSZ+mG/RSHtyXSxrWo01bKSdlGlKmRVdXV+lcmr83VNaLaAO5XF5tf4tv/rtXY9LC0NAQ27Ztw8mTJ3Hy5En88ccfMDAwqHb/2GeF+PZcfJWvHT16VGs/CxsYGMDJyQm7d+/GV199pelwCCGEEFpx0RbIZDJ4e3tj06ZNzHO2Zlx85GgIM/2mm4XFYrEwrCsP9u25OBhfjORcxeqLlStXIjc3F+vXr6cGdoQ0IbFYDC8vL4SGhjLP8SxNYbfYrUkHk8rpGOjBZu4omA+3RdKGfyHMyodQKMTXX3+tsp82xOTn54fo6Gjs2rULXG7TzA4mhJDWrKCgACEhIQAUq+e6zRjWpNdjK5VTkokkNezZ8kiVymDxeLx6H698jDbcGyrrRbTB3bt38fDhwypfqymNMGLECOzZswc9e1b06pk3bx7efPNNzJo1C1evXq3XOVNSUhAXF4d+/frVMfKmd/HiRU2HQAghhFSJRo1bOblcXilpMc7OAJ8NNGrSpIUyM30OPhtojHF2FbNSNm3aBB8fH62dbUJISycUCjF58uSKpAULsJo4EM4bPZolQaDMpE8XOG/0gOW4AaovaEFMyqsvQkJCMHnyZBp4IISQBggODoZAIAAAWIxygI5B0zZ01eFXnL8sV9Ck12puZS+KmW1TU9N6H9+uXbuKc2nBvaGyXkQbVLfaojq6urpYu3YtLl26pJK0KGdra4vLly9jzZo19Z70Ut9YCCGEkLaKEhet3MqVK5mkBQvA1D6GGGWtDxZLPWWh6orFYmGUtT6m9DEsHyPExo0bsXLlymaNg5C2QCwWY8qUKQgPDwcAsLgcOCx1h80c1yarNV4blg4boudFFY+1ICYOjwubuaPgsNQdLK5iICU8PBxTp06FWCzWSEyEENISyeVyBAYGMo8t3xtQw97qYdjDgtkuTn5Ww54tT3FKRfNgJyeneh8/YEDF/deGe0NlvYg2qE+yoH///rh16xa+/vprcDjVJ9s4HA6WLFmC27dvo3///k0SCyGEENKWta61ukTF2bNnVRIDU/oYYpBV/Zebq9Pgl9c/cE8x+2vlypUYMWIE3n77bU2GRdoYmUyGBw8eIDIyEjExMcjLy4NQKERZWRl0dXXB4/HQrl07DBgwAC4uLujVq1eLKWsmk8ng5eXFJC3YPC4cv58I0/5dNRaTXCZH0oazyL35sNExyaUylDzJheBhNiQCEWQSGdg6bOgY6sHQpgMMupqBxanf98p8aE/0WTEJ8T8dh0woRlhYGLy8vLB3794W830nhBBNunTpEhISEgAAxn06q71PUVX4PSuaPCsP9LcGyskGFxeXeh+vfIw23Bsq60U07dGjR4iJial1PzabjSVLlmD58uX1SkT1798fN2/exIoVK/Drr7/W2jctOjoajx8/hrW1dZ2vQQghhLRFlLhopQoKCjBnzhzm8Tg7A40nLcoNtuJBUCbHiaQSAMDs2bMRFxcHY2NjDUdGWiu5XI5Lly4hLCwMt2/fRlRUFIqLi2s/8CU+nw9nZ2cMGjQIEydOxMiRI5t91VJdBQQEMOWhWFyOxpMWAJBx/A6eX0xscExl+SV49m8ccm88hODRc5Va2a9i6+rAsIcFzIbaoOPbfaFrWn3jRGWm/bvC8fuJuLfiKORiKUJDQ+Hs7AxfX986x0kIIW1VWFgYs205tu6zjhtDv3M7cPS5kJaKtWJVgToJkhXJBiMjI9jZ2dX7+F69eoHP56O4uFgr7s2rZb2UV8u0dI0t60Wax7Fjx2rdp2fPnti7dy+GDx/eoGvo6enhl19+wfjx4zFr1iykpKTUGpO3t3eDrkUIIYS0FTSVtJXy8/PDkydPACgacbt2146kRbmR3XmwNVPkzZ48eQI/Pz8NR0Rao4KCAmzevBl9+vTB6NGjERAQgIiIiHolLQCguLgYERERCAgIwKhRo9C3b19s2bIFhYWFTRR5w9y/fx/Lli1TPGABvZeM03jSoiQ9F2khVxoUU1HSU9xfdwq3vHYgde8VFN3PqjFpASgagBbdz0Lq3iu45bUD99edQlHS0zpdz7R/V/ReMo7pebFs2TLcv3+/TscSQkhbdvv2bWbb1Kl7s1yTxWbB0KYDAED0vAjigtJmuW5TExeUQJSjKK3o7OzcoJV/bDYbzs7OALTj3lBZL6JpAwYMgIVF9QmzL774AtHR0Q1OWigbMWIEoqOj8fnnn1e7j4WFRb1KSxFCCCFtFa24aIXOnj2LnTt3AgD0OMBHjoZaNzuczWLhI0c+fr+WD5EU2LFjBz788EO4ublpOjTSSvj5+eHw4cNMo1BlehZG4Nt2BL9nB/BtO0LXzBBsPR2wdDiQS6SQiSQoyxWgOPkZilOyUZz8TKU/Q3x8PBYuXIglS5bAw8MDfn5+sLW1bc4vrxKpVAovLy+msbSV+0CYD63cSLA5yaUyJG04C1mZtF4xSYVipIZcRWbYHUCu+pq1dU/07z8Q/fo5w9LSCrq6eigrEyErKxN370YhNvYOHj9WzHCTS2R4fikRzy8nwmriQHSfMbzWfhrmQ3vCaoIzMsOiIBQK4eXlhYiIiBrrGxNCSFsmk8kQFRUFQPH3lWui32zX5tt2ROG9DABAfnQqLFx7N9u1m0peVBqz3ZAyUeUGDRqEiIgIAJq/N1TWi9QHh8OBRCKBVCqFXC5Xy+fYMWPGIDo6GjNmzMDFixeZ562srPDnn3/i3XffbfQ1lPH5fGzduhXu7u6YPXs2srKymNdGjx6NkJAQWFlZqfWahBBCiKbJ5XJIpYrxH3WNoVDiopWRy+UqS07H2RnCTF87B9zM9DkYZ2eII4mKgWVvb2/cu3dP65IspGXau3evymPjPp1hObY/TJ2612lQxbCHBdq5WDOPxQUlyI9OQ9apWGaQRCAQYNu2bdizZw9WrVoFb29vjQ1wr1+/HteuXQMA8KxM0d2j8TPGGisjLApFiYoPanWNqTAxCw8CTkOYmc88Z2bWHtOmfQJPz7no1q1HredIS3uE4OAd+OuvIOTlvQDkQOaxO8i9+RC9fN6FcW/LGo/v7jkCubceQZiVj2vXrmHDhg34v//7v1qvSwghbdGDBw+YlYx824617K1eZkNtkHn8DgAg61Rsq0hcPD1VUYd/4sSJDT6Pu7s7AgICAGj+3lBZL1Ifurq6EIlEkMvlKCkpgaGhoVrOa2Vlhf/++w+rV6/GypUrMXXqVGzevBlmZmZqOX9Vxo4di7i4OCxYsAAHDhzA8uXLsXTpUpoQQwghpFUqKSmBXK6Yfaqrq6uWc1KpqFbmwoULTHPE7iY6eK1L3ZuKacLQLnroZqLInyUkJKjMgCGksTj6XHQa2x/OmzzRf80UWLj2bvBMUK6JASxce6P/milw3uSJTmP7g/1y9r5QKISfnx9GjhypkdJCycnJKiWi7Ba51bqyoKmVZuarlIiqS0wvrqfg7ncHmaSFnp4eli37BbdvP8TSpT/XKWkBAN269cDSpT8jMvIRli37hWmuKMzMx93vDuLFjZprDnN4XNgtfpspGbV06VIkJyfX6dqEENLWREZGMtv8nh2a9domfbtAv6ti0LHwXgYEj3Oa9frqJnj0HIXxmQAAR0dHjBw5ssHncnV1hYODAwDN3xsq60XqQ7nvYW5uLjMAog4cDgc//PADHj16hL/++qtJkxblzMzMsG/fPjx69Ag//PADJS0IIYS0SnK5HLm5ucxjdfUxpndXrUxgYCCz/UY3ntavXmCzWHijW0X/DeX4CakLmUxW+eeGBVi5O2Pw7rmwnf8mDK3bq/WahtbtYTv/TQzZMxdW7s7MAPfVq1fh5OQEf39/yGQytV6zJuvWrasoETXBGSZ9OjfbtauTcfR2RYmoOsT04noKEn4Jh1ysOGbgwCE4e/YW5s/3BY/XsB49PB4P8+f74uzZWxg4cAgAQC6WIuHn8FqTFyZ9usBqgqI+uFAohL+/f4NiIISQ1i4mpmKFQHOvuGCxWLB8bwDzOOtkTA17a7+sU7HM9vz58xv1Pp7FYmH+/PkV59bwvVH+2ciPTtVgJOqjrrJeRBWfz2d+9ouLi5Geng6BQKDWBEa3bt3Udi5tviYhhBDS1ORyOQQCAdLT05lV2CwWC3w+Xy3np1JRrUhGRgaOHTsGADDSZaFPB/Usy2lqfTvogq/LQnGZHEePHkVmZibV/CR1IhaL4eXlhdDQUOY5nqUp7Ba7NcvgvY6BHmzmjoL5cFskbfgXwqx8ZvVFdHQ0du3aBS63aVc+FBQUICQkBIBihUm3GcOa9Hp1IRGIkH0xEUDdYipMzELirycAmeID6QcfTENAwE613Ts7u944evQCvL1n4+jRvwGZHIlrT6Dfzx/VWDaq24xheHo2DjKhGMHBwfjqq6/UEg8hhLQmeXl5zLaumXpKurxKKpJAUlQKHSN9cPRUP750GO2Ax3v+B5lQjOcXE2D9yevQMdDuFcdVkZSIkH1BsWra0NAQnp6ejT6np6cnvvnmGwgEAo3fGyrrReqKzWajc+fOyMjIgFwuR3FxMYqLi8FisWi1AiGEEKJlyntSlWOxWOjcubPaVqJS4qIV2blzJ9MEZWhnHnTY2r3aopwOm4WhnXk496gUUqkUO3bswPLlyzUdFtFyQqEQU6ZMQXh4uOIJlqL5c3eP2hswq5tJny5w3uiB1OAryAyPAuRASEgICgoKcODAgQavGKiL4OBgpgG5xSgHrRisyb6QAJlQDKD2mKRCMR4EnGZWWnzwwTRs3Bik9nILXC4XmzbtBgAcPfo35GIpktafgdMGj0qDYOV0DPTQYbQDnp6KhUAgwIEDB9QaEyGEtAblK/4AgF3N79PGyL39CEkbz0KcVwJuOwPYLXKD2aCK0oE6hnroMKo3np6+C2mpGGmh12Azd5Ta42hqaaHXmL+dnp6ealleb2JiAg8PD2zbtk3j96a8rFfpk1ymdJW6V8Q2J3WW9SKVGRkZqSQvAMWMTolEouHICCGEEFKd8qSFkZGR2s5JiYtW5PTp08z2UC3vbfGq17ro4dwjRb3bM2fOUOKC1EgsFqskLVhcDnovGQfzoT01FhOHx4XN3FEw6d8ViWtPQC6WIjw8HFOnTsWhQ4eaZOWFXC5XKZOlXC5DU+RyuUo5itpiSg25yvS0GDhwCAICdjZZjWg2m4316/9EaupD3LlzE6UZeUgNuQKb2a7VHmM5tj+evizdsXv37iaJixBCWrKysjJmm6Wj3tnQ4iIhHvx+GpIiRXJEnFeCB7+fhss2L3CNKiYFdJ40CNnn4yErkyIzPArmw+20omxiXRXcS1dMfICizKGvr6/azu3n54c9e/ZAKBRq9N6Ul/V6uO0CAEXpKtv5bzZ7HOqizrJepGpGRkbo1asXiouLUVhYiLKyMmaSHiGEEEK0A4fDga6uLoyNjcHn89U+nkOJi1ZCIpEwNYbN9dkw5bWsZbSmPA7M9NnILZUhOjoaEokEOjr040kqk8lk8PLyYpIWbB4Xjt9PhGn/rhqOTMF8aE/0WTEJ8T8dh0woRlhYGLy8vLB37161/wK/dOkSEhIUZSWM+3TWipmLBXHpKH2iaMhUW0xFSU+RGaYoG6Gnp6fW8lDV4XK5CAjYCTe3wRCJRMg8fgcdXHtXW5fdsIcFjB2tUBifqZHG64QQou10dStKk8ol6h1UfHHlAZO0KCcpEuLF1SR0eqcf85y+lSm6eYzA412XATmQtOEsnDd6NPsKzIaQCsVI2vAv8HKF/erVq2Fra6u289va2mLVqlXw8/PT+L2hsl6kvthsNoyNjdXW4JMQQgghLQs1524lEhISUFqqWLHQxbhlDviXx11aWorExEQNR0O0VUBAANPTgsXlaFXSopxp/65w/H4iWFxFAjE0NBQBAQFqv05YWBizbTm2v9rP3xC5Nx4y27XFlHk8ihmo+eqrFbCza55613Z2veHn93JVlxzIeFlzuzqdxmp+JQshhGgr5XKIMpF6y7jkXE2u5vmkSs91dneG0cu+RcKsfKSGXFVrLE0lNfgKhFn5AIDhw4dj8eLFar+Gt7c3hg1T9JvS5L0pL+sFgCld1RI1RVkvQgghhBBSGSUuWonIyEhmu3NLTVwYVcSt/PUQUu7+/ftYtmyZ4gEL6L1knNYlLcqZ9u+K3kvGAS8rByxbtkztM/Zv375dcT2n7mo9d0MVJz9jtmuKqSy/BDlXHgAAzMza49NPFzR5bMpmz16Idu3MAQA5/0tCWX5Jtfu2c+7WXGERQkiL065dO2a7LFegtvNKioUoiH1S5WsFMU8gKVZdicHisGG32A1sXcWkgcywO3hxI0Vt8TSFFzdSVEpEBQUFNUnzYQ6Hg6CgICbJpMl703nSoIrvUXgUCu5laCSOhmrKsl6EEEIIIUQVJS5aiTt3KmYMKycAWpLOxhUf1ChxQV4llUrh5eXFNAG1ch+o0Z4WdWE+tCesJjgDUDQv9fLyUlttXplMhqgoxQdnPQsjcE301XLexpDL5BA8zAZQe0zP/o2DXCIDAEyb9kmTNjCvCo/Hw7RpnwBQlDZ59m9ctftyTQyg1159zaUIIaQ1GTCgYlWacvK6sV7cSIFcKqvyNblUhhc3H1Z63qCLGbp5jHi5E5C49gTyq0l+aFp+TBoS155gVh6uWrUKvXr1arLr2dvbY9WqVYoHGrw35WW9yuNI2nAW0perF7RdU5f1IoQQQgghqihx0UpkZmYy2+0NWua31cKgInGRlZWlwUiINlq/fj2uXVOUFOBZmaK7x3ANR1Q33T1HgGdpCgC4du0aNmzYoJbzPnjwAMXFxQBQbX+G5laakQdpqWLwobaYlEtKeXrObdK4qqN83dwqBsCUGdp2aOpwCCGkRXJxcWG2i1Oy1XbeF9WUiap4vXK5KADoPHEgLF6WI5KLpYj/6bjWJS/yY9IQvyoMcrFiMoOHhwd8fHya/Lo+Pj6YMWMGAM3eGyrrRQghhBBC6qJljnCTSspnoQOALoelwUgajqsUt/LXQ0hycrJKiSi7RW4touEmAHB4XNgtfpspGbV06VIkJ9c8GFMXyquS+D21Y1C9OKVipm1NMcmlMggePQcAWFv3RLduPZo8tqp0726D7t1tAACCh8+rndkLaE9yiBBCtE2vXr3A5/MBqG/FhaREhLw7qTXuk3cnFZKSskrPs9gs2C12g9kQxe93mVCMeyuOak3ZqBfXU3Bv5TGmR4K7uzt27doFNrvpP5ax2WwEBQVhwoQJADR3b6isFyGEEEIIqQtKXLQSZWUVH9w47JaZuNBR+mkUiUSaC4RonXXr1lWUiJrgDJM+nTUcUf2Y9OmiUjLK39+/0eeMiYlhtrVlUL08GQHUHFPJk1zIyhQNXPv3H9jkcdWk/PqyMglK0nOr3U9bkkOEEKJt2Gw2nJ0Vf+NEz4sgLiht9Dnzbj2CXFJzaUW5WIq824+qjkmHg95LxjHJC7lYioTVYXi446LGyhJJhWI83HERCT9XrLRwd3fH/v37weU232QMLpeLAwcOMMkLTd0bKutFCCGEEEJqQ4mLVkJXV5fZlsrkGoyk4SRKk5319PQ0FwjRKgUFBQgJCQEAcPS56DZjmIYjaphuM4aB/XKVSHBwMAoLCxt1vry8PGZb18ywUedSF0lxRcKxppjK+2AAQL9+zk0aU22UEyeCh8+r3U/XnN8c4RBCSIs0aNAgZjs/uuaVEnWRU00ZqPrsx9bVQe9vxzNloyAHMsOiELUopNkbQhfcS0fUomBkhkUxg98eHh44dOhQs/d4AhQrBg4fPsyUjdLUvek8cSBMnbopQqCyXoQQQggh5BWUuGgllD/0lElbZuJCrBS3Jj7EEe0UHBwMgUAAALAY5QAdg5aZ1NIx0EOH0Q4AAIFAgODg4EadT7mcGltPp1HnUpfyVRRAzTFJBBUJDktLqyaNqTadOlky28pxvYqjqx33mBBCtJG7uzuznXUqtlHnkgrFyIt8XKd9824/qnGVAFuHg14+78L605FMWSJhVj7ufnsAD3dchKSkaVf4SkpEeLjjIu5+exDCrAIAive469atw549e5p1pcWruFwu9u7di3Xr1jHvu5v73jz68xLyo9OY56isFyGEEEIIUUbvuloJK6uKwb+ckurrtGuz5yUVJQEsLS1r2JO0FXK5HIGBgcxjy/cGaDCaxrMc25/ZDgwMhFze8CSjcnk4lo521FiWKy2bqikmmdJ+urqaTUQpX18mrr4sCUuH/lwSQkh1XF1d4eCgSM4X3suA4HFOg8+Vd+cxZCJJpec5BrqVnpOJJMiLqnmFB4vNQpdJLnDa4ME0hC5fYXBz1g4kB55rVLxVETx6juQt/+HmrB0qqyyGDx+O6Oho+Pr6asXgN5vNhq+vL6KjozFs2MsVrc19b15q166d4vJU1osQQgghhLyk+XfMRC0GDqwod5JeVPnDXkuQUVgxaOji4qLBSIi2uHTpEhISEgAAxn06w9C6vYYjahzDHhYwdlQkGePj43H58uUGn0u5PFxtdcCbi/Lgfk0xsZX2KyvTbD8b5euzudUnW5STMoQQQlSxWCzMnz+feZx1MqaGvWv24krV5Z96eL1Rr/1fZdDFDP3XTFFZfSETivH0VCyivgxG7JL9yL6YCHFBSYPiFheUIPtiImKX7EfUohA8PX2XmanP4/Hg7++Py5cvw97evkHnb0r29vaIiIhQWX3R3PcmMzNT46WrAO0r60UIIYQQ0pZR7YtWQnmgP6OwZSYulBMulLggABAWFsZsK69WaMk6jR2AwvhMAMDx48fh6uraoPMof3iuamaqJrCVyinVFJOOYcUqh6yszCaNqTZPn2Yx28pxvUpaph33mBBCtJWnpye++eYbCAQCPL+YAOtPXq93eUeZWILcW5Ubbut1MEZHt354cvAWRNmqPaJybz2ETCwBm1v7xxoWh40uk1xgPrQnMo5FIvtCAjOAXhifyfx91mtvBEPbDuDbdgS/ZwfomvPB0dUBS4cNuUQGaZkEZS+KUZySjeLkZxAkZ0OUU1Tpenw+Hx4eHvD19YWtrW297kVz43A48PX1xcSJE+Hv769SqrO57s3evXvh7OyMZcuWQSgUMqWrrCY4o9uMYU1aLlRSIkJa6DVkhlckLHg8HlatWgUfHx+tWCFDCCGEENLWUOKilXBwcIC+vj5KS0uR3lITFy/j1tfXR+/evTUcDdEGt2/fZrZNnbprMBL1aefcjdmOjIxs+HlellQAgLJcAQx7WDQqLnXQ4VcMKNQUk6FNB2b77t2oKvdpLrGxd5htQ5vq72HZi+LmCIcQQlosExMTeHh4YNu2bZCWipEWeg02c0fV6xz5UWmQlpZVer79cDuw2CyYD7dF5rE7Kq9JS8qQH50Gs8E2db6OvpUpbOe/CetPXkf2hQQ8PRGDkie5zOuinCKIcoqQe71hvRYcHR2xYMECeHh4wNjYuEHn0BRbW1ts3boVa9euRXBwMAIDAxEfH8+83th7AwBr1qzBF198UenelJeuGj9+PLy8vHDt2jVm9cXTs3HoMNoBlu8NUOsKXMGj58g6GYPsi4lMEgtQlPXatWuXVq6QIYQQQghpK2jqSCuho6ODAQMU9f9flMqQL9SO0jF1lS+UIrdUUYrFyckJOjqUU2vrZDIZoqIUg9p6FkbgmuhrOCL14JoYQK+9EQAgKioKMlnDShCV/3sHgOLkZ2qJrbGUExU1xWTQ1YxZnaGcONCE8uuzdXVg0MWs2v2KU7KbKyRCCGmx/Pz8mBWBmeFR9S7zk3O16rJP5iMUM/LbD7er5rjkel2nnI6BHqzGOcF5y0z0+/kjmL9e9flrY2RkhJEjR8LHxwcXL15EXFwc5s+f3+KSFsqMjY2xYMECxMXF4eLFi/Dx8cHIkSPB5/PrdZ6q9v/0009rvDfaULpKW8t6EUIIIYS0JTQ63Iq8++67uH79OgDgRroI79gaaDiiurueXlFn/p133tFgJERbPHjwAMXFilnufNuOGo5GvQxtO0CUU4SioiIkJSU16IOxcjk1bRlU5/es+D7VFBOLw4ZhDwsU3c/C48cpSEt7hG7dejRHiCpSUx8iNfUhAMVqCxan+ly+tiSHCCFEm9na2mLVqlXw8/MD5EDShrNw3ugBDq/2hsYyiRS5NyrP4tc1M4RRL0VTbSN7S+iaGaIsV6CyT+6NFMgkUrB1qu9VVBMWiwW+XUcIUp4zzy1ZsgT9+/dHdHQ08vPzIRQKUVhYiOPHj6sce/XqVQwdOrTVlhJisVhwdXVlSlvKZDIkJSUhMjJS5d6IRCLo6emBx+PB1NQUTk5OcHFxgampKTp16lTv62pD6SpCCCGEEKJZlLhoRebMmYOffvoJUqkUNzKEeNNGHzpslqbDqpVEJseNDCEAxYeUuXPnajgiog2Uyyjxe3aoYc+Wh2/bkSmxEBkZ2aDERa9evcDn81FcXKw1g+r6nduBo8+FtFRca0xmQ21QdF/RXyI4eAeWLv25OUJUERy8oyKeITWXGBEka0dyiBBCtJ23tzcOHz6Ma9euQZiVj9SQq7CZU3s/p4LYdEiKRZWeN39ZJgqAolzUMFtknVBt/i0pEqLgbjraOTe8rGRq8BUIs/IBKMoErV69GhwOB9OnT2f2ef78eaXEha2tbatNWlSFzWbD3t4e9vb2KvemOs+fP691n5o0demqllzWixBCCCGktWs777LbgM6dO+P9998HABSVyXEvu3KNYG0Ul12G4jJFF7xJkybByspKwxERbRATUzEo0dpWXCgnYqKjoxt0DjabDWdnZwCA6HkRxAWl6gitUVhsFtO/oraYOr7dFywdxZ+gfft2QygUNkuM5YRCIfbt2w0AYOlw0PHtvtXuKy4oqXJ2JiGEkMo4HA6CgoIqSkaF3cGLKlZSvOpFNWWiXi0PZT6i6nJO1R1fFy9upCiaMkNRKigoKAgcTsNWb5Cmoa7SVa2xrBchhBBCSGtFKy5amfnz5+Pw4cMAgIg0Ifp31AWLpb2rLmRyOSLSKgYs58+fr8FoiDbJy8tjtnXNDDUYifrpmld8yM7Pz2/weQYNGoSIiAjFeaJTYeGq+ab2fNuOKHxZ07ymmHRNDdB+RC88v5SI3Nwc7Nq1BfPn+zZbnH/+uRl5eS8AAO1ft4OuafWl9fKi0porLEIIaRXs7e1VSkYlrj2BPismwbR/1yr3l0tlVSY3uKYGMHZUndBi4tgZXBP9SsnxF9dT0PPzMTWW/atKfkwaEteeABRzaLBq1Sr06tWrXucgzaexpavs7Oza1AoZQgghhJCWjBIXrczo0aPh4OCAhIQEpBZIcD1dhGFdeZoOq1o30kVIK5AAABwcHDBq1CjNBkS0hvIMfLZe6/pVxdGt+Hoas9LA3d0dAQEBAICsU7FakbgwG2qDzOOKhte1xWQ10RnPLycCcuC331bg7bfHwc6u6b+GpKQErFu3UvGABXSeOLDG/Z+eiqnxdUIIIZX5+PggKioKoaGhkIuliP/pOBy/n1hl8qIwPhPi/MqNls2H9qyUiGBx2DB7rSeenYlTeV6cX4LChEyY9O1S5xjzY9IQvyoMcrEUAODh4QEfH586H080r76lqwghhBBCSMtB001aGRaLhfXr1zOPTyQJkFsq1VxANcgtleJEUkVzxQ0bNmj16hDSvMrKKkqdsRrYbFNblZdIAgCRqHI977pydXWFg4MDAKDwXgYEj3MaHVtjmfTtAv2uZgBqj8nIrhOs3BVJA5FIBB+fORCLxU0an1gsho/PXOa+W00cWGMpMsGj50wD0Ib0IiGEkLaKzWYjKCgIEyZMAADIhGLcW3G0ypUVOdWUeTIfXnVZqFfLR9V2nqq8uJ6CeyuPQSZU/N1xd3fHrl27aDY+IYQQQgghWoLembdCbm5umDNnDgBAJAUOxgsgl8s1HJUqmVyOg/HFEL3MqcydOxdvv/22ZoMiWkVXV5fZlku0M/nWUHKJjNnW09Nr8HlYLJZKebWsk5pfGcBisWD53gDmcW0xdfcYDp6VKQDgzp2b8PaeDZlMVuMxDSWTyeDtPRt37twEoGgm3t1jRI3HZJ2KZbY/+eSTJomLEEJaKy6XiwMHDjDJC7lYioTVYXi44yKkLxMGcpm8yv4UOnw9mPSvevWESb+u4BhW/vv54moy5LKa3/NKhWI83HERCT9XrLRwd3fH/v37weVy6/X1EUIIIYQQQpoOJS5aKX9/f3TtqliKn5wrxqXU5m18W5vLqUIk5ypKRHXr1g3r1q3TcERE25Q39QQAmUiiwUjUT1pW8fUof50N4enpCUNDRQ+Q5xcTIClp+AoOdekw2gFsnmLwp7aYODwuevm8CxZXsarm6NG/sWiRl9pXXojFYnz55Sc4evRvAACLy4Gd9zvg1FCGTFIiQvaFBACAoaEhpkyZotaYCCGkLeDxeDh8+DBmzJiheEIOZIZFIWpRCAruZaDoQRbKcgWVjjMb0hPsalZcsrkcmA+1qfR82YtiFD14Wm0sBffSEbUoGJlhUUxPCw8PDxw6dKjRf48JIYQQQggh6kWJi1bK2NgYO3fuZB6fSCrBrUztSF7cyhDiRFJFHeOdO3fC2NhYgxERbdSuXTtmu6oBjZas7EUxs21qatqoc5mYmMDDwwMAIC0VIy30WqPOpw46hnroMErRq6IuMRn3tkTvJeMAtqJU3JEj+zBp0mgkJSWqJZ6kpERMmjSaSVqAzULvJeNg3NuyxuPSQq8xJUQ8PT1hZGSklngIIaSt4XK52Lt3L9atW8ckCIRZ+bj77QGk/HGhymPaj6i6HFQ582per2r1hqREhIc7LuLutwchzCoAoEiorFu3Dnv27KGVFoQQQgghhGghSly0Ym5ubli+fDnz+OA9gcaTF7cyhTgYXzEIvXz5cioRRao0YEBFuaHi5GcajET9ilOymW0nJ6dGn8/Pz48ZCMoMj0LBvYxGn7OxOk8aBLauYqZsXWIyH9oTDt9OYFZe3LlzE25ug7Fly7oGNzAXCoXYsmUd3NwGM+WhWFwOHL6bAPOhPWs8tuBeOjLDowAoBrd8fX0bFAMhhBAFNpsNX19fREdHY9iwYYon5YBA6W9iOY6+Lkydu9V4vnZO3cHRr5xwyLmaxJRIFTx6juQt/+HmrB0qqyyGDx+O6Oho+Pr6Uk8LQgghhBBCtBS9U2/lli9fji+//BKA4rPagXsCXHxcClkz97yQyeW4+LgUB+4Jyj8zYtGiRSqJFUKUubi4MNvFVQxqtGTKiRjlr7OhbG1tsWrVKsUDOZC04SxTO1xT9K1M0a28f0QdYzJ/rSf6/fwR0/NCJBJh9erv4OLSA6tWfYvU1Id1unZq6kOsWvUtXFx6YPXq75hG3Pqd26Hfzx/VmrSQCsVI2vAvM8C1evVq2Nra1unahBBCamZvb4+IiAisW7dOpZ+VMrPBPcDmVl/KDwDYujpoN7hyuSjRs0I8OXATsUv2I2pRCJ6evsusnuPxePD398fly5dhb2/f+C+GEEIIIYQQ0mRq/kRAWjwWi4X169cDADZt2gRAUTbq/osyfOTIh5l+1bWD1Sm3VIqD8cVMTwtAkbQICAgAi8Vq8uuTlqlXr17g8/koLi5udSsuBMmKRIyRkRHs7GouhVFX3t7eOHz4MK5duwZhVj5SQ67CZo6rWs7dUJ3dnfHiahKKErPqHJNxb0s4b/BAauhVZB6/A8iBvLwXCAz0R2CgP7p3t0H//gPRv/9AdOpkCV1dPZSVifD0aRZiY+8gNvZO5QQHC7CaOBDdPUbU2NOiXGrwFQiz8gEoZuUuXry4obeAEEJIFTgcDnx9fZGcnIw//vij0uvmw+v2t7H9cFvkXL5f6fm0kKsqj/l8Pjw8PODr60uJaEIIIYQQQloISly0AWw2Gxs2bICZmRlWrlwJAEjOleD3a/kYZ2eI17roNUkCQSaX43q6CCeSBCiTVjy/fPlyLF++nJIWpEZsNhvOzs6IiIiA6HkRxAWl4JroazqsRhMXlECUUwQAcHZ2VluJCg6Hg6CgIDg5OUEoFCIz7A5M+nWpdXVBU2Jx2LBb7IboxSGQlUnrHBOHx4XNbFd0cO2NjON3kPO/JMglil8iqakPkZr6EOHhh2q/vg4H7V+3Q+eJA8G37VinmF/cSFEpERUUFAQOp+kTvIQQ0tbI5XKcP3++0vNsXR20c7Gu0znaufQAW1cHsjJJla87OjpiwYIF8PDwoH5qhBBCCCGEtDBUKqqNYLFYWLFiBc6cOYOuXbsCAERS4EiiAJtvFSL6qQgSmXrKR0lkckQ/FWHLrUIcTVRNWhw4cAArVqygpAWpk0GDBjHb+dGpGoxEffKi0phtdZSJUmZvb69SMipx7Qnkxz5R6zXqy6CLmUrJqPrExLftCHvfsRgcNAfdZ46AUW9LsHVrLx1i1NsS3WeOwOCgObD3HVvnpEV+TBoS155gSkStWrUKvXr1qtOxhBBC6ufevXt48OBBpefbDbIGh1e3ZtkcHrfaJEdQUBDi4uIwf/58SloQQgghhBDSAtGKizbGzc0NcXFx8PPzw44dOwAAaQUShN4tBl+XhaGdeXitix5MefWfYZwvlOJ6ugg3MoQoLqs6CTJq1KjGhE/aGHd3dwQEBAAAsk7FwsK1t4Yjarynp2KY7YkTJ6r9/D4+PoiKikJoaCjkYinifzoOx+8nwrR/V7Vfq646TxwIwcNsPL+Y2KCYdE0N0PWjIej60RDIpTKUpOdC8PA5JAIRZGIp2FwOdAz1YGhjAYMuZmBx6p+Tz49JQ/yqMMjFikyrh4cHfHx86n0eQghpKaRSaaXnXnvttWZbZVZYWFjl8+3rWCaqnPlwO7y4llzp+W+++QY///xzg2KrTl3uWbt27TB+/Hh89913tGKPEEIIIYSQRqDERRtkbGyM7du348MPP4S3tzcSEhIAAMVlcpx7VIpzj0phps9GF2MddDHSQWdjDiwMOOByWNBhAxIZIJbK8bxEioxCKdKLJEgvlCC3VKbhr4y0Nq6urnBwcEBCQgIK72VA8DgHhtbtNR1WgwkePUdhfCYARfmKkSNHqv0abDYbQUFBKCwsRHh4OGRCMe6tOIreS8ZprGwUi82C3WI3SEvKkHvzYaNiYnHYMOzeHobd1fdz8OJ6ChJ/PcEkLdzd3bFr1y61lfEihPx/e3ceHVV9/3/8NTNZJiQkAZIgYYeQEChCDKABJOK3aikCpSrWEkSq1hYrSFH8UfevQUVFoJ4vWiugRuoGVkDAUhdWg4UQwpYgASQsgRDIQpbJNvP7IzIkzUKWSWaSPB/ncM5n7nzu574zZ5iZe9/38/7AFT399NNVth07dqyans3H4GZSh2G967VPx+G9ZXAz2UsKXnbu3DmdO9f0a2RV95r95z//UWZmppYsWdLkxwcAAABaK67KtGG33nqrDh48qG+++UZ33nlnpbvCLhZate9csTakFujvey7pxe3Zen5Llp7+NkvPb8nSi9uz9fc9l7QhtUD7zhVXSlqYTCbdeeed+uyzz5zxZ6EVMRgMmjFjhv1x+oakWnq7vvSN++ztGTNmNFnJNHd3d33yyScaP368JMlWUqbk+Wt17O+bVWYpaZJjXo2t1CrPwPZXHrtATGWWEh37+2Ylv7i2UtLi448/lrt73cqUAEBLVFZWpo8//tjZYVThH9FDbu0867WPWztP+Q/p0UQRNdx7770nq5WbegAAAICGanGJi7S0ND322GMKDw+Xt7e3OnbsqOHDh+u1115TQUGBs8NrcQwGg8aMGaNPP/1UJ06c0HPPPaeoqCh5edVvEWQvLy9FRUXpueee04kTJ/Tpp59q1KhRTRQ12pKpU6fK29tbknR+c7JKC4qcHFHDlBYUKePb8tlN3t7emjp1apMez2w2a/Xq1ZoyZUr5Bpt0Zm2iEmd+oJyDp5v02P8t5+ApJc6MU/r6/0o8uUBMZ9Ym2te0iImJ0apVq2Q2m5s1FgBobiaTySU/6wJG1q9MlH2/UQ3bryl5eXkxcw8AAABohBZVKmr9+vWaMmWKcnJy7NsKCgq0a9cu7dq1S++88442bNigPn36ODHKlqtr16569tln9eyzz6q0tFQpKSlKSEhQQkKC0tPTZbFYVFRUJE9PT5nNZnXp0kWRkZGKjIxU//795ebWot5OaCH8/PwUExOjv/3tbyorLFHaynj1efAmZ4dVb2kr42X9aWbB1KlTm2WhUHd3d73//vuKiIjQU089JYvFIkt6tvbP+0TB4yPUY0pUve9srY/SgiKlrYzXmXVXkgNGD5O6Txkhg6S0ld/JWlzm9JjMZrNiY2M1e/ZsLjIBaDP+8Ic/6IUXXnB2GHbtenRS4OiGrWUVOLq/Tq/erYKTFx0cVcOxThIAAADQOAabzVb9KsouJikpSSNGjFBBQYF8fHw0b948jRkzRoWFhfroo4/sC033799fu3btko+Pj8OOferUKXXvXr6I7MmTJ9WtWzeHjd2anT9/XkFBQZW2ZWRkKDAw0EkRuT5es+qlpqZq0KBBslgskkEa9NJk+Q3s6uyw6izn4Cntn/epZCu/SL5//36FhIQ0awyHDx/W9OnTFR8fb99mNLsraEy4uvxysEPXDsk/fl7pG5KUsTnFnqyRpPbhXdRv5q1q162jJKng1EUdWbJJl1LSnRbTiBEjtHz5coWFhV11DP5/1h+vWf3xmjUMr1v9ZWRkqHPnznXq69W1g8xd/JskDoPRIO/eger6q+vk5tPwWSCleRad/nyP8o+fl83aNKc3hWeyZDmTXWsfNzc3xcbGau7cuU1WErIl4f9m43AeCgAA2rIWc4v8o48+qoKCArm5uWnTpk2KioqyP3fzzTerX79+mjt3rlJSUvT666/rmWeecWK0ABwpJCREsbGxeuyxxySbdGTJJkX8NUYms+uvQ1BmKdGRJf+2390/f/78Zk9aSFJYWJi2bdumxYsX22dfWC0lOrtxn85u3CffAcG6ZuxgdYjoIXe/dvUevySnQFmJaTq7Mcm+APllRg+Tek4dqeDxETKYrsxoaNeto659ebJOr01U2gc7ZC0ua7aY3NzctGDBAs2aNavS+j4A0FbU56J60flcBU+M0DW/uNZlL8a7+ZjVM2ZEk4xts9l0duM+HV+WVmu/3r1768MPP9T111/fJHEAAAAAbUmLmHGxa9cuDR8+XJL00EMP6a233qrSx2q16mc/+5mSk5PVoUMHnTt3zmGLq3KnS8Nwh1X98ZrVrKysTDfeeKN9xkDwxOvU54FoJ0d1dcf+vrl8HQWV392/detWp18oT01NVWxsrN57771qn/cMaC/vkCD5hHSWT98geXTykcnDTQY3o2ylVpUVl6r4Qp7yjmYoL/Wc8lMzVJR5qco4Ji93Bd4Urq6/ipRXsH+tMRWeydbpzxOU8W1ypRkRjo7pMg8PDx08eLBeSST+f9Yfr1n98Zo1DK9b/VX3ml1Np6gQhTxyi9zbu976GE2l5JJFqW/8WxfiU2vtd8899+jNN9+Un59fM0XWMvB/s3E4DwUAAG1Zi5hx8fnnn9vb06dPr7aP0WjUvffeq3nz5ikrK0ubN2/WLbfc0kwRAmhqJpNJK1as0JAhQ2SxWHRm7R75DeqmTtf3dXZoNbrw/dHytRRUXiJqxYoVTk9aSOUzWF599dUaExdFmZdUlHlJF3cebdD47bp3VJdxQxQ4pn+d16vwCvZXyIz/Ua/7Rinj22SdXZ9UqVa5o2LKP5Gpsxv3qbi4WAsXLtSbb77ZoPEAoDX661//qnnz5ik/P7/a5y/Ep+rSkbMKmzNWfj9r/RdQcw6c0uGFG1WcmVdjn3bt2mnp0qW69957XXY2CgAAANAStYhVSLdt2yZJ8vb2VmRkZI39oqOv3H29ffv2Jo8LQPMKCwtTbGxs+QOblLJgvbL3nXRuUDXITkpTyoL19hJRsbGxCg0NdW5QV/HQQw9p9OjR9V4jyOTlId+BXRU88ToNevEuRfzfveoybnCDFtl2a+ep4HFDFPF/92rQi3cpeOJ18h3YVSav+s2gqymmXveNkvGnEmNxcXHKzc2td4wA0Fr95je/UUJCgiIiImrsU5yZp/1PrtKJf8TLVmZtxuiaj63MqhMrv9P+J1fVmrSQpK+//lrTpk0jaQEAAAA4WIuYcZGcnCyp/C5hN7eaQ+7fv3+VfeBaMjMznR2CS6vu9eE1qywmJkbx8fFavXq1bCVlOvTCGg14eqL8r+3u7NDsspPSdCh2rWwlZZKkO++8UzExMTp//ryTI7uiuvfVrFmzFBAQIKvVqmPHjikpKUkHDhxQbm6uDhw4oMTE8tkjXt07quOw3vLuHSSfkCB5BXeQwejYCzYGg0F+g7rJb1D5Hb02q02FZ7KUl5qh/OMZKs0vkrW4TLaSMhncTTJ6mOTm7XnVmNzaeSpoTLjObtyn/Px8LV26VPfff3+dYuL/Z/3xmtUfr1nD8LrVX02vWUBAgNauXavY2Fj97W9/q35nq00nP9ypnKQ0hc4ZK3OQbxNH23wsGbn64bWNyk0+c/XOkvz8/Fzq+93V8P8QAAAADeXya1xYLBZ5eXlJksaNG6cvvvii1v4+Pj7Kz8/XDTfcYK+FfzWnTp2q9fn09HT7GhvUFq27htROBhrC4G5S/yfGuUTZqAs7jyrllfX2pEVrFPHGVHn3CnB2GA2Wf/y8Emd+4OwwAKBVMHl7qt8jtyhgZD9nh9JomTuO6Mgb/1ZZfpGzQ2nVWOOi7ljjAgAAtGUuP+Pi0qUri6vWpXyJt7e38vPzlZdX+7Tuii7/GATQMtlKypQ8f62Cx0eo59SRMpnrV1bIEcosJToRt6N8TQuXTgc3ju/Ars2atLBZbSo8naW8o+eUf/y8SvOKZC0ula3UKoObUUYPN7n5eMq7d6B8+naWV9erz/7w7h0o3wHByj1Ut7tpAaCtM3q4yVpcWu1zZflFSnn5C13zi0HqfX+0U76DG6vMUqLj72zR2X/td3YoAAAAAH7i8okLi8Vib3t4eFy1v6dneU31wsLCJosJdRMYGKjLE3qo+4smZ5POrE3UxV3H1W/WrfIb2LXZDp1z8JSOLNkkS3pOsx3TWbqMvbZJx7fZbMo5cEoXvz+mvNRzyj+WobLCkjrvb/Jyl3efIPmEdFan6/vK92ddq/38uWbsYBIXAHA1Bil4wnXq8dsond2YpBNx39W4rsXZL/cr9+Bphc0d16Jm5eUfP6/Dr25QwcmLzg6l1XPxif4AAABwMS6fuDCbzfZ2cXHxVfsXFZVP7b5cXqouTp6sfXHfiqWiALg2S3q29s/7RMHjI9RjSlSDFoiuq9KCIqWtjG/1sywq8h/Ss0nGLc0vUsa3yUrfkKTCRlw8KissUe7B08o9eFpn1uxRu+4ddc24wQoaE17pvdAhoocjwgaAVuu/yzB2u2OY/AZ11+FXN8hytvpEfcHJi9r753+oz/3RuuaX17r0jSs2m03pG5J0fNnWVl3eEQAAAGipXD5x0b59e3u7LuWf8vPzJdWtrNRl1AptehkZGc4OAa1camqqZs6cqd27d9tnX5zddEBBY8LV5ZeDHXr3Z/7x80rfkKSMzSmyWq7MBhg2bJiWLFmikJAQhx3L2axWq/r27av8/Hx5BraXu1/dk8J1UXgmW6f/ubvKa3mZZ2B7+YR0lk/f8lkUHh29ZfR0k8HNJFtpmaxFpSq+mK+81HPKO5qhvNRzKjp/pcRgwcmLOvbWt/rx3e0Kuqm/uk4aKq9gf7n7tZNnQHsVZV6Sj4+PUlNTZTQaHfq3AUBLYbVa9fDDD2v16tWSJKPZXQOenij/ayuXU20feo2GLJmio0u/0fktKdWOZSsp09G3vlFW4gn1m3mL3H0d+73hCCW5hTry13/r4vdHa+13xx136JVXXql0PgIAAACgebh84sJsNisgIECZmZlXXUQ7KyvLnrhg3QrXwgJ8aGqBgYHauXOnFi9erKeeekoWi0VWS4nObtynsxv3yXdAsK4ZO1gdInrI3a9dvccvySlQVmKazm5MqlJiyGw2a/78+Zo1a5ZMJpOj/iSXkJKSciUhHNLZYePayqw6vTZRaR/skLW48p2uvgO7qsvYa+U/pGedEiXevQPVIbKX/XFJToGy96YpfeM+5R48LUnl74Uv9yvjm0PqETNSXSdEyDskSEWZl5SXl6fs7GyFhYU57O8DgJZk4cKF9qSFwd1UbdLiMrd2ngqd8wv5X9dTR9/8ptqksyRd/P6oEmeeU9icsfIb5Do3CWXvP6kfFn6p4gs13xDl4+OjpUuXaurUqc0YGQAAAICKXD5xIUnh4eHatm2bUlNTVVpaKje36sNOSUmptA+AtsVkMmnOnDmaOHGiFi5cqLi4OPtF99xDZ+wJB8+A9vIOCbLfye/RyUcmDzcZ3IyylVpVVlyq4gt59jv481MzVJR5qcrxfHx8FBMTozlz5rSqWRYVJSQk2Ns+fYMcMmbBqYs6smSTLqWk27eZvNwVeJNjZse4+7VTYHR/BUb3V/6PmeWzY75NltVSImtxmX5cvlUX4o/IJ+Qa+z4JCQkkLgC0SYcPH9ZTTz1V/sAg9X9iXI1Ji8sMBoM63zxAvv27KOWVDco/Wv3M2uILedr/5KfqPvl69bjnBhlMzpvZZiuzKu3DnTr5yfe1lneMjIzUhx9+qH79+jVfcAAAAACqaBGJi1GjRmnbtm3Kz89XQkKCrr/++mr7bdmyxd4eOXJkc4UHwMWEhITozTff1IIFCxQXF6elS5fq0KFD9ueLMi+pKPOSLu6svURETQYMGKCHH35YMTEx8vX1dVTYLikpKcnebuyMC5vVptNr9lSeZWFQk65H4t0rQCEz/ke97htVaT2SS8npyjtyzt5v7969+u1vf+vw4wOAKysrK9P06dNlsVhSXyMiAAAsAklEQVQklS/EfXlNi7rwCu6gwa/+Rife36HTnydU38kmnfz4e2XvS1PYY7+UOaj5vzctGbk6/NoGXUpOr7XfY489pvnz58vDw6OZIgMAAABQkxZR0PtXv/qVvb1ixYpq+1itVr3//vuSJH9/f40ZM6Y5QgPgwnx9ffXwww/rwIED2rx5s2bPnq3Ro0fXaw0cqXytndGjR2v27NnavHmzDhw4oBkzZrT6pIVUXoLvMo+O3g0ex1paph8Wfakfl2+1Jy3MXfw16KXJ6vPgTU26iLpUXtqkz4M3adBLd8ncxV+SZCu12p+/eLHhC4IDQEu1ePFixcfHS5LMwf7qGTOi3mMY3U3qff9oDXx+ktz9ay7FeCk5XYkzP1D2vpMNjrchsvedVOLMD2pNWgQFBenLL7/Uq6++StICAAAAcBEtYsbF8OHDdeONN2rbtm1atmyZpk2bpqioqEp9Fi5cqOTkZEnSrFmz5O7u7oxQAbggg8Gg6OhoRUdHSypPdB45ckQJCQnau3evsrOzZbFYVFRUJE9PT5nNZvn7+2vIkCGKjIxUv3792uzCzZfvwpUko2fDvjKsxaVKWbBeF/9zrHyDofyu3p4xI2QyN+9ntd/Abor4a4xOxO2wz76QpH/961+yWCwym83NGg8AOEtqamqlElH9Zt7aqM/kDtf1UsRfY/TDon8pO/FEtX3K8ouUPH+thq14UG7tmj5BUFpQrOTYtSorLK6xz2233ab33ntPnTs7bh0nAAAAAI3XIhIXkrRkyRKNHDlShYWFuvXWW/WXv/xFY8aMUWFhoT766CO9/fbbkqTQ0FDNmTPHydECcGVGo1FhYWEKCwujPNBVFBdfudhjcKv/wuPW0rJKSQuDu0n9nxhXr1IkjmYyu6vPgzfJ79ruSlmwXraSMp06dUp33323Vq1aReIbQJvw2muvXSkRNT5CfgO7NnpMjw7eGvjcJJ3+PEEn4nZUmtl2WVlBsfJ+SJf/kJ6NPt7V5P2QXmPSwt3dXS+99JJmz57dZm9OAAAAAFxZi/mVHhERoY8//li+vr7Ky8vTX/7yF0VFRenmm2+ulLRYv3692rdv7+RoAaB1qFgyw1ZaVq99bVabjizZZE9aGM3uGvjcJKcmLSrqdH1fDXxukow/3WG8du1aTZ8+XVZr1QttANCa5OTk6IMPPpAkmbzc1WNK1FX2qDuD0aBuvx6qa1+5W+5+XtX2ce/Q8NKD9VHTcYKCgvTdd99pzpw5JC0AAAAAF9WifqmPHz9e+/bt0+zZsxUaGqp27drJ399fQ4cO1YIFC5SYmKiQkBBnhwkArUbF0knWotJ67Xt6zR6d35wiqXymxYCnJ8r/2u4Oja+x/K/trgFPT5TBvXw2ycqVK7Vo0SInRwUATSsuLk75+fmSpMCbwptknSHvXgGyllRNeHsG+apdj04OP1512vXoJM9qFgO3WCwaNGhQs8QAAAAAoGFaVOJCknr27KnXX39dhw8fVn5+vrKysrRr1y7NnTtX7drVvCAgAKD+OnToYG8XX8yv834Fpy4q7YMd5Q8MUv8nxrlc0uIy/2u7q/8T4yRD+eOnnnpKhw8fdm5QANBEbDabli5dan/c5ZeDm+Q42XvTVFZQtUxTpxEhMhgMTXLM/2YwGNQpqupNTbm5ufr666+bJQYAAAAADdPiEhcAgOYzePCVC1p5qefqtI+tzKojSzbJWlx+p23whOtcpjxUTTpd31fB4yMkld+JO336dJWV1a80FgC0BFu2bFFycrIkyXdgV3n3CmiS42R+l1rt9oAR/ZrkeDUJGFH9bOzVq1c3axwAAAAA6ofEBQCgRpGRkfZ23tGMOu1zem2iLqWkS5LMwf7qGTOiSWJztJ5TR8rcxV+SFB8fryVLljg3IABoAmvXrrW3u4y9tkmOYS0t08Xvj1bZ7tHRW+3DujTJMWvSvn+wPDpWXetizZo1Ki2tXwlEAAAAAM2HxAUAoEahoaHy8fGRVLcZF4VnsiuViOo381aZflr82tWZzO7qN+sWe8moJ598Uqmp1d8xDAAt1e7du+1t/yE9m+QYuQdOqfSSpcr2TlEhMhibp0zUZQajQZ1uqDrr4sKFC9qyZUuzxgIAAACg7khcAABqZDQaFRFRXkKp6PwlleQU1tr/9D93XykRNT5CfgO7NnmMjuQ3sFulklELFy50ckQA4DhWq1WJiYmSJM/A9nL382qS42TuOFLt9k4jm7dM1NWOu2rVqmaOBAAAAEBdkbgAANRq6NCh9nb23hM19ivNL1LG5hRJksnLXT2mRDV5bE2hx5QoGX+aJRIXF6fc3FwnRwQAjvHDDz8oLy9PkuQT0rlJjmErs+rCzqplotz9vOQ3wDnJbL+BXeXmWzVJ889//pP1jAAAAAAXReICAFCrCRMm2NvpG/fV2C/j22RZLSWSpMCbwuXWzrPJY2sKbu08FTQmXJKUn5+vuLg4J0cEAI6RkJBgb/v0DWqSY+Qmn1FJdkGV7R1v6CuDqf6nHjabTdlJaTr9+R5lJ6XJZrPVewyDyahON/Stsv3cuXP67rvv6j0eAAAAgKZH4gIAUKvo6GiFh5dfyM89eFr5P2ZW6WOz2ZS+Icn+uMsvBzdbfE2h4oK1S5cubdCFMgBwNUlJVz6nm2rGReZ31ZeJChhR/zJRJTkFOvS/a3TgqdU6vmyLDjy1Wof+d41KcqomRq6mpuOvXr263mMBAAAAaHokLgAAtTIYDJoxY4b9ccUExWU5B06p8ORFSZLvwK7y7hXQbPE1Be/egfIdECxJOnTokLZu3erkiACg8bKysuxtj47eDh/fZrXpQnxqle0mb0/5Deper7Gyk9K055E4Ze0+Xml71u7jSpz5gbKT0uo1nt+13WXyrjoT8LPPPiM5DQAAALggEhcAgKuaOnWqvL3LL3Kd35ys0oKiSs9f/P6YvV1xtkJLds3YK7NG1qxZ48RIAMAxLBaLvW30dHP4+HlHzqo4M6/K9k7X95HR3VSnMaylZfrx3W068PRqlWRVP7Oi+GK+Djy9Wj++t13W0rqtUWF0N6nj8D5Vtp88eVK7du2q0xgAAAAAmg+JCwDAVfn5+SkmJkaSVFZYorSV8ZWez0s9Z2/7D+nZrLE1lQ4RPeztinXhAaClKi4utrcNbnVLJNRH5o7qy0R1Glm3MlGWs9na98QnOrV6t3S1SRA26dSqXdr3xCeynM2u0/gBNcSxatWqOu0PAAAAoPmQuAAA1Mljjz0ms9ksSTqzLlE5B09LKi8Nkn8sQ5LkGdhe7n5eTovRkdz92skzoL0kKTExUVar1ckRAUDjeHh42Nu2Os5UqCubzVbt+hYmL3d1qENC+/yWFCXOXKm8H87W67h5P5xV4syVOr8l5ap9O0T0lMnLvcr21atXUy4KAAAAcDEkLgAAdRISEqLY2NjyBzbpyJJNKrOUqPB0lsoKSyQ13WKvzuIdEiRJunTpko4cqf5OYgBoKS4nnyXJWlTq0LHzj51X0bncKts7DOsjo0fNZanKCov1w+J/6fBrG1VWWFxjP48An1rHOPzaRv2wZFOtYxg93NRhaO8q248dO1Zp4XIAAAAAzkfiAgBQZ48++qiioqIkSZb0bJ344DvlHb1SJsqnb5CzQmsSFRMxlIsC0NJ16NDB3i6+mO/QsS9UM9tCkgJGhNS4T17qOSU+ulIZXx+qsY/BzaTeD0Zr2LIH1PuBaBncaj59yfjqoPbO/kel8oVV46m+XNTq1atr3AcAAABA8yNxAQCoM5PJpBUrVlwpGbV2T6XSIK1txkXFRMzevXudFwgAOMDgwYPt7dou7teXzWardn0Lo4ebOkRWneFgs9p0+vM9Snr8I1nOZNc4rlfXDhr82m/UdcJ1MhgN6jrxOg1+9Tfy6tqhxn0KT2cp6fGPdPrzPdWWf+oQ2UtGj6rre5C4AAAAAFwLiQsAQL2EhYVVKhl1cecx+3MeHb2dFFXT8Oh0pTRJdna28wIBAAeIjIy0t/OOZjhs3IK0Cyo8nVVle4fIXjKZK68pUZxdoEP/+7mOL9siW2nNawd1vmWghiz6bZWZfD4hnTVk0W8V9POBNe5rK7Xq+LItOvS/a1ScXVDpOZOXh/yv61Vln+TkZB06VPPMDwAAAADNi8QFAKDeZs+erSlTppQ/qHBHq9Gz5jrmLZGpQl12i8XixEgAoPFCQ0Pl41OekHXkjIsL36VWu73Tf5Vlyko8ocRH4pSV8GONY5naeSjs8V+q38xbZfLyqL6Pl4dCZ92qsMfGytSu+j6SlLX7uBJnxil774lK2wNGUi4KAAAAcHUkLgAA9WY0GrVixQqNHz++0naDW9XyGy1ZxVrqRUVFTowEABrPaDQqIiJCklR0/pJKcgodMm5mNetbGNxM6ji8vEyUtaRMx9/dpoPPfKaS/5oBUVH7sC6KWBKjwNFhdTpuYHR/RSyZIu9a1lcqySrQgWc+04/vbpO1tEyS1HFYn2rXyiBxAQAAALgOEhcAgAZxd3fXJ598oq5du9q32X66KNRaVCxj4unp6cRIAMAxhg4dam//90yEhig8k62CHzOrbPcf0kNu7TxVmJ6tfU98rNOrd9c8iEHqdtdwDXr5Lpmv8avX8c3X+Ct4fETtnWzSqdW7te+JT1SYni03b0/5D+lZpVtSUpKOHj1ar+MDAAAAaBokLgAADWY2m3XbbbfZH1uLSp0YjeOVFV/5ey4vSA4ALdmECRPs7fSN+xo93oVqZltI5eWYMjYna++slco7UnNZKo+O3vrZC3eo170jZWzgrL1zm/bb2506daqxX94PZ7V31kplbE5RpxEh1fZh1gUAAADgGkhcAAAapeJFouKL+U6MxPGKL+TZ2/7+/s4LBAAcJDo6WuHh4ZKk3IOnlV/NbIn6yNxRfeIi87sj+mHhlyorLK5x3w7Deivir1PlP7hHg4+ff/y8cg+dkSQNGDBAhw4d0rhx42rsX1ZYrB8WbtSF+OrX5Vi1alWDYwEAAADgOCQuAACNMnjwYHvbkYu9uoK8oxn29pAhQ5wXCAA4iMFg0IwZM+yP0zckNXgsS0ZujZ/7WbuO1xyDm0l9fn+TBjw9Ue5+Xg0+vlR51siMGTMUFBSkdevWacmSJfLwqGXh7hri27Vrl9LS0hoVEwAAAIDGI3EBAGiUyMhIe7vihf7WoOIFuYp/JwC0ZFOnTpW3t7ck6fzmZJUWFDVonAvfVT9roTZe3Tpq8Ov3KHh8hAwGQ4OOe1lpQZEyvk2WJHl7e2vq1KmSypMzM2fO1Pfff6+wsLot9F3RZ5991qi4AAAAADQeiQsAQKOEhobKx8dHUuubcZGfWp6Iad++vfr16+fkaADAMfz8/BQTEyNJKissUdrK+AaNU9P6FjXpfOvPNGTRb+XTO7BBx/tvaSvjZbWUSCpPxvj6+lZ6fsiQIUpISND9999fr3FZ5wIAAABwPhIXAIBGMRqNioi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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 525, + "width": 791 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "clscpso = LSCP.from_cost_matrix(\n", + " cost_matrix,\n", + " SERVICE_RADIUS,\n", + " demand_quantity_arr=demand_quantity,\n", + " facility_capacity_arr=facility_capacity,\n", + " predefined_facilities_arr=facility_points[\"predefined_loc\"],\n", + " name=\"CLSCP-SO_predefined\"\n", + ")\n", + "clscpso = clscpso.solve(solver)\n", + "facility_points[\"dv\"] = clscpso.fac_vars\n", + "facility_points[\"dv\"] = facility_points[\"dv\"].map(lambda x: x.name.replace(\"_\", \"\"))\n", + "plot_results(\n", + " clscpso,\n", + " clscpso.problem.objective.value(),\n", + " facility_points,\n", + " clis=client_points\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Solve & plot the standard LSCP" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:20:04.672051Z", + "start_time": "2023-01-10T18:20:03.750221Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 525, + "width": 791 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "lscp = LSCP.from_cost_matrix(\n", + " cost_matrix,\n", + " SERVICE_RADIUS,\n", + " predefined_facilities_arr=facility_points[\"predefined_loc\"],\n", + " name=\"LSCP_predefined\"\n", + ")\n", + "lscp = lscp.solve(solver)\n", + "plot_results(\n", + " lscp,\n", + " lscp.problem.objective.value(),\n", + " facility_points,\n", + " clis=client_points\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Compare the results" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": { + "ExecuteTime": { + "end_time": "2023-01-10T18:20:05.818278Z", + "start_time": "2023-01-10T18:20:04.675097Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 427, + "width": 794 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "models = [clscpso, lscp]\n", + "fig, axarr = plt.subplots(1, len(models), figsize=(10, 10))\n", + "fig.subplots_adjust(wspace=-0.01, hspace=-0.01)\n", + "for i, m in enumerate(models):\n", + " plot_results(\n", + " m, m.problem.objective.value(), facility_points, clis=client_points, ax=axarr[i]\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here we can see the solutions to the CLSCP-SO and LSCP are very similar. Facilities $y_1$ (green), $y_2$ (brown), $y_5$ (darker violet), and $y_9$ (orange) are present in both solutions, with $y_5$ being pre-defined in both. In fact, the only difference between the two models is the inclusion of Facility $y_6$ (lighter lilac) in the CLSCP-SO solution. This difference is due to taking client demand into consideration along with facility capacity.\n", + "\n", + "----------------------\n", + "\n", "## References\n", "\n", - "- [Church, R. L., & Murray, A. T. (2018). Location covering models: History, applications and advancements (1st edition 2018). Springer](https://www.springer.com/gb/book/9783319998459)\n", - "- [Toregas, C., Swain, R., ReVelle, C., & Bergman, L. (1971). The location of emergency service facilities. Operations Research, 19(6), 1363–1373.](https://pubsonline.informs.org/doi/abs/10.1287/opre.19.6.1363)" + "- [Church, R. L., & Murray, A. T. (2018). Location covering models: History, Applications and Advancements (1st edition 2018). Springer](https://www.springer.com/gb/book/9783319998459)\n", + "- [Current, J. R., & Storbeck, J. E. (1988). Capacitated Covering Models. Environment and Planning B: Planning and Design, 15(2):153–163, 1988. doi:10.1068/b150153.](https://journals.sagepub.com/doi/abs/10.1068/b150153)" ] } ], @@ -1219,7 +1943,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" }, "vscode": { "interpreter": { diff --git a/notebooks/lscp_gis.ipynb b/notebooks/lscp_gis.ipynb index 4244a114..253c9b8e 100644 --- a/notebooks/lscp_gis.ipynb +++ b/notebooks/lscp_gis.ipynb @@ -31,8 +31,8 @@ "id": "4a4648c9", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:36.218956Z", - "start_time": "2022-11-11T17:40:36.177031Z" + "end_time": "2022-12-29T02:18:56.099117Z", + "start_time": "2022-12-29T02:18:56.053561Z" } }, "outputs": [ @@ -40,15 +40,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:40:36.206652-05:00\n", + "Last updated: 2022-12-28T21:18:56.085737-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -69,8 +69,8 @@ "id": "367156e4", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:38.325932Z", - "start_time": "2022-11-11T17:40:36.222136Z" + "end_time": "2022-12-29T02:18:58.404656Z", + "start_time": "2022-12-29T02:18:56.103546Z" } }, "outputs": [ @@ -80,14 +80,14 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "routingpy: 1.1.0\n", - "numpy : 1.23.4\n", + "json : 2.0.9\n", "spopt : 0.4.1+200.g336f235.dirty\n", - "folium : 0.13.0\n", - "shapely : 1.8.5.post1\n", - "overpy : 0.6\n", + "folium : 0.14.0\n", "pulp : 2.7.0\n", - "json : 2.0.9\n", + "routingpy: 1.1.0\n", + "numpy : 1.23.5\n", + "shapely : 2.0.0\n", + "overpy : 0.6\n", "\n" ] } @@ -125,8 +125,8 @@ "id": "9c1276e0", "metadata": { "ExecuteTime": { - 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" ).addTo(feature_group_ac5b639bc0593ae89038efb4a6a03f78);\n", + " ).addTo(feature_group_bdfbd7a6eeb927207cc4da3b0111e595);\n", " \n", " \n", - " var popup_65a820e4a6f943708917644d19ca525e = L.popup({"maxWidth": "100%"});\n", + " var popup_a7fd6cef5c8044d46e6e78fbb2d44847 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_cb9051877acd920cd48d6a17c2082b71 = $(`<div id="html_cb9051877acd920cd48d6a17c2082b71" style="width: 100.0%; height: 100.0%;">Convocation Hall</div>`)[0];\n", - " popup_65a820e4a6f943708917644d19ca525e.setContent(html_cb9051877acd920cd48d6a17c2082b71);\n", + " var html_08d0d69e50c8c06ef63ec6b07e557ade = $(`<div id="html_08d0d69e50c8c06ef63ec6b07e557ade" style="width: 100.0%; height: 100.0%;">Convocation Hall</div>`)[0];\n", + " popup_a7fd6cef5c8044d46e6e78fbb2d44847.setContent(html_08d0d69e50c8c06ef63ec6b07e557ade);\n", " \n", " \n", "\n", - " circle_marker_e4514c3d8561571e86172827034bc565.bindPopup(popup_65a820e4a6f943708917644d19ca525e)\n", + " circle_marker_0e603f637e7324bf86e102d256c4da49.bindPopup(popup_a7fd6cef5c8044d46e6e78fbb2d44847)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_68b18989564fd15fb4dced073a3a88ef = L.circleMarker(\n", + " var circle_marker_d19e12b85f7f1adcca7bf667d6ce4418 = L.circleMarker(\n", " [43.6600624, -79.3932673],\n", " {"bubblingMouseEvents": true, "color": "blue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "blue", "fillOpacity": 0.3, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ac5b639bc0593ae89038efb4a6a03f78);\n", + " ).addTo(feature_group_bdfbd7a6eeb927207cc4da3b0111e595);\n", " \n", " \n", - " var popup_62ececefefd35338cc9b2694ceadf727 = L.popup({"maxWidth": "100%"});\n", + " var popup_8d615ebf8ab24b4961e7e8346ce7fa27 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c3dc20ba4d68babbb2335d2065cb4d3f = $(`<div id="html_c3dc20ba4d68babbb2335d2065cb4d3f" style="width: 100.0%; height: 100.0%;">Rosebrugh Building</div>`)[0];\n", - " popup_62ececefefd35338cc9b2694ceadf727.setContent(html_c3dc20ba4d68babbb2335d2065cb4d3f);\n", + " var html_6131cc91a2096ce439ba22865a6fc498 = $(`<div id="html_6131cc91a2096ce439ba22865a6fc498" style="width: 100.0%; height: 100.0%;">Rosebrugh Building</div>`)[0];\n", + " popup_8d615ebf8ab24b4961e7e8346ce7fa27.setContent(html_6131cc91a2096ce439ba22865a6fc498);\n", " \n", " \n", "\n", - " circle_marker_68b18989564fd15fb4dced073a3a88ef.bindPopup(popup_62ececefefd35338cc9b2694ceadf727)\n", + " circle_marker_d19e12b85f7f1adcca7bf667d6ce4418.bindPopup(popup_8d615ebf8ab24b4961e7e8346ce7fa27)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_073cc64eb06b12aa3b14176829e4de8c = L.circleMarker(\n", + " var circle_marker_3f69a497afd0c05dbbc1a07b1117d33c = L.circleMarker(\n", " [43.6600562, -79.3938368],\n", " {"bubblingMouseEvents": true, "color": "blue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "blue", "fillOpacity": 0.3, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ac5b639bc0593ae89038efb4a6a03f78);\n", + " ).addTo(feature_group_bdfbd7a6eeb927207cc4da3b0111e595);\n", " \n", " \n", - " var popup_73d3ec6251dfdc114eceec6ab05948d8 = L.popup({"maxWidth": "100%"});\n", + " var popup_220e005f4c8fbe4ee310a4bbdbcdf468 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - 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" ).addTo(feature_group_ac5b639bc0593ae89038efb4a6a03f78);\n", + " ).addTo(feature_group_bdfbd7a6eeb927207cc4da3b0111e595);\n", " \n", " \n", - " var popup_5b9e2d3ecf0d938cd65fbdbf41bdd761 = L.popup({"maxWidth": "100%"});\n", + " var popup_532f10c675cd28f06f4942fec3abca87 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bcd94ee496faf446738bbb50521c04de = $(`<div id="html_bcd94ee496faf446738bbb50521c04de" style="width: 100.0%; height: 100.0%;">n/a</div>`)[0];\n", - " popup_5b9e2d3ecf0d938cd65fbdbf41bdd761.setContent(html_bcd94ee496faf446738bbb50521c04de);\n", + " var html_4884a679998fa16b6f45e05120c52b93 = $(`<div id="html_4884a679998fa16b6f45e05120c52b93" style="width: 100.0%; height: 100.0%;">n/a</div>`)[0];\n", + " popup_532f10c675cd28f06f4942fec3abca87.setContent(html_4884a679998fa16b6f45e05120c52b93);\n", " \n", " \n", "\n", - " circle_marker_c907cfa233e049aa8b3c4ba77dab4309.bindPopup(popup_5b9e2d3ecf0d938cd65fbdbf41bdd761)\n", + " circle_marker_31a291930fbb2d90218ac6cda5d814c1.bindPopup(popup_532f10c675cd28f06f4942fec3abca87)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3b342df27dd7e1f3944c0315d2cda1e8 = L.circleMarker(\n", + " var circle_marker_593bbfb1f0c99a9464757c7d6999147f = L.circleMarker(\n", " [43.6607415, -79.3965722],\n", " {"bubblingMouseEvents": true, "color": "blue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "blue", "fillOpacity": 0.3, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ac5b639bc0593ae89038efb4a6a03f78);\n", + " ).addTo(feature_group_bdfbd7a6eeb927207cc4da3b0111e595);\n", " \n", " \n", - " var popup_95808332cd01c6e0906920b7dad7d280 = L.popup({"maxWidth": "100%"});\n", + " var popup_37afdc17ed1cc185d94ed9c694e5b1dd = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_33371a39ca2dbfe4036495e3415aedbb = $(`<div id="html_33371a39ca2dbfe4036495e3415aedbb" style="width: 100.0%; height: 100.0%;">Myhal Centre</div>`)[0];\n", - " popup_95808332cd01c6e0906920b7dad7d280.setContent(html_33371a39ca2dbfe4036495e3415aedbb);\n", + " var html_e0bd35468eb70ee8d135f15c3116ddd3 = $(`<div id="html_e0bd35468eb70ee8d135f15c3116ddd3" style="width: 100.0%; height: 100.0%;">Myhal Centre</div>`)[0];\n", + " popup_37afdc17ed1cc185d94ed9c694e5b1dd.setContent(html_e0bd35468eb70ee8d135f15c3116ddd3);\n", " \n", " \n", "\n", - " circle_marker_3b342df27dd7e1f3944c0315d2cda1e8.bindPopup(popup_95808332cd01c6e0906920b7dad7d280)\n", + " circle_marker_593bbfb1f0c99a9464757c7d6999147f.bindPopup(popup_37afdc17ed1cc185d94ed9c694e5b1dd)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_38d8351e980dfbb647540bb5c7aa034e = L.circleMarker(\n", + " var circle_marker_e8c5f9c393ea88c52137b96977018db6 = L.circleMarker(\n", " [43.6673873, -79.3987786],\n", " {"bubblingMouseEvents": true, "color": "blue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "blue", "fillOpacity": 0.3, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ac5b639bc0593ae89038efb4a6a03f78);\n", + " ).addTo(feature_group_bdfbd7a6eeb927207cc4da3b0111e595);\n", " \n", " \n", - " var popup_5c7a880bcb2477cc417a0e93cb7d05b5 = L.popup({"maxWidth": "100%"});\n", + " var popup_2dd224e74aedd7eaab31bc72fbf661c9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - 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" ).addTo(feature_group_ac5b639bc0593ae89038efb4a6a03f78);\n", + " ).addTo(feature_group_bdfbd7a6eeb927207cc4da3b0111e595);\n", " \n", " \n", - " var popup_0f4761be003bf47f57c9ce8b90f12ee0 = L.popup({"maxWidth": "100%"});\n", + " var popup_323cf16d714b350323e2a9397ef1e3a8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1033eefdc6408d30e5e14b146b6c0394 = $(`<div id="html_1033eefdc6408d30e5e14b146b6c0394" style="width: 100.0%; height: 100.0%;">Medical Sciences Building</div>`)[0];\n", - " popup_0f4761be003bf47f57c9ce8b90f12ee0.setContent(html_1033eefdc6408d30e5e14b146b6c0394);\n", + " var html_c4aec9c8067ee5085228ca67a5b67c8c = $(`<div id="html_c4aec9c8067ee5085228ca67a5b67c8c" style="width: 100.0%; height: 100.0%;">Medical Sciences Building</div>`)[0];\n", + " popup_323cf16d714b350323e2a9397ef1e3a8.setContent(html_c4aec9c8067ee5085228ca67a5b67c8c);\n", " \n", " \n", "\n", - " circle_marker_ea4c3e49d2268c0a0ab853ddaf1095ef.bindPopup(popup_0f4761be003bf47f57c9ce8b90f12ee0)\n", + " circle_marker_e1587466167710bde1688157497cd545.bindPopup(popup_323cf16d714b350323e2a9397ef1e3a8)\n", " ;\n", "\n", " \n", " \n", " \n", - 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" ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_1e4d975646ecf837061f1bbe132e6f3f = L.popup({"maxWidth": "100%"});\n", + " var popup_d1def7e696cf76dfdf5154b21896fab5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f2fce216cc1905ebf2c83e2e0bb0bb07 = $(`<div id="html_f2fce216cc1905ebf2c83e2e0bb0bb07" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", - " popup_1e4d975646ecf837061f1bbe132e6f3f.setContent(html_f2fce216cc1905ebf2c83e2e0bb0bb07);\n", + " var html_bceec985cadfc98719362f3cc9af8374 = $(`<div id="html_bceec985cadfc98719362f3cc9af8374" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", + " popup_d1def7e696cf76dfdf5154b21896fab5.setContent(html_bceec985cadfc98719362f3cc9af8374);\n", " \n", " \n", "\n", - " circle_marker_b6b6d92dd95847b02191f997add106d8.bindPopup(popup_1e4d975646ecf837061f1bbe132e6f3f)\n", + " circle_marker_d8cc91d4f448e382eb1ecfda1766499d.bindPopup(popup_d1def7e696cf76dfdf5154b21896fab5)\n", " ;\n", "\n", " \n", " \n", " \n", - 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" circle_marker_9d1eeff640e9373beee45818eebca867.bindPopup(popup_b35e27f0fa10a592d0809c59d06a4867)\n", + " circle_marker_efacee63bbb9c3f8e17c9bf74b687042.bindPopup(popup_659847b84e071e8e55c54f71320baab3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1c8ac4607242b2fb4457a5b4dbfd7aca = L.circleMarker(\n", + " var circle_marker_5713a85af64c7f4c7cd476b89f60f3f8 = L.circleMarker(\n", " [43.6608142, -79.4009463],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_04e5047a051c0a3d87df3a9e11392e66 = L.popup({"maxWidth": "100%"});\n", + " var popup_60bbba66f064496357b5464ededb9801 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9e33ec6790e14fc6c2323518ee24c44f = $(`<div id="html_9e33ec6790e14fc6c2323518ee24c44f" style="width: 100.0%; height: 100.0%;">Spadina Avenue</div>`)[0];\n", - " popup_04e5047a051c0a3d87df3a9e11392e66.setContent(html_9e33ec6790e14fc6c2323518ee24c44f);\n", + " var html_eac09792532d4f27bb23456ec866178f = $(`<div id="html_eac09792532d4f27bb23456ec866178f" style="width: 100.0%; height: 100.0%;">Spadina Avenue</div>`)[0];\n", + " popup_60bbba66f064496357b5464ededb9801.setContent(html_eac09792532d4f27bb23456ec866178f);\n", " \n", " \n", "\n", - " circle_marker_1c8ac4607242b2fb4457a5b4dbfd7aca.bindPopup(popup_04e5047a051c0a3d87df3a9e11392e66)\n", + " circle_marker_5713a85af64c7f4c7cd476b89f60f3f8.bindPopup(popup_60bbba66f064496357b5464ededb9801)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_156b20f50e3509f0e18810b084c3b8e5 = L.circleMarker(\n", + " var circle_marker_29b0c22a32e32f0c422a33a7470e851a = L.circleMarker(\n", " [43.6659912, -79.399197],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_00a6c1c4eb05cd5178b8463bd657ebc1 = L.popup({"maxWidth": "100%"});\n", + " var popup_64e8cfd99fa8b06398347b941c07bdcc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_018480e62e9137cdb690f64981302221 = $(`<div id="html_018480e62e9137cdb690f64981302221" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", - " popup_00a6c1c4eb05cd5178b8463bd657ebc1.setContent(html_018480e62e9137cdb690f64981302221);\n", + " var html_59b2f06c43f1b5271792296a71ba6941 = $(`<div id="html_59b2f06c43f1b5271792296a71ba6941" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", + " popup_64e8cfd99fa8b06398347b941c07bdcc.setContent(html_59b2f06c43f1b5271792296a71ba6941);\n", " \n", " \n", "\n", - " circle_marker_156b20f50e3509f0e18810b084c3b8e5.bindPopup(popup_00a6c1c4eb05cd5178b8463bd657ebc1)\n", + " circle_marker_29b0c22a32e32f0c422a33a7470e851a.bindPopup(popup_64e8cfd99fa8b06398347b941c07bdcc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fcc1b913f6ef168039c773579cf354be = L.circleMarker(\n", + " var circle_marker_1ea7e0f31952259ae7eb07990797a71a = L.circleMarker(\n", " [43.6633073, -79.3943052],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_80002c0779bc3afeb3a32f7196b0d507 = L.popup({"maxWidth": "100%"});\n", + " var popup_c9d0ff27976c3f09da95c3f875ddcd60 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_686c891448c70a4cc2caa7f4292e0226 = $(`<div id="html_686c891448c70a4cc2caa7f4292e0226" style="width: 100.0%; height: 100.0%;">Hart House Circle</div>`)[0];\n", - " popup_80002c0779bc3afeb3a32f7196b0d507.setContent(html_686c891448c70a4cc2caa7f4292e0226);\n", + " var html_4ccf592e2e8d28067d29f35df5943a47 = $(`<div id="html_4ccf592e2e8d28067d29f35df5943a47" style="width: 100.0%; height: 100.0%;">Hart House Circle</div>`)[0];\n", + " popup_c9d0ff27976c3f09da95c3f875ddcd60.setContent(html_4ccf592e2e8d28067d29f35df5943a47);\n", " \n", " \n", "\n", - " circle_marker_fcc1b913f6ef168039c773579cf354be.bindPopup(popup_80002c0779bc3afeb3a32f7196b0d507)\n", + " circle_marker_1ea7e0f31952259ae7eb07990797a71a.bindPopup(popup_c9d0ff27976c3f09da95c3f875ddcd60)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2a890e30b4162f3060b532fd421d023c = L.circleMarker(\n", + " var circle_marker_ae58f8432d8f8f366a5d0918b72bc0cc = L.circleMarker(\n", " [43.662763, -79.3940832],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_2a63d6ec8580baad9655bfd8c6f37b70 = L.popup({"maxWidth": "100%"});\n", + " var popup_ab7d5b8b51c64be866d781e95f5d7e73 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7c7e93e77c01265ecad054c7fc0c02db = $(`<div id="html_7c7e93e77c01265ecad054c7fc0c02db" style="width: 100.0%; height: 100.0%;">Hart House Circle</div>`)[0];\n", - " popup_2a63d6ec8580baad9655bfd8c6f37b70.setContent(html_7c7e93e77c01265ecad054c7fc0c02db);\n", + " var html_c8394aaaf9a108d1ef26a62ba1a16e14 = $(`<div id="html_c8394aaaf9a108d1ef26a62ba1a16e14" style="width: 100.0%; height: 100.0%;">Hart House Circle</div>`)[0];\n", + " popup_ab7d5b8b51c64be866d781e95f5d7e73.setContent(html_c8394aaaf9a108d1ef26a62ba1a16e14);\n", " \n", " \n", "\n", - " circle_marker_2a890e30b4162f3060b532fd421d023c.bindPopup(popup_2a63d6ec8580baad9655bfd8c6f37b70)\n", + " circle_marker_ae58f8432d8f8f366a5d0918b72bc0cc.bindPopup(popup_ab7d5b8b51c64be866d781e95f5d7e73)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6ffef7df12bbb3f46314d1f36406f441 = L.circleMarker(\n", + " var circle_marker_8bfeccb9ac628ae4d2b55b986983a2fe = L.circleMarker(\n", " [43.6604549, -79.3957829],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_76e75a3796f9fe53c92c7d378af50b20 = L.popup({"maxWidth": "100%"});\n", + " var popup_90a7a1ff8e5d2c307c4dbe195f335df1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7e1fa3dec88dfe26134e6edefa35eb04 = $(`<div id="html_7e1fa3dec88dfe26134e6edefa35eb04" style="width: 100.0%; height: 100.0%;">Galbraith Road</div>`)[0];\n", - " popup_76e75a3796f9fe53c92c7d378af50b20.setContent(html_7e1fa3dec88dfe26134e6edefa35eb04);\n", + " var html_e3aec4dc6e37b4c785d726849802e271 = $(`<div id="html_e3aec4dc6e37b4c785d726849802e271" style="width: 100.0%; height: 100.0%;">Galbraith Road</div>`)[0];\n", + " popup_90a7a1ff8e5d2c307c4dbe195f335df1.setContent(html_e3aec4dc6e37b4c785d726849802e271);\n", " \n", " \n", "\n", - " circle_marker_6ffef7df12bbb3f46314d1f36406f441.bindPopup(popup_76e75a3796f9fe53c92c7d378af50b20)\n", + " circle_marker_8bfeccb9ac628ae4d2b55b986983a2fe.bindPopup(popup_90a7a1ff8e5d2c307c4dbe195f335df1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_35e5889fb4e083f08340fb062eb14026 = L.circleMarker(\n", + " var circle_marker_34eb8cefb08f7bbb64b32ccb29412058 = L.circleMarker(\n", " [43.6617619, -79.3951182],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_7f3462f298f605ddff0f500b890b5b24 = L.popup({"maxWidth": "100%"});\n", + " var popup_3a68f01b6e00fce82771695bd3b51f98 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_cc29f83e36fd7b67dba5382bc7706160 = $(`<div id="html_cc29f83e36fd7b67dba5382bc7706160" style="width: 100.0%; height: 100.0%;">King's College Circle</div>`)[0];\n", - " popup_7f3462f298f605ddff0f500b890b5b24.setContent(html_cc29f83e36fd7b67dba5382bc7706160);\n", + " var html_1ba93aee2af639108d918cc9f01728e2 = $(`<div id="html_1ba93aee2af639108d918cc9f01728e2" style="width: 100.0%; height: 100.0%;">King's College Circle</div>`)[0];\n", + " popup_3a68f01b6e00fce82771695bd3b51f98.setContent(html_1ba93aee2af639108d918cc9f01728e2);\n", " \n", " \n", "\n", - " circle_marker_35e5889fb4e083f08340fb062eb14026.bindPopup(popup_7f3462f298f605ddff0f500b890b5b24)\n", + " circle_marker_34eb8cefb08f7bbb64b32ccb29412058.bindPopup(popup_3a68f01b6e00fce82771695bd3b51f98)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b294416433125ff677834ac5f59d282c = L.circleMarker(\n", + " var circle_marker_73dea4cd0ffa74c838e6bfd6f7101355 = L.circleMarker(\n", " [43.6620255, -79.3960591],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_37223072f1b373bacfd5735c6f957502 = L.popup({"maxWidth": "100%"});\n", + " var popup_8ee092268a715a1c3a8f3868bde12882 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_adf7db815255ab5dd6cadacd95bf237b = $(`<div id="html_adf7db815255ab5dd6cadacd95bf237b" style="width: 100.0%; height: 100.0%;">King's College Circle</div>`)[0];\n", - " popup_37223072f1b373bacfd5735c6f957502.setContent(html_adf7db815255ab5dd6cadacd95bf237b);\n", + " var html_b2c76176e8dd8702b1bb4efc496cdd73 = $(`<div id="html_b2c76176e8dd8702b1bb4efc496cdd73" style="width: 100.0%; height: 100.0%;">King's College Circle</div>`)[0];\n", + " popup_8ee092268a715a1c3a8f3868bde12882.setContent(html_b2c76176e8dd8702b1bb4efc496cdd73);\n", " \n", " \n", "\n", - " circle_marker_b294416433125ff677834ac5f59d282c.bindPopup(popup_37223072f1b373bacfd5735c6f957502)\n", + " circle_marker_73dea4cd0ffa74c838e6bfd6f7101355.bindPopup(popup_8ee092268a715a1c3a8f3868bde12882)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_57b7c8706fcf9e8b17b7939ec588b1fa = L.circleMarker(\n", + " var circle_marker_22227ecc3110d7ba99c24ca326f30e4b = L.circleMarker(\n", " [43.6600769, -79.3944777],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_77c33d2438ad511918287b73b106243c = L.popup({"maxWidth": "100%"});\n", + " var popup_1a1899483cf1d40b7a6321dbf45be12e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2ed2514ec0fc24c2fca4f9ec2e5a10a6 = $(`<div id="html_2ed2514ec0fc24c2fca4f9ec2e5a10a6" style="width: 100.0%; height: 100.0%;">King's College Road</div>`)[0];\n", - " popup_77c33d2438ad511918287b73b106243c.setContent(html_2ed2514ec0fc24c2fca4f9ec2e5a10a6);\n", + " var html_d074a779f72e63f1e97aed7e53fe78c7 = $(`<div id="html_d074a779f72e63f1e97aed7e53fe78c7" style="width: 100.0%; height: 100.0%;">King's College Road</div>`)[0];\n", + " popup_1a1899483cf1d40b7a6321dbf45be12e.setContent(html_d074a779f72e63f1e97aed7e53fe78c7);\n", " \n", " \n", "\n", - " circle_marker_57b7c8706fcf9e8b17b7939ec588b1fa.bindPopup(popup_77c33d2438ad511918287b73b106243c)\n", + " circle_marker_22227ecc3110d7ba99c24ca326f30e4b.bindPopup(popup_1a1899483cf1d40b7a6321dbf45be12e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a0817e5e4d7bb638042f4e81a1764dcb = L.circleMarker(\n", + " var circle_marker_466e62c211b5c9b7eb0e8b7e589fae36 = L.circleMarker(\n", " [43.6652119, -79.389661],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_bbef30ceb0a92b539a959fc91f2f712c = L.popup({"maxWidth": "100%"});\n", + " var popup_a6df9301fa14f06356efb2ff265ee4c9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_055fefffb1356db5cb20d710af30490b = $(`<div id="html_055fefffb1356db5cb20d710af30490b" style="width: 100.0%; height: 100.0%;">St. Joseph Street</div>`)[0];\n", - " popup_bbef30ceb0a92b539a959fc91f2f712c.setContent(html_055fefffb1356db5cb20d710af30490b);\n", + " var html_a023a8574db24cbadecc692608bf3733 = $(`<div id="html_a023a8574db24cbadecc692608bf3733" style="width: 100.0%; height: 100.0%;">St. Joseph Street</div>`)[0];\n", + " popup_a6df9301fa14f06356efb2ff265ee4c9.setContent(html_a023a8574db24cbadecc692608bf3733);\n", " \n", " \n", "\n", - 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" ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_0eed5ef0e112389da7333121a10749e6 = L.popup({"maxWidth": "100%"});\n", + " var popup_74d5dbb08c87c77b59d83ccecca54c54 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_929efdc1389adfbbb2148a740c9ec516 = $(`<div id="html_929efdc1389adfbbb2148a740c9ec516" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", - " popup_0eed5ef0e112389da7333121a10749e6.setContent(html_929efdc1389adfbbb2148a740c9ec516);\n", + " var html_c4e7ad8cb050bf58429630936fc70a81 = $(`<div id="html_c4e7ad8cb050bf58429630936fc70a81" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", + " popup_74d5dbb08c87c77b59d83ccecca54c54.setContent(html_c4e7ad8cb050bf58429630936fc70a81);\n", " \n", " \n", "\n", - " circle_marker_972bb30d18c8ab124eb06fea261b7c1e.bindPopup(popup_0eed5ef0e112389da7333121a10749e6)\n", + " circle_marker_70b7d7885f26151e4f7f11116c7ac5e1.bindPopup(popup_74d5dbb08c87c77b59d83ccecca54c54)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_22a71f88c51e837d3935604ef2fd1c2f = L.circleMarker(\n", + " var circle_marker_cfa8627cda53ba471dad5e0da2afbf4b = L.circleMarker(\n", " [43.6607236, -79.3996924],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_dab93451d4e64e134f71b428c1083474 = L.popup({"maxWidth": "100%"});\n", + " var popup_f5d6bde588b9960b261e8e3009c65df3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_acbd35082f917c351e72cb9bb87ad9c3 = $(`<div id="html_acbd35082f917c351e72cb9bb87ad9c3" style="width: 100.0%; height: 100.0%;">Bancroft Avenue</div>`)[0];\n", - " popup_dab93451d4e64e134f71b428c1083474.setContent(html_acbd35082f917c351e72cb9bb87ad9c3);\n", + " var html_4df54cc986946f43779983a833c96ebe = $(`<div id="html_4df54cc986946f43779983a833c96ebe" style="width: 100.0%; height: 100.0%;">Bancroft Avenue</div>`)[0];\n", + " popup_f5d6bde588b9960b261e8e3009c65df3.setContent(html_4df54cc986946f43779983a833c96ebe);\n", " \n", " \n", "\n", - " circle_marker_22a71f88c51e837d3935604ef2fd1c2f.bindPopup(popup_dab93451d4e64e134f71b428c1083474)\n", + " circle_marker_cfa8627cda53ba471dad5e0da2afbf4b.bindPopup(popup_f5d6bde588b9960b261e8e3009c65df3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_255bcb46492542677311165791cc6cbc = L.circleMarker(\n", + " var circle_marker_1960288731cde93bfa7a54641e1cf95d = L.circleMarker(\n", " [43.6632956, -79.40102],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_86ab6a153965e2b87665d53be1cf9487 = L.popup({"maxWidth": "100%"});\n", + " var popup_70b3147bee7f1f3bbd1aacf9e1220296 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0b67ef8b52be43f711bde746c04cbf08 = $(`<div id="html_0b67ef8b52be43f711bde746c04cbf08" style="width: 100.0%; height: 100.0%;">Harbord Street</div>`)[0];\n", - " popup_86ab6a153965e2b87665d53be1cf9487.setContent(html_0b67ef8b52be43f711bde746c04cbf08);\n", + " var html_e937804c793a9e23adeaaecd49205681 = $(`<div id="html_e937804c793a9e23adeaaecd49205681" style="width: 100.0%; height: 100.0%;">Harbord Street</div>`)[0];\n", + " popup_70b3147bee7f1f3bbd1aacf9e1220296.setContent(html_e937804c793a9e23adeaaecd49205681);\n", " \n", " \n", "\n", - " circle_marker_255bcb46492542677311165791cc6cbc.bindPopup(popup_86ab6a153965e2b87665d53be1cf9487)\n", + " circle_marker_1960288731cde93bfa7a54641e1cf95d.bindPopup(popup_70b3147bee7f1f3bbd1aacf9e1220296)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7ba512223fdcd3a278bcba03979d0f89 = L.circleMarker(\n", + " var circle_marker_ae70c259ce252bde0fecc222d6332526 = L.circleMarker(\n", " [43.6641342, -79.3982519],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_e95df13e38f4304eabdff0eba6ae3d3c = L.popup({"maxWidth": "100%"});\n", + " var popup_2223182395c81892b09689d45dfd1609 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ac6890b515a701d76e1899d27028c66a = $(`<div id="html_ac6890b515a701d76e1899d27028c66a" style="width: 100.0%; height: 100.0%;">Hoskin Avenue</div>`)[0];\n", - " popup_e95df13e38f4304eabdff0eba6ae3d3c.setContent(html_ac6890b515a701d76e1899d27028c66a);\n", + " var html_08aabd1575e27d3155f5603e754ec162 = $(`<div id="html_08aabd1575e27d3155f5603e754ec162" style="width: 100.0%; height: 100.0%;">Hoskin Avenue</div>`)[0];\n", + " popup_2223182395c81892b09689d45dfd1609.setContent(html_08aabd1575e27d3155f5603e754ec162);\n", " \n", " \n", "\n", - " circle_marker_7ba512223fdcd3a278bcba03979d0f89.bindPopup(popup_e95df13e38f4304eabdff0eba6ae3d3c)\n", + " circle_marker_ae70c259ce252bde0fecc222d6332526.bindPopup(popup_2223182395c81892b09689d45dfd1609)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e17f1898f1ab480ab1d0cad50b01a8e2 = L.circleMarker(\n", + " var circle_marker_0ade45e22f066c0214eb4ef00ccba8c1 = L.circleMarker(\n", " [43.6629351, -79.3948955],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_cdd1589b6600f6c4dc2d16e71821676e = L.popup({"maxWidth": "100%"});\n", + " var popup_0664578165e16538a256be6b79e12313 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ec19d0fc7771dd84454d1184b8d97d10 = $(`<div id="html_ec19d0fc7771dd84454d1184b8d97d10" style="width: 100.0%; height: 100.0%;">Hart House Circle</div>`)[0];\n", - " popup_cdd1589b6600f6c4dc2d16e71821676e.setContent(html_ec19d0fc7771dd84454d1184b8d97d10);\n", + " var html_ca8b64189804f483322180fdd36e0238 = $(`<div id="html_ca8b64189804f483322180fdd36e0238" style="width: 100.0%; height: 100.0%;">Hart House Circle</div>`)[0];\n", + " popup_0664578165e16538a256be6b79e12313.setContent(html_ca8b64189804f483322180fdd36e0238);\n", " \n", " \n", "\n", - " circle_marker_e17f1898f1ab480ab1d0cad50b01a8e2.bindPopup(popup_cdd1589b6600f6c4dc2d16e71821676e)\n", + " circle_marker_0ade45e22f066c0214eb4ef00ccba8c1.bindPopup(popup_0664578165e16538a256be6b79e12313)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a01ed2089a2b3cd15dc47253cf970932 = L.circleMarker(\n", + " var circle_marker_32bf4879bf8edf52ee7c032e773fa254 = L.circleMarker(\n", " [43.6641569, -79.395464],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_5e2be21ee648e6b8a69f323c423c3f5c = L.popup({"maxWidth": "100%"});\n", + " var popup_7065a10e6912f4862c9e70367428fcfa = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a8cb98c1c176fedda4dca94549d480c7 = $(`<div id="html_a8cb98c1c176fedda4dca94549d480c7" style="width: 100.0%; height: 100.0%;">Tower Road</div>`)[0];\n", - " popup_5e2be21ee648e6b8a69f323c423c3f5c.setContent(html_a8cb98c1c176fedda4dca94549d480c7);\n", + " var html_bc41d47246b78964369f9652296127da = $(`<div id="html_bc41d47246b78964369f9652296127da" style="width: 100.0%; height: 100.0%;">Tower Road</div>`)[0];\n", + " popup_7065a10e6912f4862c9e70367428fcfa.setContent(html_bc41d47246b78964369f9652296127da);\n", " \n", " \n", "\n", - " circle_marker_a01ed2089a2b3cd15dc47253cf970932.bindPopup(popup_5e2be21ee648e6b8a69f323c423c3f5c)\n", + " circle_marker_32bf4879bf8edf52ee7c032e773fa254.bindPopup(popup_7065a10e6912f4862c9e70367428fcfa)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_446b50f7ba01df10c663ff3cf50609f0 = L.circleMarker(\n", + " var circle_marker_ac32ecb98c0d834c495066603929ff0f = L.circleMarker(\n", " [43.6601121, -79.3904479],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_9963d97fedf76ca0c870d4c35609d303 = L.popup({"maxWidth": "100%"});\n", + " var popup_d4a0f8e6859c15ce46d5ca7848c9490e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b8b18ad680cddd80880a6547ca62cb67 = $(`<div id="html_b8b18ad680cddd80880a6547ca62cb67" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", - " popup_9963d97fedf76ca0c870d4c35609d303.setContent(html_b8b18ad680cddd80880a6547ca62cb67);\n", + " var html_6fa4893be6b9d713b8fd6988fc3988f1 = $(`<div id="html_6fa4893be6b9d713b8fd6988fc3988f1" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", + " popup_d4a0f8e6859c15ce46d5ca7848c9490e.setContent(html_6fa4893be6b9d713b8fd6988fc3988f1);\n", " \n", " \n", "\n", - " circle_marker_446b50f7ba01df10c663ff3cf50609f0.bindPopup(popup_9963d97fedf76ca0c870d4c35609d303)\n", + " circle_marker_ac32ecb98c0d834c495066603929ff0f.bindPopup(popup_d4a0f8e6859c15ce46d5ca7848c9490e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2d4efa34583f6dc059bb065b9795562f = L.circleMarker(\n", + " var circle_marker_1c325b88cb92a8257cb2649b216039bd = L.circleMarker(\n", " [43.659444, -79.3965106],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_6c9abb341a66fe0e54bf38b5dc37c7b1 = L.popup({"maxWidth": "100%"});\n", + " var popup_404818273f3e9b38252a5f01db0e5473 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5b29f8a9724221d9f12742df5a1ec382 = $(`<div id="html_5b29f8a9724221d9f12742df5a1ec382" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", - " popup_6c9abb341a66fe0e54bf38b5dc37c7b1.setContent(html_5b29f8a9724221d9f12742df5a1ec382);\n", + " var html_3404b9984adabace068b3f9fa35e7d19 = $(`<div id="html_3404b9984adabace068b3f9fa35e7d19" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", + " popup_404818273f3e9b38252a5f01db0e5473.setContent(html_3404b9984adabace068b3f9fa35e7d19);\n", " \n", " \n", "\n", - " circle_marker_2d4efa34583f6dc059bb065b9795562f.bindPopup(popup_6c9abb341a66fe0e54bf38b5dc37c7b1)\n", + " circle_marker_1c325b88cb92a8257cb2649b216039bd.bindPopup(popup_404818273f3e9b38252a5f01db0e5473)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b318e564f68e3ae203d95a1485c24af7 = L.circleMarker(\n", + " var circle_marker_efef13c0bd7eeb506f65ac6b681b70a7 = L.circleMarker(\n", " [43.6599493, -79.3906387],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_be4e703aab258d187b161d570742a6df = L.popup({"maxWidth": "100%"});\n", + " var popup_cdc7b84d002fa4930c2bd1c649e51fa8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0398e07aa682fe511abe945ee5f3f47f = $(`<div id="html_0398e07aa682fe511abe945ee5f3f47f" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", - " popup_be4e703aab258d187b161d570742a6df.setContent(html_0398e07aa682fe511abe945ee5f3f47f);\n", + " var html_398fad6498a573936d2d40387ef40aba = $(`<div id="html_398fad6498a573936d2d40387ef40aba" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", + " popup_cdc7b84d002fa4930c2bd1c649e51fa8.setContent(html_398fad6498a573936d2d40387ef40aba);\n", " \n", " \n", "\n", - " circle_marker_b318e564f68e3ae203d95a1485c24af7.bindPopup(popup_be4e703aab258d187b161d570742a6df)\n", + " circle_marker_efef13c0bd7eeb506f65ac6b681b70a7.bindPopup(popup_cdc7b84d002fa4930c2bd1c649e51fa8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4ee6db11108e097912c189c5011f57db = L.circleMarker(\n", + " var circle_marker_cb8d50bf114b8c896d851a83a80bf560 = L.circleMarker(\n", " [43.660582, -79.3905297],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_843d0e099e417f9069ab1dbb885f51d0 = L.popup({"maxWidth": "100%"});\n", + " var popup_d3c037fe57a29a6c6ac46372d7d7fa07 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fbd8403e7c42c7166977943f355abcca = $(`<div id="html_fbd8403e7c42c7166977943f355abcca" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", - " popup_843d0e099e417f9069ab1dbb885f51d0.setContent(html_fbd8403e7c42c7166977943f355abcca);\n", + " var html_a96dbf5b87205ddffa7fb1bdf39ee5eb = $(`<div id="html_a96dbf5b87205ddffa7fb1bdf39ee5eb" style="width: 100.0%; height: 100.0%;">Queen's Park</div>`)[0];\n", + " popup_d3c037fe57a29a6c6ac46372d7d7fa07.setContent(html_a96dbf5b87205ddffa7fb1bdf39ee5eb);\n", " \n", " \n", "\n", - " circle_marker_4ee6db11108e097912c189c5011f57db.bindPopup(popup_843d0e099e417f9069ab1dbb885f51d0)\n", + " circle_marker_cb8d50bf114b8c896d851a83a80bf560.bindPopup(popup_d3c037fe57a29a6c6ac46372d7d7fa07)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6b21d0f8db72c2712caaa7c9954fbd72 = L.circleMarker(\n", + " var circle_marker_ecbcbc0fb5a73b5f61811fffd673db83 = L.circleMarker(\n", " [43.6638961, -79.398738],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_be943d4657b9373f490ddfeddbf2f046 = L.popup({"maxWidth": "100%"});\n", + " var popup_c3cdb767c76f64f5b62517bc1eb838df = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_10bfcb16300c29a4c197cd0551a10408 = $(`<div id="html_10bfcb16300c29a4c197cd0551a10408" style="width: 100.0%; height: 100.0%;">Harbord Street</div>`)[0];\n", - " popup_be943d4657b9373f490ddfeddbf2f046.setContent(html_10bfcb16300c29a4c197cd0551a10408);\n", + " var html_953c66df60f7ec71600f2a407f011591 = $(`<div id="html_953c66df60f7ec71600f2a407f011591" style="width: 100.0%; height: 100.0%;">Harbord Street</div>`)[0];\n", + " popup_c3cdb767c76f64f5b62517bc1eb838df.setContent(html_953c66df60f7ec71600f2a407f011591);\n", " \n", " \n", "\n", - " circle_marker_6b21d0f8db72c2712caaa7c9954fbd72.bindPopup(popup_be943d4657b9373f490ddfeddbf2f046)\n", + " circle_marker_ecbcbc0fb5a73b5f61811fffd673db83.bindPopup(popup_c3cdb767c76f64f5b62517bc1eb838df)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8d45a3622b299f63c24c9e4dbbbb32b9 = L.circleMarker(\n", + " var circle_marker_5621d30bb51731e4f07feb55295b147c = L.circleMarker(\n", " [43.6644432, -79.396868],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_266de137635c5897c33920061faf7536 = L.popup({"maxWidth": "100%"});\n", + " var popup_b1b24f2214c8774faa011ecfc0405f2c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d96f45d2fccfd80fc14e925277cdbf05 = $(`<div id="html_d96f45d2fccfd80fc14e925277cdbf05" style="width: 100.0%; height: 100.0%;">Hoskin Avenue</div>`)[0];\n", - " popup_266de137635c5897c33920061faf7536.setContent(html_d96f45d2fccfd80fc14e925277cdbf05);\n", + " var html_f22a60b797ea59e2891b8b1df2c2664c = $(`<div id="html_f22a60b797ea59e2891b8b1df2c2664c" style="width: 100.0%; height: 100.0%;">Hoskin Avenue</div>`)[0];\n", + " popup_b1b24f2214c8774faa011ecfc0405f2c.setContent(html_f22a60b797ea59e2891b8b1df2c2664c);\n", " \n", " \n", "\n", - " circle_marker_8d45a3622b299f63c24c9e4dbbbb32b9.bindPopup(popup_266de137635c5897c33920061faf7536)\n", + " circle_marker_5621d30bb51731e4f07feb55295b147c.bindPopup(popup_b1b24f2214c8774faa011ecfc0405f2c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c953073a88de7e56b12dbb85776f929f = L.circleMarker(\n", + " var circle_marker_b643d37a8c72b532694a1f98a400342b = L.circleMarker(\n", " [43.6604734, -79.4004724],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_a53f7b2d9e9f9a31a0b9ae8371e6d9f0 = L.popup({"maxWidth": "100%"});\n", + " var popup_763584e5ea71778416ba9ec867a0e36d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_70f11822042a8357366ed6b7c02fae23 = $(`<div id="html_70f11822042a8357366ed6b7c02fae23" style="width: 100.0%; height: 100.0%;">n/a</div>`)[0];\n", - " popup_a53f7b2d9e9f9a31a0b9ae8371e6d9f0.setContent(html_70f11822042a8357366ed6b7c02fae23);\n", + " var html_32bbe40d99e41e5d08619f418dccb26e = $(`<div id="html_32bbe40d99e41e5d08619f418dccb26e" style="width: 100.0%; height: 100.0%;">n/a</div>`)[0];\n", + " popup_763584e5ea71778416ba9ec867a0e36d.setContent(html_32bbe40d99e41e5d08619f418dccb26e);\n", " \n", " \n", "\n", - " circle_marker_c953073a88de7e56b12dbb85776f929f.bindPopup(popup_a53f7b2d9e9f9a31a0b9ae8371e6d9f0)\n", + " circle_marker_b643d37a8c72b532694a1f98a400342b.bindPopup(popup_763584e5ea71778416ba9ec867a0e36d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_67458a68c3e4818f1eca6cbd0f45b095 = L.circleMarker(\n", + " var circle_marker_9a0d07afcda808920e1d8da599e1ae3c = L.circleMarker(\n", " [43.6676361, -79.3916454],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_f96316ca7143a7a51b34e02fd3acc5bc = L.popup({"maxWidth": "100%"});\n", + " var popup_d0d47c6e9379f43a2c0a78df194ef849 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7053c31bf19cb8168782fe3d7110438d = $(`<div id="html_7053c31bf19cb8168782fe3d7110438d" style="width: 100.0%; height: 100.0%;">Charles Street West</div>`)[0];\n", - " popup_f96316ca7143a7a51b34e02fd3acc5bc.setContent(html_7053c31bf19cb8168782fe3d7110438d);\n", + " var html_aa90213789097494207cf8a3d197ceca = $(`<div id="html_aa90213789097494207cf8a3d197ceca" style="width: 100.0%; height: 100.0%;">Charles Street West</div>`)[0];\n", + " popup_d0d47c6e9379f43a2c0a78df194ef849.setContent(html_aa90213789097494207cf8a3d197ceca);\n", " \n", " \n", "\n", - " circle_marker_67458a68c3e4818f1eca6cbd0f45b095.bindPopup(popup_f96316ca7143a7a51b34e02fd3acc5bc)\n", + " circle_marker_9a0d07afcda808920e1d8da599e1ae3c.bindPopup(popup_d0d47c6e9379f43a2c0a78df194ef849)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_605c9111459c419eaafbb5671bd3b2e6 = L.circleMarker(\n", + " var circle_marker_b66ce7c1f07e522cdc44eded72bbbed2 = L.circleMarker(\n", " [43.6647488, -79.3954033],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_29497bcec8495e8e712d2b0a3d9dd783 = L.popup({"maxWidth": "100%"});\n", + " var popup_13a9a1e4505fda2324296caeb2a4ce2b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8778e0be38e64dd428be7a9bf7cb3a80 = $(`<div id="html_8778e0be38e64dd428be7a9bf7cb3a80" style="width: 100.0%; height: 100.0%;">Hoskin Avenue</div>`)[0];\n", - " popup_29497bcec8495e8e712d2b0a3d9dd783.setContent(html_8778e0be38e64dd428be7a9bf7cb3a80);\n", + " var html_1e1edd29b24eb3758d0ff3cbdc7bfb74 = $(`<div id="html_1e1edd29b24eb3758d0ff3cbdc7bfb74" style="width: 100.0%; height: 100.0%;">Hoskin Avenue</div>`)[0];\n", + " popup_13a9a1e4505fda2324296caeb2a4ce2b.setContent(html_1e1edd29b24eb3758d0ff3cbdc7bfb74);\n", " \n", " \n", "\n", - " circle_marker_605c9111459c419eaafbb5671bd3b2e6.bindPopup(popup_29497bcec8495e8e712d2b0a3d9dd783)\n", + " circle_marker_b66ce7c1f07e522cdc44eded72bbbed2.bindPopup(popup_13a9a1e4505fda2324296caeb2a4ce2b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5c8322201a54f3ccd525b24f77f796e2 = L.circleMarker(\n", + " var circle_marker_627c7b4f4630623ad133d1ec197ad3e4 = L.circleMarker(\n", " [43.6649237, -79.3945212],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_295b96bef3eab8be966eb36e7bac7d31 = L.popup({"maxWidth": "100%"});\n", + " var popup_9cd53f71e2d30949d55d962cb97f1fc9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ce6597d0567aaa01a2f5b8d7fe543143 = $(`<div id="html_ce6597d0567aaa01a2f5b8d7fe543143" style="width: 100.0%; height: 100.0%;">Hoskin Avenue</div>`)[0];\n", - " popup_295b96bef3eab8be966eb36e7bac7d31.setContent(html_ce6597d0567aaa01a2f5b8d7fe543143);\n", + " var html_402e352e8e70ca15297334b473fa95bd = $(`<div id="html_402e352e8e70ca15297334b473fa95bd" style="width: 100.0%; height: 100.0%;">Hoskin Avenue</div>`)[0];\n", + " popup_9cd53f71e2d30949d55d962cb97f1fc9.setContent(html_402e352e8e70ca15297334b473fa95bd);\n", " \n", " \n", "\n", - " circle_marker_5c8322201a54f3ccd525b24f77f796e2.bindPopup(popup_295b96bef3eab8be966eb36e7bac7d31)\n", + " circle_marker_627c7b4f4630623ad133d1ec197ad3e4.bindPopup(popup_9cd53f71e2d30949d55d962cb97f1fc9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_726ec803dba8d8dd888b43dafbc7c335 = L.circleMarker(\n", + " var circle_marker_7620ccdce980909b74df8fa9763bb3dc = L.circleMarker(\n", " [43.6656079, -79.3879367],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_74ed981b1097efeaa6a43e5321837edb = L.popup({"maxWidth": "100%"});\n", + " var popup_d820f66c0ea74c8d2a22ec01975cbfa2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c8a397239108d993e9983e1e37974a00 = $(`<div id="html_c8a397239108d993e9983e1e37974a00" style="width: 100.0%; height: 100.0%;">St. Joseph Street</div>`)[0];\n", - " popup_74ed981b1097efeaa6a43e5321837edb.setContent(html_c8a397239108d993e9983e1e37974a00);\n", + " var html_1aa7c3d0852f8e9d05e41cdb8c516652 = $(`<div id="html_1aa7c3d0852f8e9d05e41cdb8c516652" style="width: 100.0%; height: 100.0%;">St. Joseph Street</div>`)[0];\n", + " popup_d820f66c0ea74c8d2a22ec01975cbfa2.setContent(html_1aa7c3d0852f8e9d05e41cdb8c516652);\n", " \n", " \n", "\n", - " circle_marker_726ec803dba8d8dd888b43dafbc7c335.bindPopup(popup_74ed981b1097efeaa6a43e5321837edb)\n", + " circle_marker_7620ccdce980909b74df8fa9763bb3dc.bindPopup(popup_d820f66c0ea74c8d2a22ec01975cbfa2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b9a3b7e4e6db099cda6296a662fbd3ee = L.circleMarker(\n", + " var circle_marker_4dfb50568c2d5af9b1b06a92b26d739c = L.circleMarker(\n", " [43.6597486, -79.400235],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_c1b344da6c5ce650616c22a5daac035d = L.popup({"maxWidth": "100%"});\n", + " var popup_390369af593aa3ffb88811876a96484b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_127179e9eb0f95f0ea23246f91ddac44 = $(`<div id="html_127179e9eb0f95f0ea23246f91ddac44" style="width: 100.0%; height: 100.0%;">Spadina Crescent</div>`)[0];\n", - " popup_c1b344da6c5ce650616c22a5daac035d.setContent(html_127179e9eb0f95f0ea23246f91ddac44);\n", + " var html_05bdf2c906c6cfeb8a78680987bdffeb = $(`<div id="html_05bdf2c906c6cfeb8a78680987bdffeb" style="width: 100.0%; height: 100.0%;">Spadina Crescent</div>`)[0];\n", + " popup_390369af593aa3ffb88811876a96484b.setContent(html_05bdf2c906c6cfeb8a78680987bdffeb);\n", " \n", " \n", "\n", - " circle_marker_b9a3b7e4e6db099cda6296a662fbd3ee.bindPopup(popup_c1b344da6c5ce650616c22a5daac035d)\n", + " circle_marker_4dfb50568c2d5af9b1b06a92b26d739c.bindPopup(popup_390369af593aa3ffb88811876a96484b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ffb326596b8cf1f227103e5e4e1ec1fb = L.circleMarker(\n", + " var circle_marker_89600dbe1362ad8e78af56204c1716e3 = L.circleMarker(\n", " [43.6589193, -79.3961886],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_7abe5419409b90878ec65714b760d17b = L.popup({"maxWidth": "100%"});\n", + " var popup_514700a68070fe233fdf8211afa23d7a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b41589a46e11cf088c3071355d521fa6 = $(`<div id="html_b41589a46e11cf088c3071355d521fa6" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", - " popup_7abe5419409b90878ec65714b760d17b.setContent(html_b41589a46e11cf088c3071355d521fa6);\n", + " var html_1fee6cbbf1015860bfbedb011ae26978 = $(`<div id="html_1fee6cbbf1015860bfbedb011ae26978" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", + " popup_514700a68070fe233fdf8211afa23d7a.setContent(html_1fee6cbbf1015860bfbedb011ae26978);\n", " \n", " \n", "\n", - " circle_marker_ffb326596b8cf1f227103e5e4e1ec1fb.bindPopup(popup_7abe5419409b90878ec65714b760d17b)\n", + " circle_marker_89600dbe1362ad8e78af56204c1716e3.bindPopup(popup_514700a68070fe233fdf8211afa23d7a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f2c3a33dd56fdec1a6bf44ad1b662b2f = L.circleMarker(\n", + " var circle_marker_9e5762562ddcebefd673c57112229f6f = L.circleMarker(\n", " [43.6638297, -79.398336],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_9c47d820eae03219fdd5cc4b5056a6bf = L.popup({"maxWidth": "100%"});\n", + " var popup_0ecb9edcf0152f20aa54e97cf6b5a8b5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a0985df2524e627a48e86522964ca970 = $(`<div id="html_a0985df2524e627a48e86522964ca970" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", - " popup_9c47d820eae03219fdd5cc4b5056a6bf.setContent(html_a0985df2524e627a48e86522964ca970);\n", + " var html_9eb5436ef9fe8dcceb3edf3e2802a935 = $(`<div id="html_9eb5436ef9fe8dcceb3edf3e2802a935" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", + " popup_0ecb9edcf0152f20aa54e97cf6b5a8b5.setContent(html_9eb5436ef9fe8dcceb3edf3e2802a935);\n", " \n", " \n", "\n", - " circle_marker_f2c3a33dd56fdec1a6bf44ad1b662b2f.bindPopup(popup_9c47d820eae03219fdd5cc4b5056a6bf)\n", + " circle_marker_9e5762562ddcebefd673c57112229f6f.bindPopup(popup_0ecb9edcf0152f20aa54e97cf6b5a8b5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b5a7048be985c5bd4e69dc38d8fbaed2 = L.circleMarker(\n", + " var circle_marker_2d66857bf04892a4de03e625138fa67f = L.circleMarker(\n", " [43.6625236, -79.3977902],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_61432b5c00a8ed95853016acde836b1b = L.popup({"maxWidth": "100%"});\n", + " var popup_80848d19905486a23d5100b07bc42fae = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8ab202da89cc33783b25980ac73f4a43 = $(`<div id="html_8ab202da89cc33783b25980ac73f4a43" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", - " popup_61432b5c00a8ed95853016acde836b1b.setContent(html_8ab202da89cc33783b25980ac73f4a43);\n", + " var html_69fb2d7fdc4636279360c642d9f12e29 = $(`<div id="html_69fb2d7fdc4636279360c642d9f12e29" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", + " popup_80848d19905486a23d5100b07bc42fae.setContent(html_69fb2d7fdc4636279360c642d9f12e29);\n", " \n", " \n", "\n", - " circle_marker_b5a7048be985c5bd4e69dc38d8fbaed2.bindPopup(popup_61432b5c00a8ed95853016acde836b1b)\n", + " circle_marker_2d66857bf04892a4de03e625138fa67f.bindPopup(popup_80848d19905486a23d5100b07bc42fae)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5241e1f51a341321d2b30fb0c1b40d0b = L.circleMarker(\n", + " var circle_marker_693843e3ef74aa54b7c95ea5008665c1 = L.circleMarker(\n", " [43.6642728, -79.3985142],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_0b383bc23d4437f24fddcfa8c010f29e = L.popup({"maxWidth": "100%"});\n", + " var popup_58e83a74a119c4ee7e91fa7478a4e603 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4566f581691879bc175e6f18d90c81dd = $(`<div id="html_4566f581691879bc175e6f18d90c81dd" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", - " popup_0b383bc23d4437f24fddcfa8c010f29e.setContent(html_4566f581691879bc175e6f18d90c81dd);\n", + " var html_a2b0cdf1aa8b094844b227c277968275 = $(`<div id="html_a2b0cdf1aa8b094844b227c277968275" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", + " popup_58e83a74a119c4ee7e91fa7478a4e603.setContent(html_a2b0cdf1aa8b094844b227c277968275);\n", " \n", " \n", "\n", - " circle_marker_5241e1f51a341321d2b30fb0c1b40d0b.bindPopup(popup_0b383bc23d4437f24fddcfa8c010f29e)\n", + " circle_marker_693843e3ef74aa54b7c95ea5008665c1.bindPopup(popup_58e83a74a119c4ee7e91fa7478a4e603)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c7e989e4aeead32cc19efab9c575eaf0 = L.circleMarker(\n", + " var circle_marker_93e9ebacd17ae5c07d3b80cc799a6a23 = L.circleMarker(\n", " [43.6633158, -79.3981203],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_fa0a7ae654ae165cea5835a7b6970fe8 = L.popup({"maxWidth": "100%"});\n", + " var popup_3360856b8e1b40969c0f91124f86cfea = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ff9365dd2fcad3d3093fa1344d94516f = $(`<div id="html_ff9365dd2fcad3d3093fa1344d94516f" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", - " popup_fa0a7ae654ae165cea5835a7b6970fe8.setContent(html_ff9365dd2fcad3d3093fa1344d94516f);\n", + " var html_c66deed52e3ffe6e79b15f918883e3e7 = $(`<div id="html_c66deed52e3ffe6e79b15f918883e3e7" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", + " popup_3360856b8e1b40969c0f91124f86cfea.setContent(html_c66deed52e3ffe6e79b15f918883e3e7);\n", " \n", " \n", "\n", - " circle_marker_c7e989e4aeead32cc19efab9c575eaf0.bindPopup(popup_fa0a7ae654ae165cea5835a7b6970fe8)\n", + " circle_marker_93e9ebacd17ae5c07d3b80cc799a6a23.bindPopup(popup_3360856b8e1b40969c0f91124f86cfea)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_75956e897f9b02396b9d3b9ba253c23c = L.circleMarker(\n", + " var circle_marker_4f759d977e74ceeb680ef81d74027918 = L.circleMarker(\n", " [43.6608721, -79.3971022],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_9ce84f7aa7079d0df447c8d148b87756 = L.popup({"maxWidth": "100%"});\n", + " var popup_dab4786e492cefd4732d6850e53794f1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_27e400fdb5eff3e44540024c69c025a3 = $(`<div id="html_27e400fdb5eff3e44540024c69c025a3" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", - " popup_9ce84f7aa7079d0df447c8d148b87756.setContent(html_27e400fdb5eff3e44540024c69c025a3);\n", + " var html_9ffc8f38ca573a042d82c733860c1c37 = $(`<div id="html_9ffc8f38ca573a042d82c733860c1c37" style="width: 100.0%; height: 100.0%;">St George Street</div>`)[0];\n", + " popup_dab4786e492cefd4732d6850e53794f1.setContent(html_9ffc8f38ca573a042d82c733860c1c37);\n", " \n", " \n", "\n", - " circle_marker_75956e897f9b02396b9d3b9ba253c23c.bindPopup(popup_9ce84f7aa7079d0df447c8d148b87756)\n", + " circle_marker_4f759d977e74ceeb680ef81d74027918.bindPopup(popup_dab4786e492cefd4732d6850e53794f1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0ff57240e2783b62f542df848c53080f = L.circleMarker(\n", + " var circle_marker_e3ea0e9c12997192e1ae7bd75aee6e48 = L.circleMarker(\n", " [43.6636066, -79.3995401],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_f5e248f34e36e9eb60da93af9f341544 = L.popup({"maxWidth": "100%"});\n", + " var popup_59c563394879bd959b94112677d1436b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e3c03ac71a36c7c7930fab789309a558 = $(`<div id="html_e3c03ac71a36c7c7930fab789309a558" style="width: 100.0%; height: 100.0%;">Harbord Street</div>`)[0];\n", - " popup_f5e248f34e36e9eb60da93af9f341544.setContent(html_e3c03ac71a36c7c7930fab789309a558);\n", + " var html_7b6e13746f5b318093a74dab4ceb24d2 = $(`<div id="html_7b6e13746f5b318093a74dab4ceb24d2" style="width: 100.0%; height: 100.0%;">Harbord Street</div>`)[0];\n", + " popup_59c563394879bd959b94112677d1436b.setContent(html_7b6e13746f5b318093a74dab4ceb24d2);\n", " \n", " \n", "\n", - " circle_marker_0ff57240e2783b62f542df848c53080f.bindPopup(popup_f5e248f34e36e9eb60da93af9f341544)\n", + " circle_marker_e3ea0e9c12997192e1ae7bd75aee6e48.bindPopup(popup_59c563394879bd959b94112677d1436b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ae01bbb332407b2f3a64b4529144a9fe = L.circleMarker(\n", + " var circle_marker_9ca22a4be215a00e9213b11b0a14723b = L.circleMarker(\n", " [43.6602649, -79.4009095],\n", " {"bubblingMouseEvents": true, "color": "black", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "black", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7b8b3a3bc4749df854bf941da571556c);\n", + " ).addTo(feature_group_19a713c15fc14f50273a8e06786a866b);\n", " \n", " \n", - " var popup_8280a02be22c2c6599f4be66e248910f = L.popup({"maxWidth": "100%"});\n", + " var popup_dd6ad7e732c4c5b55c567e7db8e08d17 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a83633b80b916f1101857392f7aff24d = $(`<div id="html_a83633b80b916f1101857392f7aff24d" style="width: 100.0%; height: 100.0%;">n/a</div>`)[0];\n", - " popup_8280a02be22c2c6599f4be66e248910f.setContent(html_a83633b80b916f1101857392f7aff24d);\n", + " var html_9149f2091ae365ef84da700c7d0419a7 = $(`<div id="html_9149f2091ae365ef84da700c7d0419a7" style="width: 100.0%; height: 100.0%;">n/a</div>`)[0];\n", + " popup_dd6ad7e732c4c5b55c567e7db8e08d17.setContent(html_9149f2091ae365ef84da700c7d0419a7);\n", " \n", " \n", "\n", - " circle_marker_ae01bbb332407b2f3a64b4529144a9fe.bindPopup(popup_8280a02be22c2c6599f4be66e248910f)\n", + " circle_marker_9ca22a4be215a00e9213b11b0a14723b.bindPopup(popup_dd6ad7e732c4c5b55c567e7db8e08d17)\n", " ;\n", "\n", " \n", @@ -6317,7 +6319,7 @@ "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "execution_count": 10, @@ -6364,8 +6366,8 @@ "id": "b3b935cd", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:42.618236Z", - "start_time": "2022-11-11T17:40:42.614798Z" + "end_time": "2022-12-29T02:19:02.428564Z", + "start_time": "2022-12-29T02:19:02.424480Z" } }, "outputs": [], @@ -6387,8 +6389,8 @@ "id": "76fd012c", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:42.626476Z", - "start_time": "2022-11-11T17:40:42.621488Z" + "end_time": "2022-12-29T02:19:02.437629Z", + "start_time": "2022-12-29T02:19:02.432066Z" } }, "outputs": [ @@ -6427,8 +6429,8 @@ "id": "cdccb223", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:42.632124Z", - "start_time": "2022-11-11T17:40:42.629010Z" + "end_time": "2022-12-29T02:19:02.445514Z", + "start_time": "2022-12-29T02:19:02.441547Z" } }, "outputs": [], @@ -6443,8 +6445,8 @@ "id": "1725c145", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:42.641586Z", - "start_time": "2022-11-11T17:40:42.635386Z" + "end_time": "2022-12-29T02:19:02.454626Z", + "start_time": "2022-12-29T02:19:02.448981Z" } }, "outputs": [ @@ -6477,8 +6479,8 @@ "id": "50519af5", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:43.738930Z", - "start_time": "2022-11-11T17:40:42.644518Z" + "end_time": "2022-12-29T02:19:03.529423Z", + "start_time": "2022-12-29T02:19:02.458322Z" } }, "outputs": [], @@ -6506,8 +6508,8 @@ "id": "426aa8e9", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:43.746120Z", - "start_time": "2022-11-11T17:40:43.741229Z" + "end_time": "2022-12-29T02:19:03.544238Z", + "start_time": "2022-12-29T02:19:03.534290Z" } }, "outputs": [ @@ -6533,21 +6535,21 @@ "id": "5d8460fa", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:43.754958Z", - "start_time": "2022-11-11T17:40:43.749060Z" + "end_time": "2022-12-29T02:19:03.555327Z", + "start_time": "2022-12-29T02:19:03.548600Z" } }, "outputs": [ { "data": { "text/plain": [ - "array([[240.3, 131.9, 161.8, ..., 68.3, 24.3, 67.5],\n", - " [218.1, 109.7, 153.5, ..., 68.2, 22.8, 117.9],\n", - " [183.4, 136.4, 140.1, ..., 230.6, 190.3, 274.2],\n", + "array([[240.5, 132. , 161.8, ..., 68.3, 24.3, 67.5],\n", + " [218.3, 109.8, 153.6, ..., 68.2, 22.8, 117.9],\n", + " [183.5, 136.4, 140.2, ..., 230.8, 190.4, 274.3],\n", " ...,\n", - " [250.3, 159.2, 111.9, ..., 3.9, 82.1, 63.2],\n", - " [252.1, 144.7, 188.5, ..., 133.5, 88.1, 177.9],\n", - " [181.5, 44.5, 88.3, ..., 150.4, 188.4, 194. ]])" + " [250.3, 159.3, 111.9, ..., 3.9, 82.1, 63.4],\n", + " [252.9, 144.9, 188.7, ..., 133.5, 88.1, 178. ],\n", + " [181.5, 44.5, 88.3, ..., 150.5, 188.4, 194. ]])" ] }, "execution_count": 17, @@ -6575,8 +6577,8 @@ "id": "c09408ac", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:43.761488Z", - "start_time": "2022-11-11T17:40:43.758298Z" + "end_time": "2022-12-29T02:19:03.562417Z", + "start_time": "2022-12-29T02:19:03.557932Z" } }, "outputs": [], @@ -6602,8 +6604,8 @@ "id": "657edff4", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:43.866427Z", - "start_time": "2022-11-11T17:40:43.764984Z" + "end_time": "2022-12-29T02:19:03.685319Z", + "start_time": "2022-12-29T02:19:03.564772Z" } }, "outputs": [], @@ -6626,8 +6628,8 @@ "id": "b5191a08", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:43.875072Z", - "start_time": "2022-11-11T17:40:43.869326Z" + "end_time": "2022-12-29T02:19:03.695732Z", + "start_time": "2022-12-29T02:19:03.688994Z" } }, "outputs": [ @@ -6660,8 +6662,8 @@ "id": "5323e10c", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:40:44.288668Z", - "start_time": "2022-11-11T17:40:43.878088Z" + "end_time": "2022-12-29T02:19:04.040005Z", + "start_time": "2022-12-29T02:19:03.697459Z" } }, "outputs": [ @@ -6681,41 +6683,42 @@ " \n", " <style>html, body {width: 100%;height: 100%;margin: 0;padding: 0;}</style>\n", " <style>#map {position:absolute;top:0;bottom:0;right:0;left:0;}</style>\n", - " <script src="https://cdn.jsdelivr.net/npm/leaflet@1.6.0/dist/leaflet.js"></script>\n", + " <script src="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.js"></script>\n", " <script src="https://code.jquery.com/jquery-1.12.4.min.js"></script>\n", - " <script src="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/js/bootstrap.min.js"></script>\n", + " <script src="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/js/bootstrap.bundle.min.js"></script>\n", " <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@1.6.0/dist/leaflet.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/css/bootstrap-theme.min.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/font-awesome/4.6.3/css/font-awesome.min.css"/>\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://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", " \n", " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_3041f300123d67d724c062efc164719a {\n", + " #map_08c8452eb31d9c5f3f93386dddeb28c1 {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", " left: 0.0%;\n", " top: 0.0%;\n", " }\n", + " .leaflet-container { font-size: 1rem; }\n", " </style>\n", " \n", "</head>\n", "<body>\n", " \n", " \n", - " <div class="folium-map" id="map_3041f300123d67d724c062efc164719a" ></div>\n", + " <div class="folium-map" id="map_08c8452eb31d9c5f3f93386dddeb28c1" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_3041f300123d67d724c062efc164719a = L.map(\n", - " "map_3041f300123d67d724c062efc164719a",\n", + " var map_08c8452eb31d9c5f3f93386dddeb28c1 = L.map(\n", + " "map_08c8452eb31d9c5f3f93386dddeb28c1",\n", " {\n", " center: [43.6624674, -79.3988052],\n", " crs: L.CRS.EPSG3857,\n", @@ -6729,7047 +6732,8097 @@ "\n", " \n", " \n", - " var tile_layer_c1c20cd030437f289327f923554f5ec7 = L.tileLayer(\n", + " var tile_layer_5dd43353be36b48ae9c3768261a3acff = L.tileLayer(\n", " "https://cartodb-basemaps-{s}.global.ssl.fastly.net/light_all/{z}/{x}/{y}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"http://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"http://cartodb.com/attributions\\"\\u003eCartoDB\\u003c/a\\u003e, CartoDB \\u003ca href =\\"http://cartodb.com/attributions\\"\\u003eattributions\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 18, "maxZoom": 18, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", - " ).addTo(map_3041f300123d67d724c062efc164719a);\n", + " {"attribution": "\\u0026copy; \\u003ca target=\\"_blank\\" href=\\"http://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca target=\\"_blank\\" href=\\"http://cartodb.com/attributions\\"\\u003eCartoDB\\u003c/a\\u003e, CartoDB \\u003ca target=\\"_blank\\" href =\\"http://cartodb.com/attributions\\"\\u003eattributions\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 18, "maxZoom": 18, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " ).addTo(map_08c8452eb31d9c5f3f93386dddeb28c1);\n", " \n", " \n", - " var feature_group_ac5b639bc0593ae89038efb4a6a03f78 = L.featureGroup(\n", + " var feature_group_bdfbd7a6eeb927207cc4da3b0111e595 = L.featureGroup(\n", " {}\n", - " ).addTo(map_3041f300123d67d724c062efc164719a);\n", + " ).addTo(map_08c8452eb31d9c5f3f93386dddeb28c1);\n", " \n", " \n", - " var circle_marker_855d9cab474448524095721e29b709a0 = L.circleMarker(\n", + " var circle_marker_4c3aeebefd839320a78313ce4c5bbc55 = L.circleMarker(\n", " [43.6624674, -79.3988052],\n", " {"bubblingMouseEvents": true, "color": "blue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "blue", "fillOpacity": 0.3, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ac5b639bc0593ae89038efb4a6a03f78);\n", + " ).addTo(feature_group_bdfbd7a6eeb927207cc4da3b0111e595);\n", " \n", " \n", - " var popup_98c3c318c3035be26fbd6d67363c963c = L.popup({"maxWidth": "100%"});\n", + " var popup_9f7de9b72099507c547ff944a03f50bf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5f5b40272377132c050d8093e856413f = $(`<div id="html_5f5b40272377132c050d8093e856413f" style="width: 100.0%; height: 100.0%;">Sidney Smith Hall</div>`)[0];\n", - " popup_98c3c318c3035be26fbd6d67363c963c.setContent(html_5f5b40272377132c050d8093e856413f);\n", + " var html_84ef903d640dbbc0ba80d3d2633bfd5c = $(`<div id="html_84ef903d640dbbc0ba80d3d2633bfd5c" style="width: 100.0%; height: 100.0%;">Sidney Smith Hall</div>`)[0];\n", + " popup_9f7de9b72099507c547ff944a03f50bf.setContent(html_84ef903d640dbbc0ba80d3d2633bfd5c);\n", " \n", " \n", "\n", - " circle_marker_855d9cab474448524095721e29b709a0.bindPopup(popup_98c3c318c3035be26fbd6d67363c963c)\n", + " circle_marker_4c3aeebefd839320a78313ce4c5bbc55.bindPopup(popup_9f7de9b72099507c547ff944a03f50bf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_52270df63acf143a18defad86699b465 = L.circleMarker(\n", + " var circle_marker_d884f42e1e4ccc4edc2a7dab9b3e28a6 = L.circleMarker(\n", " [43.6643897, -79.3994442],\n", " {"bubblingMouseEvents": true, "color": "blue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "blue", "fillOpacity": 0.3, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ac5b639bc0593ae89038efb4a6a03f78);\n", + " ).addTo(feature_group_bdfbd7a6eeb927207cc4da3b0111e595);\n", " \n", " \n", - " var popup_46d2afeb53937ef5a24fb0cd22fa4265 = L.popup({"maxWidth": "100%"});\n", + " var popup_1be113621e9b3b1649a849bfad7f5912 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5edeefa1e493fa2b8fd00ba9b3bdcd24 = $(`<div id="html_5edeefa1e493fa2b8fd00ba9b3bdcd24" style="width: 100.0%; height: 100.0%;">Robarts Library</div>`)[0];\n", - " popup_46d2afeb53937ef5a24fb0cd22fa4265.setContent(html_5edeefa1e493fa2b8fd00ba9b3bdcd24);\n", + " var html_661b831f013f9b69b079c961656929be = $(`<div id="html_661b831f013f9b69b079c961656929be" style="width: 100.0%; height: 100.0%;">Robarts Library</div>`)[0];\n", + " popup_1be113621e9b3b1649a849bfad7f5912.setContent(html_661b831f013f9b69b079c961656929be);\n", " \n", " \n", "\n", - " circle_marker_52270df63acf143a18defad86699b465.bindPopup(popup_46d2afeb53937ef5a24fb0cd22fa4265)\n", + " circle_marker_d884f42e1e4ccc4edc2a7dab9b3e28a6.bindPopup(popup_1be113621e9b3b1649a849bfad7f5912)\n", " ;\n", "\n", " \n", " \n", " \n", - 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M. Kelly Library',\n", + " 'center': [Decimal('-79.3895107'), Decimal('43.6648522')],\n", + " 'idx': 2},\n", + " {'name': 'Sir Daniel Wilson Residence (University College)',\n", + " 'center': [Decimal('-79.3971848'), Decimal('43.6625440')],\n", + " 'idx': 3},\n", + " {'name': 'University College',\n", + " 'center': [Decimal('-79.3958563'), Decimal('43.6628344')],\n", + " 'idx': 4},\n", " {'name': 'Toronto Magnetic and Meteorological Observatory',\n", " 'center': [Decimal('-79.3946172'), Decimal('43.6631765')],\n", " 'idx': 5},\n", " {'name': 'Koffler Student Services Centre',\n", " 'center': [Decimal('-79.3968996'), Decimal('43.6591667')],\n", " 'idx': 6},\n", + " {'name': 'Warren Stevens Building',\n", + " 'center': [Decimal('-79.4010325'), Decimal('43.6627537')],\n", + " 'idx': 8},\n", + " {'name': 'Northrop Frye Hall',\n", + " 'center': [Decimal('-79.3921389'), Decimal('43.6664141')],\n", + " 'idx': 10},\n", + " {'name': 'Carr Hall',\n", + " 'center': [Decimal('-79.3904148'), Decimal('43.6652328')],\n", + " 'idx': 11},\n", + " {'name': 'Muzzo Family Alumni Hall',\n", + " 'center': [Decimal('-79.3901376'), Decimal('43.6647637')],\n", + " 'idx': 12},\n", " {'name': 'Ramsay Wright Building',\n", " 'center': [Decimal('-79.3990600'), Decimal('43.6632684')],\n", " 'idx': 13},\n", + " {'name': 'Clara Benson Building',\n", + " 'center': [Decimal('-79.4002584'), Decimal('43.6629833')],\n", + " 'idx': 14},\n", " {'name': 'Fisher Rare Book Library',\n", " 'center': [Decimal('-79.3989770'), Decimal('43.6640748')],\n", " 'idx': 15},\n", " {'name': 'Munk Centre',\n", " 'center': [Decimal('-79.3966960'), Decimal('43.6650264')],\n", " 'idx': 16},\n", + " {'name': 'Claude T. Bissell Building',\n", + " 'center': [Decimal('-79.3993354'), Decimal('43.6650287')],\n", + " 'idx': 17},\n", " {'name': 'Simcoe Hall',\n", " 'center': [Decimal('-79.3959493'), Decimal('43.6607473')],\n", " 'idx': 18},\n", @@ -13879,15 +14962,48 @@ " {'name': 'Lassonde Mining Building',\n", " 'center': [Decimal('-79.3934676'), Decimal('43.6595254')],\n", " 'idx': 26},\n", + " {'name': 'Leslie Dan Pharmacy Building',\n", + " 'center': [Decimal('-79.3917767'), Decimal('43.6599499')],\n", + " 'idx': 27},\n", + " {'name': 'Wallberg Building',\n", + " 'center': [Decimal('-79.3952383'), Decimal('43.6591495')],\n", + " 'idx': 28},\n", + " {'name': 'Isabel Bader Theatre',\n", + " 'center': [Decimal('-79.3923649'), Decimal('43.6672514')],\n", + " 'idx': 29},\n", + " {'name': 'Birge Carnegie',\n", + " 'center': [Decimal('-79.3929187'), Decimal('43.6670922')],\n", + " 'idx': 30},\n", " {'name': 'Sanford Fleming Building',\n", " 'center': [Decimal('-79.3952159'), Decimal('43.6601368')],\n", " 'idx': 32},\n", + " {'name': 'Centre for Biological Timing and Cognition',\n", + " 'center': [Decimal('-79.3993038'), Decimal('43.6628627')],\n", + " 'idx': 34},\n", + " {'name': 'The Jones and Edna Davenport Chemical Research Building',\n", + " 'center': [Decimal('-79.3977963'), Decimal('43.6613289')],\n", + " 'idx': 35},\n", + " {'name': 'McLennan Physical Laboratories',\n", + " 'center': [Decimal('-79.3985019'), Decimal('43.6610126')],\n", + " 'idx': 36},\n", + " {'name': 'McLennan Physical Laboratories',\n", + " 'center': [Decimal('-79.3985063'), Decimal('43.6604892')],\n", + " 'idx': 37},\n", " {'name': 'Cody Hall',\n", " 'center': [Decimal('-79.3975700'), Decimal('43.6606429')],\n", " 'idx': 38},\n", + " {'name': 'Odette Hall',\n", + " 'center': [Decimal('-79.3886433'), Decimal('43.6663535')],\n", + " 'idx': 40},\n", " {'name': 'Cardinal Flahiff Building',\n", " 'center': [Decimal('-79.3885826'), Decimal('43.6650353')],\n", " 'idx': 41},\n", + " {'name': '2',\n", + " 'center': [Decimal('-79.3898803'), Decimal('43.6654428')],\n", + " 'idx': 43},\n", + " {'name': 'Burwash Dining Hall',\n", + " 'center': [Decimal('-79.3917361'), Decimal('43.6674639')],\n", + " 'idx': 49},\n", " {'name': 'Physical Geography Building',\n", " 'center': [Decimal('-79.3965267'), Decimal('43.6603861')],\n", " 'idx': 50},\n", @@ -13903,12 +15019,42 @@ " {'name': 'n/a',\n", " 'center': [Decimal('-79.3972158'), Decimal('43.6600916')],\n", " 'idx': 54},\n", + " {'name': 'Munk School of Global Affairs',\n", + " 'center': [Decimal('-79.3985410'), Decimal('43.6674676')],\n", + " 'idx': 55},\n", " {'name': 'n/a',\n", " 'center': [Decimal('-79.3992100'), Decimal('43.6642407')],\n", " 'idx': 56},\n", + " {'name': 'n/a',\n", + " 'center': [Decimal('-79.3994414'), Decimal('43.6647887')],\n", + " 'idx': 57},\n", + " {'name': 'Lash Miller Laboratories',\n", + " 'center': [Decimal('-79.3979944'), Decimal('43.6618573')],\n", + " 'idx': 62},\n", + " {'name': 'Anthropology Building',\n", + " 'center': [Decimal('-79.3984688'), Decimal('43.6598666')],\n", + " 'idx': 63},\n", " {'name': 'Newman Centre',\n", " 'center': [Decimal('-79.3981613'), Decimal('43.6644228')],\n", " 'idx': 64},\n", + " {'name': 'Rotman School of Management and Rotman Commerce',\n", + " 'center': [Decimal('-79.3992073'), Decimal('43.6669050')],\n", + " 'idx': 66},\n", + " {'name': 'Centre for Industrial Relations and Human Resources',\n", + " 'center': [Decimal('-79.3990904'), Decimal('43.6666860')],\n", + " 'idx': 71},\n", + " {'name': 'Macdonald-Mullard House',\n", + " 'center': [Decimal('-79.3970259'), Decimal('43.6618029')],\n", + " 'idx': 72},\n", + " {'name': 'n/a',\n", + " 'center': [Decimal('-79.3878370'), Decimal('43.6608131')],\n", + " 'idx': 74},\n", + " {'name': 'Department of Obstetrics and Gynaecology',\n", + " 'center': [Decimal('-79.3880876'), Decimal('43.6606226')],\n", + " 'idx': 75},\n", + " {'name': 'Banting Institute',\n", + " 'center': [Decimal('-79.3886232'), Decimal('43.6605821')],\n", + " 'idx': 76},\n", " {'name': 'Engineering Annex',\n", " 'center': [Decimal('-79.3954298'), Decimal('43.6596061')],\n", " 'idx': 79},\n", @@ -13927,18 +15073,72 @@ " {'name': 'Centre of Criminology, School of Public Policy & Governance',\n", " 'center': [Decimal('-79.3929617'), Decimal('43.6619386')],\n", " 'idx': 84},\n", + " {'name': 'Early Learning Centre',\n", + " 'center': [Decimal('-79.4011732'), Decimal('43.6639309')],\n", + " 'idx': 85},\n", + " {'name': 'Pontifical Institute of Medieval Studies',\n", + " 'center': [Decimal('-79.3909407'), Decimal('43.6656444')],\n", + " 'idx': 86},\n", + " {'name': 'Teefy Hall',\n", + " 'center': [Decimal('-79.3908241'), Decimal('43.6653867')],\n", + " 'idx': 87},\n", + " {'name': 'Old steam plant',\n", + " 'center': [Decimal('-79.3902904'), Decimal('43.6661749')],\n", + " 'idx': 89},\n", + " {'name': 'Toronto School of Theology',\n", + " 'center': [Decimal('-79.3906171'), Decimal('43.6647518')],\n", + " 'idx': 90},\n", + " {'name': 'Multicultural History Society of Ontario',\n", + " 'center': [Decimal('-79.3905489'), Decimal('43.6645719')],\n", + " 'idx': 91},\n", + " {'name': 'Jesuits in English Canada',\n", + " 'center': [Decimal('-79.3904015'), Decimal('43.6642662')],\n", + " 'idx': 92},\n", " {'name': 'Goldring Student Centre',\n", " 'center': [Decimal('-79.3924051'), Decimal('43.6677618')],\n", " 'idx': 93},\n", " {'name': 'Annesley Hall',\n", " 'center': [Decimal('-79.3929754'), Decimal('43.6678101')],\n", " 'idx': 94},\n", + " {'name': 'Loretto College',\n", + " 'center': [Decimal('-79.3900057'), Decimal('43.6673727')],\n", + " 'idx': 96},\n", + " {'name': 'Arthur M. Kruger Hall (Woodsworth College)',\n", + " 'center': [Decimal('-79.3987948'), Decimal('43.6666696')],\n", + " 'idx': 98},\n", " {'name': 'Crux Discount Theological Books',\n", " 'center': [Decimal('-79.3952518'), Decimal('43.6642008')],\n", " 'idx': 100},\n", + " {'name': 'former Canadian School of Missions',\n", + " 'center': [Decimal('-79.3984356'), Decimal('43.6649304')],\n", + " 'idx': 101},\n", + " {'name': 'Law House',\n", + " 'center': [Decimal('-79.3898938'), Decimal('43.6678167')],\n", + " 'idx': 102},\n", + " {'name': 'Stephenson House',\n", + " 'center': [Decimal('-79.3898109'), Decimal('43.6678347')],\n", + " 'idx': 103},\n", + " {'name': 'Regis College',\n", + " 'center': [Decimal('-79.3902796'), Decimal('43.6640045')],\n", + " 'idx': 105},\n", " {'name': 'Bahen Centre for Information Technology',\n", " 'center': [Decimal('-79.3974539'), Decimal('43.6597085')],\n", " 'idx': 106},\n", + " {'name': 'Cumberland House',\n", + " 'center': [Decimal('-79.3959338'), Decimal('43.6594572')],\n", + " 'idx': 107},\n", + " {'name': 'Victoria College',\n", + " 'center': [Decimal('-79.3919559'), Decimal('43.6669263')],\n", + " 'idx': 108},\n", + " {'name': 'Emmanuel College',\n", + " 'center': [Decimal('-79.3926504'), Decimal('43.6667142')],\n", + " 'idx': 109},\n", + " {'name': 'Goldring Centre',\n", + " 'center': [Decimal('-79.3983851'), Decimal('43.6669768')],\n", + " 'idx': 110},\n", + " {'name': 'Lash Miller Laboratories',\n", + " 'center': [Decimal('-79.3984263'), Decimal('43.6615978')],\n", + " 'idx': 111},\n", " {'name': 'Convocation Hall',\n", " 'center': [Decimal('-79.3954478'), Decimal('43.6607760')],\n", " 'idx': 112},\n", @@ -13951,6 +15151,9 @@ " {'name': 'Myhal Centre',\n", " 'center': [Decimal('-79.3965722'), Decimal('43.6607415')],\n", " 'idx': 116},\n", + " {'name': 'n/a',\n", + " 'center': [Decimal('-79.3987786'), Decimal('43.6673873')],\n", + " 'idx': 117},\n", " {'name': 'Medical Sciences Building',\n", " 'center': [Decimal('-79.3934363'), Decimal('43.6613361')],\n", " 'idx': 118}],\n", @@ -14401,7 +15604,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/lscpb.ipynb b/notebooks/lscpb.ipynb index 487f98d8..e7640d4d 100644 --- a/notebooks/lscpb.ipynb +++ b/notebooks/lscpb.ipynb @@ -19,24 +19,24 @@ "**LSCP-B can be written as:**\n", "\n", "\\begin{equation*}\n", - "\\textbf{Maximize }\\sum_{i} U_i\n", + "\\textbf{Maximize }\\sum_{i \\in I} U_i\n", "\\end{equation*}\n", "\n", "___Subject to:___\n", "\\begin{equation*}\n", - "\\sum_{j} a_{ij}Y_j \\geq 1 + U_i \\quad \\forall i\n", + "\\sum_{j \\in J} a_{ij}Y_j \\geq 1 + U_i \\quad \\forall i \\in I\n", "\\end{equation*}\n", "\n", "\\begin{equation*}\n", - "\\sum_j Y_j = p\n", + "\\sum_{j \\in J} Y_j = p\n", "\\end{equation*}\n", "\n", "\\begin{equation*}\n", - "Y_j = \\{0, 1\\} \\quad \\forall j\n", + "Y_j = \\{0, 1\\} \\quad \\forall j \\in J\n", "\\end{equation*}\n", "\n", "\\begin{equation*}\n", - "U_i \\leq 1 \\quad \\forall i\n", + "U_i \\leq 1 \\quad \\forall i \\in I\n", "\\end{equation*}\n", "\n", "___Where:___\n", @@ -68,8 +68,8 @@ "execution_count": 1, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:28.519033Z", - "start_time": "2022-11-11T17:27:28.467487Z" + "end_time": "2023-01-10T18:22:14.337953Z", + "start_time": "2023-01-10T18:22:14.305937Z" } }, "outputs": [ @@ -77,15 +77,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:27:28.501513-05:00\n", + "Last updated: 2023-01-10T13:22:14.326822-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -105,8 +105,8 @@ "execution_count": 2, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:31.054087Z", - "start_time": "2022-11-11T17:27:28.524592Z" + "end_time": "2023-01-10T18:22:16.618983Z", + "start_time": "2023-01-10T18:22:14.341111Z" } }, "outputs": [ @@ -116,13 +116,13 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "spaghetti : 1.6.10\n", - "shapely : 1.8.5.post1\n", + "shapely : 2.0.0\n", + "spopt : 0.4.1+200.g336f235.dirty\n", + "numpy : 1.23.5\n", + "geopandas : 0.12.2\n", "pulp : 2.7.0\n", - "geopandas : 0.12.1\n", "json : 2.0.9\n", - "spopt : 0.4.1+200.g336f235.dirty\n", - "numpy : 1.23.4\n", + "spaghetti : 1.6.10\n", "matplotlib: 3.6.2\n", "\n" ] @@ -142,6 +142,7 @@ "import warnings\n", "with warnings.catch_warnings():\n", " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/spaghetti#649\n", " import spaghetti\n", "\n", "%watermark -w\n", @@ -160,8 +161,8 @@ "execution_count": 3, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:31.062691Z", - "start_time": "2022-11-11T17:27:31.058309Z" + "end_time": "2023-01-10T18:22:16.626350Z", + "start_time": "2023-01-10T18:22:16.622910Z" } }, "outputs": [], @@ -197,13 +198,16 @@ "execution_count": 4, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:31.105220Z", - "start_time": "2022-11-11T17:27:31.067431Z" + "end_time": "2023-01-10T18:22:16.668809Z", + "start_time": "2023-01-10T18:22:16.630452Z" } }, "outputs": [], "source": [ - "lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", "ntw = spaghetti.Network(in_data=lattice)" ] }, @@ -219,8 +223,8 @@ "execution_count": 5, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:31.229324Z", - "start_time": "2022-11-11T17:27:31.108211Z" + "end_time": "2023-01-10T18:22:16.786561Z", + "start_time": "2023-01-10T18:22:16.671717Z" } }, "outputs": [], @@ -233,8 +237,8 @@ "execution_count": 6, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:31.260808Z", - "start_time": "2022-11-11T17:27:31.231613Z" + "end_time": "2023-01-10T18:22:16.816925Z", + "start_time": "2023-01-10T18:22:16.788855Z" } }, "outputs": [], @@ -258,8 +262,8 @@ "execution_count": 7, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:31.456555Z", - "start_time": "2022-11-11T17:27:31.263278Z" + "end_time": "2023-01-10T18:22:16.981149Z", + "start_time": "2023-01-10T18:22:16.820499Z" } }, "outputs": [ @@ -297,8 +301,8 @@ "execution_count": 8, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:31.478651Z", - "start_time": "2022-11-11T17:27:31.459643Z" + "end_time": "2023-01-10T18:22:16.997880Z", + "start_time": "2023-01-10T18:22:16.983649Z" } }, "outputs": [], @@ -323,8 +327,8 @@ "execution_count": 9, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.026680Z", - "start_time": "2022-11-11T17:27:31.481251Z" + "end_time": "2023-01-10T18:22:17.525926Z", + "start_time": "2023-01-10T18:22:17.000327Z" } }, "outputs": [ @@ -360,7 +364,7 @@ "source": [ "## Assign simulated points network locations\n", "\n", - "The simulated client and facility points do not ahere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", + "The simulated client and facility points do not adhere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", "\n", "In our first example we will consider distance along the 10x10 lattice network created above. Therefore, we must first snap the observation points to the network prior to calculating a cost matrix." ] @@ -370,17 +374,23 @@ "execution_count": 10, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.124184Z", - "start_time": "2022-11-11T17:27:32.033025Z" + "end_time": "2023-01-10T18:22:17.612218Z", + "start_time": "2023-01-10T18:22:17.532036Z" } }, "outputs": [], "source": [ - "ntw.snapobservations(client_points, \"clients\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(client_points, \"clients\", attribute=True)\n", "clients_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"clients\", snapped=True)\n", "clients_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)\n", "\n", - "ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", "facilities_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"facilities\", snapped=True)\n", "facilities_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)" ] @@ -397,8 +407,8 @@ "execution_count": 11, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.492882Z", - "start_time": "2022-11-11T17:27:32.127251Z" + "end_time": "2023-01-10T18:22:18.000914Z", + "start_time": "2023-01-10T18:22:17.614775Z" } }, "outputs": [ @@ -441,8 +451,8 @@ "execution_count": 12, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.556742Z", - "start_time": "2022-11-11T17:27:32.495268Z" + "end_time": "2023-01-10T18:22:18.068610Z", + "start_time": "2023-01-10T18:22:18.004078Z" } }, "outputs": [ @@ -477,8 +487,8 @@ "execution_count": 13, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.563933Z", - "start_time": "2022-11-11T17:27:32.559518Z" + "end_time": "2023-01-10T18:22:18.076030Z", + "start_time": "2023-01-10T18:22:18.071070Z" } }, "outputs": [ @@ -511,8 +521,8 @@ "execution_count": 14, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.570397Z", - "start_time": "2022-11-11T17:27:32.565573Z" + "end_time": "2023-01-10T18:22:18.084102Z", + "start_time": "2023-01-10T18:22:18.078879Z" } }, "outputs": [ @@ -552,15 +562,15 @@ "execution_count": 15, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.636850Z", - "start_time": "2022-11-11T17:27:32.572399Z" + "end_time": "2023-01-10T18:22:18.149629Z", + "start_time": "2023-01-10T18:22:18.086725Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 15, @@ -581,15 +591,15 @@ "execution_count": 16, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.778168Z", - "start_time": "2022-11-11T17:27:32.643021Z" + "end_time": "2023-01-10T18:22:18.383987Z", + "start_time": "2023-01-10T18:22:18.153382Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 16, @@ -617,8 +627,8 @@ "execution_count": 17, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.788472Z", - "start_time": "2022-11-11T17:27:32.782331Z" + "end_time": "2023-01-10T18:22:18.391443Z", + "start_time": "2023-01-10T18:22:18.386929Z" } }, "outputs": [ @@ -656,8 +666,8 @@ "execution_count": 18, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.811362Z", - "start_time": "2022-11-11T17:27:32.791567Z" + "end_time": "2023-01-10T18:22:18.405870Z", + "start_time": "2023-01-10T18:22:18.392864Z" } }, "outputs": [ @@ -781,15 +791,15 @@ "execution_count": 19, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:32.894813Z", - "start_time": "2022-11-11T17:27:32.814889Z" + "end_time": "2023-01-10T18:22:18.465536Z", + "start_time": "2023-01-10T18:22:18.407606Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 19, @@ -817,15 +827,15 @@ "execution_count": 20, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:33.019502Z", - "start_time": "2022-11-11T17:27:32.898268Z" + "end_time": "2023-01-10T18:22:18.572735Z", + "start_time": "2023-01-10T18:22:18.468208Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 20, @@ -854,8 +864,8 @@ "execution_count": 21, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:33.027842Z", - "start_time": "2022-11-11T17:27:33.022777Z" + "end_time": "2023-01-10T18:22:18.579384Z", + "start_time": "2023-01-10T18:22:18.575416Z" } }, "outputs": [ @@ -893,8 +903,8 @@ "execution_count": 22, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:33.052283Z", - "start_time": "2022-11-11T17:27:33.030747Z" + "end_time": "2023-01-10T18:22:18.592876Z", + "start_time": "2023-01-10T18:22:18.581505Z" } }, "outputs": [ @@ -1020,8 +1030,8 @@ "execution_count": 23, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:33.127759Z", - "start_time": "2022-11-11T17:27:33.055771Z" + "end_time": "2023-01-10T18:22:18.650000Z", + "start_time": "2023-01-10T18:22:18.594475Z" } }, "outputs": [], @@ -1044,8 +1054,8 @@ "execution_count": 24, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:33.260318Z", - "start_time": "2022-11-11T17:27:33.132346Z" + "end_time": "2023-01-10T18:22:18.755294Z", + "start_time": "2023-01-10T18:22:18.653406Z" } }, "outputs": [], @@ -1069,8 +1079,8 @@ "execution_count": 25, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:33.268061Z", - "start_time": "2022-11-11T17:27:33.263155Z" + "end_time": "2023-01-10T18:22:18.763946Z", + "start_time": "2023-01-10T18:22:18.758432Z" } }, "outputs": [ @@ -1110,8 +1120,8 @@ "execution_count": 26, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:33.275888Z", - "start_time": "2022-11-11T17:27:33.270781Z" + "end_time": "2023-01-10T18:22:18.772391Z", + "start_time": "2023-01-10T18:22:18.766772Z" } }, "outputs": [ @@ -1169,8 +1179,8 @@ "execution_count": 27, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:33.289972Z", - "start_time": "2022-11-11T17:27:33.278235Z" + "end_time": "2023-01-10T18:22:18.786717Z", + "start_time": "2023-01-10T18:22:18.774571Z" } }, "outputs": [], @@ -1274,8 +1284,8 @@ "execution_count": 28, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:34.063690Z", - "start_time": "2022-11-11T17:27:33.298139Z" + "end_time": "2023-01-10T18:22:19.528062Z", + "start_time": "2023-01-10T18:22:18.793748Z" } }, "outputs": [ @@ -1309,8 +1319,8 @@ "execution_count": 29, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:34.658722Z", - "start_time": "2022-11-11T17:27:34.066643Z" + "end_time": "2023-01-10T18:22:20.200922Z", + "start_time": "2023-01-10T18:22:19.530192Z" } }, "outputs": [ @@ -1341,8 +1351,8 @@ "execution_count": 30, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:35.599649Z", - "start_time": "2022-11-11T17:27:34.660941Z" + "end_time": "2023-01-10T18:22:21.062857Z", + "start_time": "2023-01-10T18:22:20.202558Z" } }, "outputs": [ @@ -1390,8 +1400,8 @@ "execution_count": 31, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:36.094758Z", - "start_time": "2022-11-11T17:27:35.601976Z" + "end_time": "2023-01-10T18:22:21.554372Z", + "start_time": "2023-01-10T18:22:21.064474Z" } }, "outputs": [ @@ -1425,8 +1435,8 @@ "execution_count": 32, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:36.567605Z", - "start_time": "2022-11-11T17:27:36.097423Z" + "end_time": "2023-01-10T18:22:22.042381Z", + "start_time": "2023-01-10T18:22:21.557448Z" } }, "outputs": [ @@ -1457,8 +1467,8 @@ "execution_count": 33, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:37.065509Z", - "start_time": "2022-11-11T17:27:36.569993Z" + "end_time": "2023-01-10T18:22:22.602135Z", + "start_time": "2023-01-10T18:22:22.045234Z" } }, "outputs": [ @@ -1502,8 +1512,8 @@ "execution_count": 34, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:37.671230Z", - "start_time": "2022-11-11T17:27:37.067702Z" + "end_time": "2023-01-10T18:22:23.346150Z", + "start_time": "2023-01-10T18:22:22.604629Z" } }, "outputs": [ @@ -1537,8 +1547,8 @@ "execution_count": 35, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:38.320184Z", - "start_time": "2022-11-11T17:27:37.673602Z" + "end_time": "2023-01-10T18:22:23.989503Z", + "start_time": "2023-01-10T18:22:23.348414Z" } }, "outputs": [ @@ -1572,8 +1582,8 @@ "execution_count": 36, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:27:39.132889Z", - "start_time": "2022-11-11T17:27:38.322124Z" + "end_time": "2023-01-10T18:22:24.907015Z", + "start_time": "2023-01-10T18:22:23.992075Z" } }, "outputs": [ @@ -1635,7 +1645,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/mclp.ipynb b/notebooks/mclp.ipynb index 61a8c479..f1cb7556 100644 --- a/notebooks/mclp.ipynb +++ b/notebooks/mclp.ipynb @@ -16,11 +16,11 @@ "\n", "**MCLP in math notation:**\n", "\n", - "$\\begin{array} \\displaystyle \\textbf{Maximize} & \\sum_{i=1}^{n}{a_iX_i} && (1) \\\\\n", - "\\displaystyle \\textbf{Subject to:} & \\sum_{j\\in N_i}{Y_j \\geq X_i} & \\forall i & (2) \\\\\n", - " & \\sum_{j}{Y_j = p} & \\forall j & (3) \\\\\n", - " & X_i \\in \\{0,1\\} & \\forall i & (4) \\\\\n", - " & Y_j \\in \\{0,1\\} & \\forall j & (5) \\\\ \\end{array}$\n", + "$\\begin{array} \\displaystyle \\textbf{Maximize} & \\displaystyle \\sum_{i \\in I}{a_iX_i} && (1) \\\\\n", + "\\displaystyle \\textbf{Subject to:} & \\displaystyle \\sum_{j\\in N_i}{Y_j \\geq X_i} & \\forall i \\in I & (2) \\\\\n", + " & \\displaystyle \\sum_{j \\in J}{Y_j = p} && (3) \\\\\n", + " & X_i \\in \\{0,1\\} & \\forall i \\in I & (4) \\\\\n", + " & Y_j \\in \\{0,1\\} & \\forall j \\in J & (5) \\\\ \\end{array}$\n", "\n", "$\\begin{array} \\displaystyle \\textbf{Where:}\\\\ & & \\displaystyle i & \\small = & \\textrm{index referencing nodes of the network as demand} \\\\\n", "& & j & \\small = & \\textrm{index referencing nodes of the network as potential facility sites} \\\\\n", @@ -51,8 +51,8 @@ "execution_count": 1, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:10.771484Z", - "start_time": "2022-11-11T17:42:10.728551Z" + "end_time": "2023-01-10T18:22:39.921691Z", + "start_time": "2023-01-10T18:22:39.877034Z" } }, "outputs": [ @@ -60,15 +60,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:42:10.759086-05:00\n", + "Last updated: 2023-01-10T13:22:39.906500-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -88,8 +88,8 @@ "execution_count": 2, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:12.898388Z", - "start_time": "2022-11-11T17:42:10.775185Z" + "end_time": "2023-01-10T18:22:42.552523Z", + "start_time": "2023-01-10T18:22:39.926969Z" } }, "outputs": [ @@ -99,14 +99,14 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "spaghetti : 1.6.10\n", - "spopt : 0.4.1+200.g336f235.dirty\n", - "json : 2.0.9\n", - "shapely : 1.8.5.post1\n", - "geopandas : 0.12.1\n", - "pulp : 2.7.0\n", "matplotlib: 3.6.2\n", - "numpy : 1.23.4\n", + "pulp : 2.7.0\n", + "json : 2.0.9\n", + "numpy : 1.23.5\n", + "shapely : 2.0.0\n", + "spopt : 0.4.1+200.g336f235.dirty\n", + "geopandas : 0.12.2\n", + "spaghetti : 1.6.10\n", "\n" ] } @@ -125,6 +125,7 @@ "import warnings\n", "with warnings.catch_warnings():\n", " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/spaghetti#649\n", " import spaghetti\n", "\n", "%watermark -w\n", @@ -143,8 +144,8 @@ "execution_count": 3, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:12.906718Z", - "start_time": "2022-11-11T17:42:12.903192Z" + "end_time": "2023-01-10T18:22:42.560576Z", + "start_time": "2023-01-10T18:22:42.555595Z" } }, "outputs": [], @@ -183,13 +184,16 @@ "execution_count": 4, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:12.944360Z", - "start_time": "2022-11-11T17:42:12.909689Z" + "end_time": "2023-01-10T18:22:42.606654Z", + "start_time": "2023-01-10T18:22:42.565609Z" } }, "outputs": [], "source": [ - "lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", "ntw = spaghetti.Network(in_data=lattice)" ] }, @@ -205,8 +209,8 @@ "execution_count": 5, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:13.057614Z", - "start_time": "2022-11-11T17:42:12.946351Z" + "end_time": "2023-01-10T18:22:42.762685Z", + "start_time": "2023-01-10T18:22:42.609028Z" } }, "outputs": [], @@ -219,8 +223,8 @@ "execution_count": 6, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:13.086957Z", - "start_time": "2022-11-11T17:42:13.060205Z" + "end_time": "2023-01-10T18:22:42.799074Z", + "start_time": "2023-01-10T18:22:42.765041Z" } }, "outputs": [], @@ -244,8 +248,8 @@ "execution_count": 7, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:13.263179Z", - "start_time": "2022-11-11T17:42:13.089314Z" + "end_time": "2023-01-10T18:22:43.008488Z", + "start_time": "2023-01-10T18:22:42.800670Z" } }, "outputs": [ @@ -283,8 +287,8 @@ "execution_count": 8, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:13.286826Z", - "start_time": "2022-11-11T17:42:13.268122Z" + "end_time": "2023-01-10T18:22:43.026851Z", + "start_time": "2023-01-10T18:22:43.011584Z" } }, "outputs": [], @@ -309,8 +313,8 @@ "execution_count": 9, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:13.773242Z", - "start_time": "2022-11-11T17:42:13.289396Z" + "end_time": "2023-01-10T18:22:43.591227Z", + "start_time": "2023-01-10T18:22:43.029813Z" } }, "outputs": [ @@ -352,8 +356,8 @@ "execution_count": 10, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:13.782654Z", - "start_time": "2022-11-11T17:42:13.776238Z" + "end_time": "2023-01-10T18:22:43.601872Z", + "start_time": "2023-01-10T18:22:43.596168Z" } }, "outputs": [ @@ -391,8 +395,8 @@ "execution_count": 11, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:13.792942Z", - "start_time": "2022-11-11T17:42:13.785711Z" + "end_time": "2023-01-10T18:22:43.610416Z", + "start_time": "2023-01-10T18:22:43.604999Z" } }, "outputs": [ @@ -417,8 +421,8 @@ "execution_count": 12, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.107930Z", - "start_time": "2022-11-11T17:42:13.800233Z" + "end_time": "2023-01-10T18:22:43.935334Z", + "start_time": "2023-01-10T18:22:43.612780Z" } }, "outputs": [ @@ -456,7 +460,7 @@ "source": [ "## Assign simulated points network locations\n", "\n", - "The simulated client and facility points do not ahere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", + "The simulated client and facility points do not adhere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", "\n", "In our first example we will consider distance along the 10x10 lattice network created above. Therefore, we must first snap the observation points to the network prior to calculating a cost matrix." ] @@ -466,17 +470,23 @@ "execution_count": 13, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.191651Z", - "start_time": "2022-11-11T17:42:14.110218Z" + "end_time": "2023-01-10T18:22:44.023028Z", + "start_time": "2023-01-10T18:22:43.938242Z" } }, "outputs": [], "source": [ - "ntw.snapobservations(client_points, \"clients\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(client_points, \"clients\", attribute=True)\n", "clients_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"clients\", snapped=True)\n", "clients_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)\n", "\n", - "ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", "facilities_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"facilities\", snapped=True)\n", "facilities_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)" ] @@ -493,8 +503,8 @@ "execution_count": 14, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.656754Z", - "start_time": "2022-11-11T17:42:14.194341Z" + "end_time": "2023-01-10T18:22:44.497629Z", + "start_time": "2023-01-10T18:22:44.025739Z" } }, "outputs": [ @@ -537,8 +547,8 @@ "execution_count": 15, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.715079Z", - "start_time": "2022-11-11T17:42:14.659384Z" + "end_time": "2023-01-10T18:22:44.567840Z", + "start_time": "2023-01-10T18:22:44.500890Z" } }, "outputs": [ @@ -573,8 +583,8 @@ "execution_count": 16, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.722970Z", - "start_time": "2022-11-11T17:42:14.717840Z" + "end_time": "2023-01-10T18:22:44.575251Z", + "start_time": "2023-01-10T18:22:44.570960Z" } }, "outputs": [ @@ -607,8 +617,8 @@ "execution_count": 17, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.729932Z", - "start_time": "2022-11-11T17:42:14.725166Z" + "end_time": "2023-01-10T18:22:44.582729Z", + "start_time": "2023-01-10T18:22:44.578480Z" } }, "outputs": [ @@ -648,8 +658,8 @@ "execution_count": 18, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.753581Z", - "start_time": "2022-11-11T17:42:14.732950Z" + "end_time": "2023-01-10T18:22:44.603833Z", + "start_time": "2023-01-10T18:22:44.584919Z" } }, "outputs": [], @@ -675,15 +685,15 @@ "execution_count": 19, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.818588Z", - "start_time": "2022-11-11T17:42:14.755084Z" + "end_time": "2023-01-10T18:22:44.669163Z", + "start_time": "2023-01-10T18:22:44.605435Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 19, @@ -708,8 +718,8 @@ "execution_count": 20, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.826299Z", - "start_time": "2022-11-11T17:42:14.821606Z" + "end_time": "2023-01-10T18:22:44.676851Z", + "start_time": "2023-01-10T18:22:44.672806Z" } }, "outputs": [ @@ -737,8 +747,8 @@ "execution_count": 21, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.845548Z", - "start_time": "2022-11-11T17:42:14.828830Z" + "end_time": "2023-01-10T18:22:44.692055Z", + "start_time": "2023-01-10T18:22:44.679242Z" } }, "outputs": [ @@ -866,8 +876,8 @@ "execution_count": 22, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.873870Z", - "start_time": "2022-11-11T17:42:14.849804Z" + "end_time": "2023-01-10T18:22:44.715149Z", + "start_time": "2023-01-10T18:22:44.693674Z" } }, "outputs": [], @@ -892,8 +902,8 @@ "execution_count": 23, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.922915Z", - "start_time": "2022-11-11T17:42:14.876232Z" + "end_time": "2023-01-10T18:22:44.761168Z", + "start_time": "2023-01-10T18:22:44.717691Z" } }, "outputs": [ @@ -922,8 +932,8 @@ "execution_count": 24, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.941803Z", - "start_time": "2022-11-11T17:42:14.925756Z" + "end_time": "2023-01-10T18:22:44.777432Z", + "start_time": "2023-01-10T18:22:44.763966Z" } }, "outputs": [ @@ -1049,8 +1059,8 @@ "execution_count": 25, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:14.967786Z", - "start_time": "2022-11-11T17:42:14.944357Z" + "end_time": "2023-01-10T18:22:44.803076Z", + "start_time": "2023-01-10T18:22:44.779394Z" } }, "outputs": [], @@ -1074,8 +1084,8 @@ "execution_count": 26, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:15.017599Z", - "start_time": "2022-11-11T17:42:14.970759Z" + "end_time": "2023-01-10T18:22:44.855263Z", + "start_time": "2023-01-10T18:22:44.805538Z" } }, "outputs": [ @@ -1106,8 +1116,8 @@ "execution_count": 27, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:15.027502Z", - "start_time": "2022-11-11T17:42:15.020508Z" + "end_time": "2023-01-10T18:22:44.865616Z", + "start_time": "2023-01-10T18:22:44.859115Z" } }, "outputs": [ @@ -1165,8 +1175,8 @@ "execution_count": 28, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:15.043046Z", - "start_time": "2022-11-11T17:42:15.029148Z" + "end_time": "2023-01-10T18:22:44.886139Z", + "start_time": "2023-01-10T18:22:44.873607Z" } }, "outputs": [], @@ -1270,8 +1280,8 @@ "execution_count": 29, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:15.795755Z", - "start_time": "2022-11-11T17:42:15.045601Z" + "end_time": "2023-01-10T18:22:45.650961Z", + "start_time": "2023-01-10T18:22:44.888623Z" } }, "outputs": [ @@ -1307,8 +1317,8 @@ "execution_count": 30, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:16.528299Z", - "start_time": "2022-11-11T17:42:15.798060Z" + "end_time": "2023-01-10T18:22:46.400142Z", + "start_time": "2023-01-10T18:22:45.653281Z" } }, "outputs": [ @@ -1348,8 +1358,8 @@ "execution_count": 31, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:17.319243Z", - "start_time": "2022-11-11T17:42:16.529882Z" + "end_time": "2023-01-10T18:22:47.182989Z", + "start_time": "2023-01-10T18:22:46.402675Z" } }, "outputs": [ @@ -1389,8 +1399,8 @@ "execution_count": 32, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:19.473221Z", - "start_time": "2022-11-11T17:42:17.320752Z" + "end_time": "2023-01-10T18:22:49.546092Z", + "start_time": "2023-01-10T18:22:47.185611Z" }, "scrolled": true }, @@ -1447,7 +1457,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/mclp_gis.ipynb b/notebooks/mclp_gis.ipynb index 4543ab59..dabd0760 100644 --- a/notebooks/mclp_gis.ipynb +++ b/notebooks/mclp_gis.ipynb @@ -28,8 +28,8 @@ "id": "b56e0345", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:43.270443Z", - "start_time": "2022-11-11T17:42:43.230389Z" + "end_time": "2022-12-29T02:20:27.207756Z", + "start_time": "2022-12-29T02:20:27.167577Z" } }, "outputs": [ @@ -37,15 +37,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:42:43.259746-05:00\n", + "Last updated: 2022-12-28T21:20:27.194515-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -66,8 +66,8 @@ "id": "0565cc82", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:45.405261Z", - "start_time": "2022-11-11T17:42:43.273380Z" + "end_time": "2022-12-29T02:20:29.198743Z", + "start_time": "2022-12-29T02:20:27.210914Z" } }, "outputs": [ @@ -77,14 +77,14 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "geopandas: 0.12.1\n", - "routingpy: 1.1.0\n", - "numpy : 1.23.4\n", - "json : 2.0.9\n", - "folium : 0.13.0\n", + "shapely : 2.0.0\n", "pulp : 2.7.0\n", - "shapely : 1.8.5.post1\n", + "folium : 0.14.0\n", "spopt : 0.4.1+200.g336f235.dirty\n", + "json : 2.0.9\n", + "geopandas: 0.12.2\n", + "routingpy: 1.1.0\n", + "numpy : 1.23.5\n", "\n" ] } @@ -122,8 +122,8 @@ "id": "f07586c6", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:45.431310Z", - "start_time": "2022-11-11T17:42:45.411737Z" + "end_time": "2022-12-29T02:20:29.218234Z", + "start_time": "2022-12-29T02:20:29.203551Z" } }, "outputs": [ @@ -233,8 +233,8 @@ "id": "9f6b3238", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:45.441481Z", - "start_time": "2022-11-11T17:42:45.433919Z" + "end_time": "2022-12-29T02:20:29.226387Z", + "start_time": "2022-12-29T02:20:29.220792Z" } }, "outputs": [ @@ -244,7 +244,7 @@ "" ], "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -263,8 +263,8 @@ "id": "6dae6ff8", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:45.463137Z", - "start_time": "2022-11-11T17:42:45.444834Z" + "end_time": "2022-12-29T02:20:29.242296Z", + "start_time": "2022-12-29T02:20:29.229147Z" } }, "outputs": [ @@ -330,8 +330,8 @@ "id": "ff17dc8e", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:45.501702Z", - "start_time": "2022-11-11T17:42:45.467484Z" + "end_time": "2022-12-29T02:20:29.266809Z", + "start_time": "2022-12-29T02:20:29.244591Z" } }, "outputs": [ @@ -373,8 +373,8 @@ "id": "9cce5603", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:45.719001Z", - "start_time": "2022-11-11T17:42:45.504428Z" + "end_time": "2022-12-29T02:20:29.443789Z", + "start_time": "2022-12-29T02:20:29.270011Z" }, "scrolled": true }, @@ -395,41 +395,42 @@ " \n", " <style>html, body {width: 100%;height: 100%;margin: 0;padding: 0;}</style>\n", " <style>#map {position:absolute;top:0;bottom:0;right:0;left:0;}</style>\n", - " <script src="https://cdn.jsdelivr.net/npm/leaflet@1.6.0/dist/leaflet.js"></script>\n", + " <script src="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.js"></script>\n", " <script src="https://code.jquery.com/jquery-1.12.4.min.js"></script>\n", - " <script src="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/js/bootstrap.min.js"></script>\n", + " <script src="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/js/bootstrap.bundle.min.js"></script>\n", " <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@1.6.0/dist/leaflet.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/css/bootstrap-theme.min.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/font-awesome/4.6.3/css/font-awesome.min.css"/>\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://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", " \n", " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_f5b55e11d7de450a2717fd2ae2581cf6 {\n", + " #map_091adcbc3828fc0ee3c51630ee4b8446 {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", " left: 0.0%;\n", " top: 0.0%;\n", " }\n", + " .leaflet-container { font-size: 1rem; }\n", " </style>\n", " \n", "</head>\n", "<body>\n", " \n", " \n", - " <div class="folium-map" id="map_f5b55e11d7de450a2717fd2ae2581cf6" ></div>\n", + " <div class="folium-map" id="map_091adcbc3828fc0ee3c51630ee4b8446" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_f5b55e11d7de450a2717fd2ae2581cf6 = L.map(\n", - " "map_f5b55e11d7de450a2717fd2ae2581cf6",\n", + " var map_091adcbc3828fc0ee3c51630ee4b8446 = L.map(\n", + " "map_091adcbc3828fc0ee3c51630ee4b8446",\n", " {\n", " center: [37.748273, -122.410558],\n", " crs: L.CRS.EPSG3857,\n", @@ -443,4238 +444,4238 @@ "\n", " \n", " \n", - " var tile_layer_7533024b562aab67f851e288a788105a = L.tileLayer(\n", + " var tile_layer_e69001c34975b93fa0f6993b8332d8f5 = L.tileLayer(\n", " "https://cartodb-basemaps-{s}.global.ssl.fastly.net/light_all/{z}/{x}/{y}.png",\n", - 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" function geo_json_0c599ea754a21e8cbfbcb7117db51c7d_styler(feature) {\n", + " function geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_styler(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"color": "darksalmon", "fillColor": "darksalmon"};\n", " }\n", " }\n", "\n", - " function geo_json_0c599ea754a21e8cbfbcb7117db51c7d_onEachFeature(feature, layer) {\n", + " function geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_onEachFeature(feature, layer) {\n", " layer.on({\n", " });\n", " };\n", - " var geo_json_0c599ea754a21e8cbfbcb7117db51c7d = L.geoJson(null, {\n", - " onEachFeature: geo_json_0c599ea754a21e8cbfbcb7117db51c7d_onEachFeature,\n", + " var geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc = L.geoJson(null, {\n", + " onEachFeature: geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_onEachFeature,\n", " \n", - " style: geo_json_0c599ea754a21e8cbfbcb7117db51c7d_styler,\n", + " style: geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_styler,\n", " });\n", "\n", - " function geo_json_0c599ea754a21e8cbfbcb7117db51c7d_add (data) {\n", - " geo_json_0c599ea754a21e8cbfbcb7117db51c7d\n", + " function geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_add (data) {\n", + " geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc\n", " .addData(data)\n", - " .addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " .addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\n", " }\n", - " geo_json_0c599ea754a21e8cbfbcb7117db51c7d_add({"features": [{"geometry": {"coordinates": [[[-122.405115, 37.764635], [-122.405212, 37.763469], [-122.405832, 37.762199], [-122.405859, 37.761815], [-122.40604, 37.761865], [-122.406365, 37.761199], [-122.40645, 37.760114], [-122.406167, 37.759315], [-122.406015, 37.759409], [-122.405604, 37.758851], [-122.40405, 37.757619], [-122.403428, 37.756871], [-122.403585, 37.756818], [-122.403328, 37.756082], [-122.40315, 37.754488], [-122.403524, 37.754463], [-122.403437, 37.753199], [-122.403364, 37.752366], [-122.403022, 37.752336], [-122.403052, 37.752048], [-122.405091, 37.745281], [-122.405614, 37.7442], [-122.405493, 37.744084], [-122.404865, 37.744385], [-122.404524, 37.744285], [-122.406652, 37.741241], [-122.406936, 37.740554], [-122.407045, 37.739587], [-122.408136, 37.73964], [-122.408009, 37.737734], [-122.408218, 37.73765], [-122.408284, 37.736846], [-122.408613, 37.736074], [-122.409287, 37.735258], [-122.410052, 37.734675], [-122.411978, 37.733732], [-122.412695, 37.733197], [-122.414554, 37.732371], [-122.416255, 37.732034], [-122.419881, 37.732016], [-122.423718, 37.73155], [-122.425944, 37.731698], [-122.425256, 37.732125], [-122.422274, 37.732383], [-122.421889, 37.732533], [-122.421787, 37.732774], [-122.422472, 37.733967], [-122.422901, 37.734388], [-122.422243, 37.734846], [-122.422133, 37.735162], [-122.426983, 37.735455], [-122.427849, 37.734718], [-122.428578, 37.735082], [-122.42801, 37.735441], [-122.428454, 37.735882], [-122.42551, 37.737774], [-122.42452, 37.739868], [-122.42427, 37.739867], [-122.424394, 37.740405], [-122.424168, 37.740805], [-122.426453, 37.764634], [-122.421885, 37.764908], [-122.42173, 37.763304], [-122.421031, 37.76335], [-122.421248, 37.764947], [-122.407553, 37.765798], [-122.407431, 37.764497], [-122.405115, 37.764635]]], "type": "Polygon"}, "id": "0", "type": "Feature"}], "type": "FeatureCollection"});\n", + " geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_add({"features": [{"geometry": {"coordinates": [[[-122.405115, 37.764635], [-122.405212, 37.763469], [-122.405832, 37.762199], [-122.405859, 37.761815], [-122.40604, 37.761865], [-122.406365, 37.761199], [-122.40645, 37.760114], [-122.406167, 37.759315], [-122.406015, 37.759409], [-122.405604, 37.758851], [-122.40405, 37.757619], [-122.403428, 37.756871], [-122.403585, 37.756818], [-122.403328, 37.756082], [-122.40315, 37.754488], [-122.403524, 37.754463], [-122.403437, 37.753199], [-122.403364, 37.752366], [-122.403022, 37.752336], [-122.403052, 37.752048], [-122.405091, 37.745281], [-122.405614, 37.7442], [-122.405493, 37.744084], [-122.404865, 37.744385], [-122.404524, 37.744285], [-122.406652, 37.741241], [-122.406936, 37.740554], [-122.407045, 37.739587], [-122.408136, 37.73964], [-122.408009, 37.737734], [-122.408218, 37.73765], [-122.408284, 37.736846], [-122.408613, 37.736074], [-122.409287, 37.735258], [-122.410052, 37.734675], [-122.411978, 37.733732], [-122.412695, 37.733197], [-122.414554, 37.732371], [-122.416255, 37.732034], [-122.419881, 37.732016], [-122.423718, 37.73155], [-122.425944, 37.731698], [-122.425256, 37.732125], [-122.422274, 37.732383], [-122.421889, 37.732533], [-122.421787, 37.732774], [-122.422472, 37.733967], [-122.422901, 37.734388], [-122.422243, 37.734846], [-122.422133, 37.735162], [-122.426983, 37.735455], [-122.427849, 37.734718], [-122.428578, 37.735082], [-122.42801, 37.735441], [-122.428454, 37.735882], [-122.42551, 37.737774], [-122.42452, 37.739868], [-122.42427, 37.739867], [-122.424394, 37.740405], [-122.424168, 37.740805], [-122.426453, 37.764634], [-122.421885, 37.764908], [-122.42173, 37.763304], [-122.421031, 37.76335], [-122.421248, 37.764947], [-122.407553, 37.765798], [-122.407431, 37.764497], [-122.405115, 37.764635]]], "type": "Polygon"}, "id": "0", "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - 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" var html_747053a51ff222ff725165c3ee01ccdf = $(`<div id="html_747053a51ff222ff725165c3ee01ccdf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_734b6fca78334ef1ca38d831a2e94290.setContent(html_747053a51ff222ff725165c3ee01ccdf);\n", + " var html_0d12631509712254c24804a1c2110e42 = $(`<div id="html_0d12631509712254c24804a1c2110e42" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b7c9a0bd4e4a74bfc275fca03ed2e754.setContent(html_0d12631509712254c24804a1c2110e42);\n", " \n", " \n", "\n", - " circle_marker_1f66ca490b51f22f716721ffd96b137a.bindPopup(popup_734b6fca78334ef1ca38d831a2e94290)\n", + " circle_marker_3ff94cd59ce58778cfeb520f2277edb3.bindPopup(popup_b7c9a0bd4e4a74bfc275fca03ed2e754)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e6479acb98acec96e5b42a7eed8a3cf4 = L.circleMarker(\n", + " var circle_marker_a31ef1213348a615074cb0885768f836 = L.circleMarker(\n", " [37.74966359321169, -122.40834467492677],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9af30d944669a1afd1bca376280c4a58 = L.popup({"maxWidth": "100%"});\n", + " var popup_02524e7e141fc45a84c6fd24fc41f6d7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_45819efad49e8615f6d9f859e8af55d2 = $(`<div id="html_45819efad49e8615f6d9f859e8af55d2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9af30d944669a1afd1bca376280c4a58.setContent(html_45819efad49e8615f6d9f859e8af55d2);\n", + " var html_1ae6db3e80cca307368cf6ecb890ee9d = $(`<div id="html_1ae6db3e80cca307368cf6ecb890ee9d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_02524e7e141fc45a84c6fd24fc41f6d7.setContent(html_1ae6db3e80cca307368cf6ecb890ee9d);\n", " \n", " \n", "\n", - " circle_marker_e6479acb98acec96e5b42a7eed8a3cf4.bindPopup(popup_9af30d944669a1afd1bca376280c4a58)\n", + " circle_marker_a31ef1213348a615074cb0885768f836.bindPopup(popup_02524e7e141fc45a84c6fd24fc41f6d7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ca96c4e95211f98494c9f5aa689c1d44 = L.circleMarker(\n", + " var circle_marker_c4a68ba5cf72c2c9dd0e74b6597a7d4e = L.circleMarker(\n", " [37.76324983366825, -122.41406105319669],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_465e08bb741665a4c79bda5ea4b54b3a = L.popup({"maxWidth": "100%"});\n", + " var popup_ddfc4a5d12fa6ab8cc521b2c48953934 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_472466c06dc1b75bda4e77d0ed55351a = $(`<div id="html_472466c06dc1b75bda4e77d0ed55351a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_465e08bb741665a4c79bda5ea4b54b3a.setContent(html_472466c06dc1b75bda4e77d0ed55351a);\n", + " var html_2148adf30eae32a644b0d3d7420f6821 = $(`<div id="html_2148adf30eae32a644b0d3d7420f6821" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ddfc4a5d12fa6ab8cc521b2c48953934.setContent(html_2148adf30eae32a644b0d3d7420f6821);\n", " \n", " \n", "\n", - " circle_marker_ca96c4e95211f98494c9f5aa689c1d44.bindPopup(popup_465e08bb741665a4c79bda5ea4b54b3a)\n", + " circle_marker_c4a68ba5cf72c2c9dd0e74b6597a7d4e.bindPopup(popup_ddfc4a5d12fa6ab8cc521b2c48953934)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_20971f57f999f2a7e6db7337dd31bd14 = L.circleMarker(\n", + " var circle_marker_28b8f15215b816c34edc363d747dc334 = L.circleMarker(\n", " [37.76134617605315, -122.40869142607274],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3eb0058b2d3d88f153e01356979d4552 = L.popup({"maxWidth": "100%"});\n", + " var popup_26e1e873b6f2ba756fa4feb5e1fcf991 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_840b2b8fbaf945cedc96a1cf224fd007 = $(`<div id="html_840b2b8fbaf945cedc96a1cf224fd007" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3eb0058b2d3d88f153e01356979d4552.setContent(html_840b2b8fbaf945cedc96a1cf224fd007);\n", + " var html_f778e41cac4d68419f3ea3603d267a17 = $(`<div id="html_f778e41cac4d68419f3ea3603d267a17" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_26e1e873b6f2ba756fa4feb5e1fcf991.setContent(html_f778e41cac4d68419f3ea3603d267a17);\n", " \n", " \n", "\n", - " circle_marker_20971f57f999f2a7e6db7337dd31bd14.bindPopup(popup_3eb0058b2d3d88f153e01356979d4552)\n", + " circle_marker_28b8f15215b816c34edc363d747dc334.bindPopup(popup_26e1e873b6f2ba756fa4feb5e1fcf991)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8673ae0c57f9a96db0e55ee260d7818a = L.circleMarker(\n", + " var circle_marker_ce2b70af029f23d950d8c8b369661cdb = L.circleMarker(\n", " [37.75828156322945, -122.41678443341827],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1b54e61ee0cccf6920b7073cf511addc = L.popup({"maxWidth": "100%"});\n", + " var popup_aa91364c5008103f4cb14bf16af5bd9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_62487150749e44d5036278507c60dfdd = $(`<div id="html_62487150749e44d5036278507c60dfdd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1b54e61ee0cccf6920b7073cf511addc.setContent(html_62487150749e44d5036278507c60dfdd);\n", + " var html_33ef48f50fb8e86638d717e14d839a12 = $(`<div id="html_33ef48f50fb8e86638d717e14d839a12" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_aa91364c5008103f4cb14bf16af5bd9e.setContent(html_33ef48f50fb8e86638d717e14d839a12);\n", " \n", " \n", "\n", - " circle_marker_8673ae0c57f9a96db0e55ee260d7818a.bindPopup(popup_1b54e61ee0cccf6920b7073cf511addc)\n", + " circle_marker_ce2b70af029f23d950d8c8b369661cdb.bindPopup(popup_aa91364c5008103f4cb14bf16af5bd9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_14a76f3e3d15f0468ce490a599c07a19 = L.circleMarker(\n", + " var circle_marker_0125290899ba02788d499a3d058b7862 = L.circleMarker(\n", " [37.76390302107111, -122.42491446338698],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3acab77bfae08cee4cd4fe4bc4bda325 = L.popup({"maxWidth": "100%"});\n", + " var popup_566078d97ad5d1ab0fcf3f4e392816a3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f8393019e66a81308c681c9e9820ceb = $(`<div id="html_6f8393019e66a81308c681c9e9820ceb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3acab77bfae08cee4cd4fe4bc4bda325.setContent(html_6f8393019e66a81308c681c9e9820ceb);\n", + " var html_1bb927b3ccbf9ab8415bfd82c3df84ad = $(`<div id="html_1bb927b3ccbf9ab8415bfd82c3df84ad" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_566078d97ad5d1ab0fcf3f4e392816a3.setContent(html_1bb927b3ccbf9ab8415bfd82c3df84ad);\n", " \n", " \n", "\n", - " circle_marker_14a76f3e3d15f0468ce490a599c07a19.bindPopup(popup_3acab77bfae08cee4cd4fe4bc4bda325)\n", + " circle_marker_0125290899ba02788d499a3d058b7862.bindPopup(popup_566078d97ad5d1ab0fcf3f4e392816a3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7cf3502e7f8f5958f641816fe7fe157a = L.circleMarker(\n", + " var circle_marker_6b7375d549396d4847f1b5e9feb3a35f = L.circleMarker(\n", " [37.74575134212079, -122.41524164428937],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f9f6969bce5d5764014b601be01806d6 = L.popup({"maxWidth": "100%"});\n", + " var popup_2e3b5363d9811db79443b8445a7116ad = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_241703458dd02583fee59f3c91a52f2f = $(`<div id="html_241703458dd02583fee59f3c91a52f2f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f9f6969bce5d5764014b601be01806d6.setContent(html_241703458dd02583fee59f3c91a52f2f);\n", + " var html_0f283b3f43198ceabbcc1be7a8a5f796 = $(`<div id="html_0f283b3f43198ceabbcc1be7a8a5f796" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2e3b5363d9811db79443b8445a7116ad.setContent(html_0f283b3f43198ceabbcc1be7a8a5f796);\n", " \n", " \n", "\n", - " circle_marker_7cf3502e7f8f5958f641816fe7fe157a.bindPopup(popup_f9f6969bce5d5764014b601be01806d6)\n", + " circle_marker_6b7375d549396d4847f1b5e9feb3a35f.bindPopup(popup_2e3b5363d9811db79443b8445a7116ad)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_afd75222af5c2f954f0a1e22ec0de97d = L.circleMarker(\n", + " var circle_marker_2ad2b22c1d466daafe6d0243caad1eb5 = L.circleMarker(\n", " [37.75806595539574, -122.42181701677706],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_64552bdec3698e2ffcd9317a4402d2ab = L.popup({"maxWidth": "100%"});\n", + " var popup_f5809c472caacd9a99dd64dd8af5183f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c6d53b99b2e9b32002d8cb0ec95f6c66 = $(`<div id="html_c6d53b99b2e9b32002d8cb0ec95f6c66" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_64552bdec3698e2ffcd9317a4402d2ab.setContent(html_c6d53b99b2e9b32002d8cb0ec95f6c66);\n", + " var html_9f9739d664e8f02644acdf0b97be2991 = $(`<div id="html_9f9739d664e8f02644acdf0b97be2991" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f5809c472caacd9a99dd64dd8af5183f.setContent(html_9f9739d664e8f02644acdf0b97be2991);\n", " \n", " \n", "\n", - " circle_marker_afd75222af5c2f954f0a1e22ec0de97d.bindPopup(popup_64552bdec3698e2ffcd9317a4402d2ab)\n", + " circle_marker_2ad2b22c1d466daafe6d0243caad1eb5.bindPopup(popup_f5809c472caacd9a99dd64dd8af5183f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c3a98ca9640a9a8b19a18768afc275f0 = L.circleMarker(\n", + " var circle_marker_bbb92804186263e97bf829c5095ad471 = L.circleMarker(\n", " [37.75101772588085, -122.41692062210988],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_82e0ffa14936d1d0166de89df5f9b3d4 = L.popup({"maxWidth": "100%"});\n", + " var popup_fdb8746fac2080c27342c144d22cb190 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_28fe2f6871b394de290254e326635520 = $(`<div id="html_28fe2f6871b394de290254e326635520" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_82e0ffa14936d1d0166de89df5f9b3d4.setContent(html_28fe2f6871b394de290254e326635520);\n", + " var html_41edad408cab3facb3e7d8c6d3cd979d = $(`<div id="html_41edad408cab3facb3e7d8c6d3cd979d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_fdb8746fac2080c27342c144d22cb190.setContent(html_41edad408cab3facb3e7d8c6d3cd979d);\n", " \n", " \n", "\n", - " circle_marker_c3a98ca9640a9a8b19a18768afc275f0.bindPopup(popup_82e0ffa14936d1d0166de89df5f9b3d4)\n", + " circle_marker_bbb92804186263e97bf829c5095ad471.bindPopup(popup_fdb8746fac2080c27342c144d22cb190)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6690fe59e02b7cac6d6b0592540360f4 = L.circleMarker(\n", + " var circle_marker_4181daedcce27fe63f6514a857275441 = L.circleMarker(\n", " [37.75267875552496, -122.4129352817101],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_10feb0bbbaaa0e7bb58e997375e4747b = L.popup({"maxWidth": "100%"});\n", + " var popup_b32399655f857bbf99bc9f45b722f7bb = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fad25392257eb4c6056859c6d40e9146 = $(`<div id="html_fad25392257eb4c6056859c6d40e9146" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_10feb0bbbaaa0e7bb58e997375e4747b.setContent(html_fad25392257eb4c6056859c6d40e9146);\n", + " var html_04d324767a7814de7b8ae12f7bca4da3 = $(`<div id="html_04d324767a7814de7b8ae12f7bca4da3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b32399655f857bbf99bc9f45b722f7bb.setContent(html_04d324767a7814de7b8ae12f7bca4da3);\n", " \n", " \n", "\n", - " circle_marker_6690fe59e02b7cac6d6b0592540360f4.bindPopup(popup_10feb0bbbaaa0e7bb58e997375e4747b)\n", + " circle_marker_4181daedcce27fe63f6514a857275441.bindPopup(popup_b32399655f857bbf99bc9f45b722f7bb)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2c20ac1ebbeb7b2b52b6c8dc617bb0b8 = L.circleMarker(\n", + " var circle_marker_a366cd74d9e36560cc4fe314be890c27 = L.circleMarker(\n", " [37.75490098160369, -122.40445957410549],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cbc71466d9175ae29bfbf3fd451e2fe3 = L.popup({"maxWidth": "100%"});\n", + " var popup_ed2fd160db726bfda685209fb3afe8fd = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e0dee2985418ebc8b1705d540a2ef75e = $(`<div id="html_e0dee2985418ebc8b1705d540a2ef75e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cbc71466d9175ae29bfbf3fd451e2fe3.setContent(html_e0dee2985418ebc8b1705d540a2ef75e);\n", + " var html_fa03c32dc272fa2d04557ca06f2108d1 = $(`<div id="html_fa03c32dc272fa2d04557ca06f2108d1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ed2fd160db726bfda685209fb3afe8fd.setContent(html_fa03c32dc272fa2d04557ca06f2108d1);\n", " \n", " \n", "\n", - " circle_marker_2c20ac1ebbeb7b2b52b6c8dc617bb0b8.bindPopup(popup_cbc71466d9175ae29bfbf3fd451e2fe3)\n", + " circle_marker_a366cd74d9e36560cc4fe314be890c27.bindPopup(popup_ed2fd160db726bfda685209fb3afe8fd)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_919f1ca683fdad6dfa104a312a90b253 = L.circleMarker(\n", + " var circle_marker_56c320626d4a4cedd1ccb1e97ae3913e = L.circleMarker(\n", " [37.746517470353716, -122.41939041609294],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cacda0283f6846b72c3157b52fdc6022 = L.popup({"maxWidth": "100%"});\n", + " var popup_44aa7eaa2e23f3b91e1801b977a06720 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ce20ca1434f11106af81b8dca3c7b777 = $(`<div id="html_ce20ca1434f11106af81b8dca3c7b777" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cacda0283f6846b72c3157b52fdc6022.setContent(html_ce20ca1434f11106af81b8dca3c7b777);\n", + " var html_52d11a66a6b07874605a6cbf26226905 = $(`<div id="html_52d11a66a6b07874605a6cbf26226905" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_44aa7eaa2e23f3b91e1801b977a06720.setContent(html_52d11a66a6b07874605a6cbf26226905);\n", " \n", " \n", "\n", - " circle_marker_919f1ca683fdad6dfa104a312a90b253.bindPopup(popup_cacda0283f6846b72c3157b52fdc6022)\n", + " circle_marker_56c320626d4a4cedd1ccb1e97ae3913e.bindPopup(popup_44aa7eaa2e23f3b91e1801b977a06720)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_902323f4c7e52a63747e9435dd22cf3c = L.circleMarker(\n", + " var circle_marker_864dd3afce32075b4411de44ee895508 = L.circleMarker(\n", " [37.75451800575868, -122.41153810982007],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3e96d27d88d9da657ce87baea702e4d9 = L.popup({"maxWidth": "100%"});\n", + " var popup_a8f43208aefcbe794670ee7ada0c7eea = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_17ee5b87e95cf7b48cf9d3813d0ee6c7 = $(`<div id="html_17ee5b87e95cf7b48cf9d3813d0ee6c7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3e96d27d88d9da657ce87baea702e4d9.setContent(html_17ee5b87e95cf7b48cf9d3813d0ee6c7);\n", + " var html_0905b7012290875eb80c3b0b1fbf873d = $(`<div id="html_0905b7012290875eb80c3b0b1fbf873d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a8f43208aefcbe794670ee7ada0c7eea.setContent(html_0905b7012290875eb80c3b0b1fbf873d);\n", " \n", " \n", "\n", - " circle_marker_902323f4c7e52a63747e9435dd22cf3c.bindPopup(popup_3e96d27d88d9da657ce87baea702e4d9)\n", + " circle_marker_864dd3afce32075b4411de44ee895508.bindPopup(popup_a8f43208aefcbe794670ee7ada0c7eea)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_31db984a3de39d214ff8e1450fc6d659 = L.circleMarker(\n", + " var circle_marker_a95f02adbf3ddb9ab7f00f3cd852b6b7 = L.circleMarker(\n", " [37.735965467842085, -122.4232014632692],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f7bf19cb6a290269fbd172c71a6f6300 = L.popup({"maxWidth": "100%"});\n", + " var popup_53fc7c465f733a8a8c7b395888ab634d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5dcf70cd70cfbe3a532e505c3d3d8af4 = $(`<div id="html_5dcf70cd70cfbe3a532e505c3d3d8af4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f7bf19cb6a290269fbd172c71a6f6300.setContent(html_5dcf70cd70cfbe3a532e505c3d3d8af4);\n", + " var html_2de961f2bb2a37c04dd0028d49d4c43b = $(`<div id="html_2de961f2bb2a37c04dd0028d49d4c43b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_53fc7c465f733a8a8c7b395888ab634d.setContent(html_2de961f2bb2a37c04dd0028d49d4c43b);\n", " \n", " \n", "\n", - " circle_marker_31db984a3de39d214ff8e1450fc6d659.bindPopup(popup_f7bf19cb6a290269fbd172c71a6f6300)\n", + " circle_marker_a95f02adbf3ddb9ab7f00f3cd852b6b7.bindPopup(popup_53fc7c465f733a8a8c7b395888ab634d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a1ec23868351a1b7d75f06a90ec832e6 = L.circleMarker(\n", + " var circle_marker_45df9897e5d2fa5753a9ca22b73f74ec = L.circleMarker(\n", " [37.74400636648324, -122.42051691306378],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_388e6cf7194152b2b58908ea4bb4e1db = L.popup({"maxWidth": "100%"});\n", + " var popup_2c918ffb59337c23ce54074bee333e9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9bff7449206931c4d5f5f1c26c61e4a7 = $(`<div id="html_9bff7449206931c4d5f5f1c26c61e4a7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_388e6cf7194152b2b58908ea4bb4e1db.setContent(html_9bff7449206931c4d5f5f1c26c61e4a7);\n", + " var html_5fe0622f9dc5340add06949f91daa5c8 = $(`<div id="html_5fe0622f9dc5340add06949f91daa5c8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2c918ffb59337c23ce54074bee333e9e.setContent(html_5fe0622f9dc5340add06949f91daa5c8);\n", " \n", " \n", "\n", - " circle_marker_a1ec23868351a1b7d75f06a90ec832e6.bindPopup(popup_388e6cf7194152b2b58908ea4bb4e1db)\n", + " circle_marker_45df9897e5d2fa5753a9ca22b73f74ec.bindPopup(popup_2c918ffb59337c23ce54074bee333e9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_867ad9df3560c2e8e41fb0d428e886f2 = L.circleMarker(\n", + " var circle_marker_ef2b72d78ad97f1dcfd9157c79867b70 = L.circleMarker(\n", " [37.74657122463306, -122.4140060513352],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_71caa14f6b926301249bdc6b21ef4a05 = L.popup({"maxWidth": "100%"});\n", + " var popup_250b11b3a81f8ea20a0313e965a42f56 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e0713dc90fc25266f488874a73d77e40 = $(`<div id="html_e0713dc90fc25266f488874a73d77e40" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_71caa14f6b926301249bdc6b21ef4a05.setContent(html_e0713dc90fc25266f488874a73d77e40);\n", + " var html_98bcdd4b863d71ad75e80438f22a09f4 = $(`<div id="html_98bcdd4b863d71ad75e80438f22a09f4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_250b11b3a81f8ea20a0313e965a42f56.setContent(html_98bcdd4b863d71ad75e80438f22a09f4);\n", " \n", " \n", "\n", - " circle_marker_867ad9df3560c2e8e41fb0d428e886f2.bindPopup(popup_71caa14f6b926301249bdc6b21ef4a05)\n", + " circle_marker_ef2b72d78ad97f1dcfd9157c79867b70.bindPopup(popup_250b11b3a81f8ea20a0313e965a42f56)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fe9087b2ae7a0de36347b416bb064277 = L.circleMarker(\n", + " var circle_marker_51a1283fa6f95450bebcd8a7759b0383 = L.circleMarker(\n", " [37.737074528368524, -122.42323994562125],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e8d4e78bf7db9f7be8e0dd2324f168a3 = L.popup({"maxWidth": "100%"});\n", + " var popup_242106b27d3fc44c65359b0ba30d2279 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_438afd8b56d9b02372bb0b1ac2ad0f45 = $(`<div id="html_438afd8b56d9b02372bb0b1ac2ad0f45" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e8d4e78bf7db9f7be8e0dd2324f168a3.setContent(html_438afd8b56d9b02372bb0b1ac2ad0f45);\n", + " var html_a992f63a074416743ef7713c36095b42 = $(`<div id="html_a992f63a074416743ef7713c36095b42" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_242106b27d3fc44c65359b0ba30d2279.setContent(html_a992f63a074416743ef7713c36095b42);\n", " \n", " \n", "\n", - " circle_marker_fe9087b2ae7a0de36347b416bb064277.bindPopup(popup_e8d4e78bf7db9f7be8e0dd2324f168a3)\n", + " circle_marker_51a1283fa6f95450bebcd8a7759b0383.bindPopup(popup_242106b27d3fc44c65359b0ba30d2279)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7467d36d91d17b3a6482a226adbcb2f8 = L.circleMarker(\n", + " var circle_marker_480b2e4303e17d5fc3c6a8ed2014d29f = L.circleMarker(\n", " [37.74022473080378, -122.41188716363442],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d8dcc95caed73eb6c2eaea04157ebb83 = L.popup({"maxWidth": "100%"});\n", + " var popup_5b9bebca00b43334788b2ddb015f284f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1f5b136e4f8062a9e9d6bc0595b73009 = $(`<div id="html_1f5b136e4f8062a9e9d6bc0595b73009" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d8dcc95caed73eb6c2eaea04157ebb83.setContent(html_1f5b136e4f8062a9e9d6bc0595b73009);\n", + " var html_3af17296fb76c39b14f2e434018dee95 = $(`<div id="html_3af17296fb76c39b14f2e434018dee95" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5b9bebca00b43334788b2ddb015f284f.setContent(html_3af17296fb76c39b14f2e434018dee95);\n", " \n", " \n", "\n", - " circle_marker_7467d36d91d17b3a6482a226adbcb2f8.bindPopup(popup_d8dcc95caed73eb6c2eaea04157ebb83)\n", + " circle_marker_480b2e4303e17d5fc3c6a8ed2014d29f.bindPopup(popup_5b9bebca00b43334788b2ddb015f284f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_10591ccef101652290a7fe5edfee1370 = L.circleMarker(\n", + " var circle_marker_d5ae6d359a3a1997bd5cf29f1c37297f = L.circleMarker(\n", " [37.73992108767487, -122.4166609618889],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a8611d2d3da3afccf9bb35f770d95f18 = L.popup({"maxWidth": "100%"});\n", + " var popup_8ca5891cb056bee78aca0685173ab099 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d11f6f082410732b6550f109bffe1631 = $(`<div id="html_d11f6f082410732b6550f109bffe1631" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a8611d2d3da3afccf9bb35f770d95f18.setContent(html_d11f6f082410732b6550f109bffe1631);\n", + " var html_4073313ddf9a3cd921eb40d2e3cd1c1a = $(`<div id="html_4073313ddf9a3cd921eb40d2e3cd1c1a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8ca5891cb056bee78aca0685173ab099.setContent(html_4073313ddf9a3cd921eb40d2e3cd1c1a);\n", " \n", " \n", "\n", - " circle_marker_10591ccef101652290a7fe5edfee1370.bindPopup(popup_a8611d2d3da3afccf9bb35f770d95f18)\n", + " circle_marker_d5ae6d359a3a1997bd5cf29f1c37297f.bindPopup(popup_8ca5891cb056bee78aca0685173ab099)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9e885fb34f82c2c01ef615d8eb6852a8 = L.circleMarker(\n", + " var circle_marker_a4dc051fb70ed5a035803c5466cdddb1 = L.circleMarker(\n", " [37.735330127834594, -122.42451537332036],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c5a72d70daf85064c3c69c6ea6e87c40 = L.popup({"maxWidth": "100%"});\n", + " var popup_0509cf99099d87e12005d63869f55ad4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_974e443619c36c8c7f4fa1004750b9f1 = $(`<div id="html_974e443619c36c8c7f4fa1004750b9f1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c5a72d70daf85064c3c69c6ea6e87c40.setContent(html_974e443619c36c8c7f4fa1004750b9f1);\n", + " var html_f4bd0961ba21afb345a3b50ba58d789f = $(`<div id="html_f4bd0961ba21afb345a3b50ba58d789f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0509cf99099d87e12005d63869f55ad4.setContent(html_f4bd0961ba21afb345a3b50ba58d789f);\n", " \n", " \n", "\n", - " circle_marker_9e885fb34f82c2c01ef615d8eb6852a8.bindPopup(popup_c5a72d70daf85064c3c69c6ea6e87c40)\n", + " circle_marker_a4dc051fb70ed5a035803c5466cdddb1.bindPopup(popup_0509cf99099d87e12005d63869f55ad4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c41dd13fc439463255695102165017f0 = L.circleMarker(\n", + " var circle_marker_451681e5f488414721718b383e805621 = L.circleMarker(\n", " [37.73628248971779, -122.41180484101163],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8372428763b9f91ede6dc1850cdf9d4c = L.popup({"maxWidth": "100%"});\n", + " var popup_436ae32f518b0f147e0ab9fba9476178 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_627758651062c8bd6af3512df97331c4 = $(`<div id="html_627758651062c8bd6af3512df97331c4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8372428763b9f91ede6dc1850cdf9d4c.setContent(html_627758651062c8bd6af3512df97331c4);\n", + " var html_0c6970281817862e9c3de2b78ddeb807 = $(`<div id="html_0c6970281817862e9c3de2b78ddeb807" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_436ae32f518b0f147e0ab9fba9476178.setContent(html_0c6970281817862e9c3de2b78ddeb807);\n", " \n", " \n", "\n", - " circle_marker_c41dd13fc439463255695102165017f0.bindPopup(popup_8372428763b9f91ede6dc1850cdf9d4c)\n", + " circle_marker_451681e5f488414721718b383e805621.bindPopup(popup_436ae32f518b0f147e0ab9fba9476178)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d05878f51553070d8bab0071eb01f674 = L.circleMarker(\n", + " var circle_marker_4cdb1be8a63296a54d4d0094f3ec197e = L.circleMarker(\n", " [37.74417809964479, -122.42355414116491],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_17dbbf157954218af820fae5f61124b9 = L.popup({"maxWidth": "100%"});\n", + " var popup_1f4bf0a2a39b8631678438eaa5c84f5d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fd18c58ac7ef1e925e845b3ee080a06f = $(`<div id="html_fd18c58ac7ef1e925e845b3ee080a06f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_17dbbf157954218af820fae5f61124b9.setContent(html_fd18c58ac7ef1e925e845b3ee080a06f);\n", + " var html_99a4cd1ed9f9954678f2592a08003719 = $(`<div id="html_99a4cd1ed9f9954678f2592a08003719" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1f4bf0a2a39b8631678438eaa5c84f5d.setContent(html_99a4cd1ed9f9954678f2592a08003719);\n", " \n", " \n", "\n", - " circle_marker_d05878f51553070d8bab0071eb01f674.bindPopup(popup_17dbbf157954218af820fae5f61124b9)\n", + " circle_marker_4cdb1be8a63296a54d4d0094f3ec197e.bindPopup(popup_1f4bf0a2a39b8631678438eaa5c84f5d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_814383321894ccc1a36c55a21c29280f = L.circleMarker(\n", + " var circle_marker_76bf3376142622d42e8e299eb9b2c4f3 = L.circleMarker(\n", " [37.75226474936023, -122.40361589363022],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a3c8695bd8f97a5152d4637f0114fbde = L.popup({"maxWidth": "100%"});\n", + " var popup_2f3d0c77dc926eeadc05b7cfda4e7c00 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5dadd7e508ce59c36c56b914723714de = $(`<div id="html_5dadd7e508ce59c36c56b914723714de" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a3c8695bd8f97a5152d4637f0114fbde.setContent(html_5dadd7e508ce59c36c56b914723714de);\n", + " var html_42a57028117811d3563dd254c57ab206 = $(`<div id="html_42a57028117811d3563dd254c57ab206" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2f3d0c77dc926eeadc05b7cfda4e7c00.setContent(html_42a57028117811d3563dd254c57ab206);\n", " \n", " \n", "\n", - " circle_marker_814383321894ccc1a36c55a21c29280f.bindPopup(popup_a3c8695bd8f97a5152d4637f0114fbde)\n", + " circle_marker_76bf3376142622d42e8e299eb9b2c4f3.bindPopup(popup_2f3d0c77dc926eeadc05b7cfda4e7c00)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cb9c9517e9bde908cc8c8534f91525e4 = L.circleMarker(\n", + " var circle_marker_3b59efed58b6887e238d7eaf960a7d87 = L.circleMarker(\n", " [37.735666491828425, -122.4213505852644],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_90fb0abab9940b72d1c41a58e5e2f07e = L.popup({"maxWidth": "100%"});\n", + " var popup_ec8334feec2b4f1c7a500b1b0398dd9b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_31915633586fa7aa2ab09f0ef5ba5635 = $(`<div id="html_31915633586fa7aa2ab09f0ef5ba5635" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_90fb0abab9940b72d1c41a58e5e2f07e.setContent(html_31915633586fa7aa2ab09f0ef5ba5635);\n", + " var html_0cc64f1dfd9b342f447889024be48497 = $(`<div id="html_0cc64f1dfd9b342f447889024be48497" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ec8334feec2b4f1c7a500b1b0398dd9b.setContent(html_0cc64f1dfd9b342f447889024be48497);\n", " \n", " \n", "\n", - " circle_marker_cb9c9517e9bde908cc8c8534f91525e4.bindPopup(popup_90fb0abab9940b72d1c41a58e5e2f07e)\n", + " circle_marker_3b59efed58b6887e238d7eaf960a7d87.bindPopup(popup_ec8334feec2b4f1c7a500b1b0398dd9b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9c836ca8b98172ea7e87b555184979bb = L.circleMarker(\n", + " var circle_marker_e7016942ebed0bf420bcd3dfa59be6b9 = L.circleMarker(\n", " [37.73561618691874, -122.42100984111212],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2843ae9c1d201d44762279d2fcb5d580 = L.popup({"maxWidth": "100%"});\n", + " var popup_7991e27bcd944b702eff0a14423d961e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4714b9679943ece3ed781c15b719cdf6 = $(`<div id="html_4714b9679943ece3ed781c15b719cdf6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2843ae9c1d201d44762279d2fcb5d580.setContent(html_4714b9679943ece3ed781c15b719cdf6);\n", + " var html_f19cfec63b4d0aaecf39cf29b08fca6f = $(`<div id="html_f19cfec63b4d0aaecf39cf29b08fca6f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7991e27bcd944b702eff0a14423d961e.setContent(html_f19cfec63b4d0aaecf39cf29b08fca6f);\n", " \n", " \n", "\n", - " circle_marker_9c836ca8b98172ea7e87b555184979bb.bindPopup(popup_2843ae9c1d201d44762279d2fcb5d580)\n", + " circle_marker_e7016942ebed0bf420bcd3dfa59be6b9.bindPopup(popup_7991e27bcd944b702eff0a14423d961e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_db3ca042ee4e6e110e0d6491479ddd2e = L.circleMarker(\n", + " var circle_marker_2076b0e910d23d624398d5208fc2f475 = L.circleMarker(\n", " [37.74573767903614, -122.42045162186741],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8c93da5eff78b68d23c76fc726669810 = L.popup({"maxWidth": "100%"});\n", + " var popup_2acdd08ac4043e32d75f9add1d645d6a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dcde1b08aa1128d1886744d5769225fd = $(`<div id="html_dcde1b08aa1128d1886744d5769225fd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8c93da5eff78b68d23c76fc726669810.setContent(html_dcde1b08aa1128d1886744d5769225fd);\n", + " var html_a4255ad8d63a237ee4242143c79e0b20 = $(`<div id="html_a4255ad8d63a237ee4242143c79e0b20" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2acdd08ac4043e32d75f9add1d645d6a.setContent(html_a4255ad8d63a237ee4242143c79e0b20);\n", " \n", " \n", "\n", - " circle_marker_db3ca042ee4e6e110e0d6491479ddd2e.bindPopup(popup_8c93da5eff78b68d23c76fc726669810)\n", + " circle_marker_2076b0e910d23d624398d5208fc2f475.bindPopup(popup_2acdd08ac4043e32d75f9add1d645d6a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_37a5a59a1a9278fc8358bf5ea6ea40dc = L.circleMarker(\n", + " var circle_marker_e57f6b4ceadca4b3f8e9aeff3fc5befc = L.circleMarker(\n", " [37.74063905928569, -122.4140979332363],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_488207df8d35a6ec2eab8f371ef27cb4 = L.popup({"maxWidth": "100%"});\n", + " var popup_8c1407ca2d819e4e6dc2e43e15d59bc7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_526cfab109b3bf285d5d73853206090c = $(`<div id="html_526cfab109b3bf285d5d73853206090c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_488207df8d35a6ec2eab8f371ef27cb4.setContent(html_526cfab109b3bf285d5d73853206090c);\n", + " var html_3edf0b96cffa7a3e5336a2d878e5d720 = $(`<div id="html_3edf0b96cffa7a3e5336a2d878e5d720" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8c1407ca2d819e4e6dc2e43e15d59bc7.setContent(html_3edf0b96cffa7a3e5336a2d878e5d720);\n", " \n", " \n", "\n", - " circle_marker_37a5a59a1a9278fc8358bf5ea6ea40dc.bindPopup(popup_488207df8d35a6ec2eab8f371ef27cb4)\n", + " circle_marker_e57f6b4ceadca4b3f8e9aeff3fc5befc.bindPopup(popup_8c1407ca2d819e4e6dc2e43e15d59bc7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b7ef8aa35d0ba6d049f132266810f521 = L.circleMarker(\n", + " var circle_marker_54fd148639bbd9af0e9d82426f2ac954 = L.circleMarker(\n", " [37.73476727461245, -122.41520587274562],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_59406d829cb6d0497b9ee7819ab437f4 = L.popup({"maxWidth": "100%"});\n", + " var popup_f525916cbcda53d341cf8842fd4f8bff = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bf65103223396085c77993017d808f0e = $(`<div id="html_bf65103223396085c77993017d808f0e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_59406d829cb6d0497b9ee7819ab437f4.setContent(html_bf65103223396085c77993017d808f0e);\n", + " var html_d438b2ffa3c9c4a10c3e967167ee08c5 = $(`<div id="html_d438b2ffa3c9c4a10c3e967167ee08c5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f525916cbcda53d341cf8842fd4f8bff.setContent(html_d438b2ffa3c9c4a10c3e967167ee08c5);\n", " \n", " \n", "\n", - " circle_marker_b7ef8aa35d0ba6d049f132266810f521.bindPopup(popup_59406d829cb6d0497b9ee7819ab437f4)\n", + " circle_marker_54fd148639bbd9af0e9d82426f2ac954.bindPopup(popup_f525916cbcda53d341cf8842fd4f8bff)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2a202d3bbabab1967cb6493f955ed982 = L.circleMarker(\n", + " var circle_marker_7998c6470f5193a79432266f845a0000 = L.circleMarker(\n", " [37.76337653617459, -122.41385911135957],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5a35bcc1dffe19719d214842c262b336 = L.popup({"maxWidth": "100%"});\n", + " var popup_ac9a593b2349db959e82da0a8165e85c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e571127c2f40c4643f321a8585b369e5 = $(`<div id="html_e571127c2f40c4643f321a8585b369e5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5a35bcc1dffe19719d214842c262b336.setContent(html_e571127c2f40c4643f321a8585b369e5);\n", + " var html_baf8b9d753d4413a552f509745c80264 = $(`<div id="html_baf8b9d753d4413a552f509745c80264" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ac9a593b2349db959e82da0a8165e85c.setContent(html_baf8b9d753d4413a552f509745c80264);\n", " \n", " \n", "\n", - " circle_marker_2a202d3bbabab1967cb6493f955ed982.bindPopup(popup_5a35bcc1dffe19719d214842c262b336)\n", + " circle_marker_7998c6470f5193a79432266f845a0000.bindPopup(popup_ac9a593b2349db959e82da0a8165e85c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e673946d078e808555b5d5373226908a = L.circleMarker(\n", + " var circle_marker_25dcbe1851cbe2a391b970c29e7a8b6a = L.circleMarker(\n", " [37.754407470692996, -122.42043665185116],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_53f1001712efa2adf2119d469a79c24b = L.popup({"maxWidth": "100%"});\n", + " var popup_0141d8b5291dcc47baa7f8a107f3c2da = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ce200b0214cf9e89620a0b91d2ed9d04 = $(`<div id="html_ce200b0214cf9e89620a0b91d2ed9d04" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_53f1001712efa2adf2119d469a79c24b.setContent(html_ce200b0214cf9e89620a0b91d2ed9d04);\n", + " var html_e436caf3d12ee1d499cd0c6ab7afe54e = $(`<div id="html_e436caf3d12ee1d499cd0c6ab7afe54e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0141d8b5291dcc47baa7f8a107f3c2da.setContent(html_e436caf3d12ee1d499cd0c6ab7afe54e);\n", " \n", " \n", "\n", - " circle_marker_e673946d078e808555b5d5373226908a.bindPopup(popup_53f1001712efa2adf2119d469a79c24b)\n", + " circle_marker_25dcbe1851cbe2a391b970c29e7a8b6a.bindPopup(popup_0141d8b5291dcc47baa7f8a107f3c2da)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4cf22c3d9340d73e756428a001e780d8 = L.circleMarker(\n", + " var circle_marker_98b8aee62cbfff4bde34e6c83ff6dedf = L.circleMarker(\n", " [37.75608277408665, -122.4252097738284],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_faa5a7571daa13125e317a17c17b230f = L.popup({"maxWidth": "100%"});\n", + " var popup_0f581f1ba40f70c596ff9eef7b5de83b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_35ec07d04d9e159e22f9d5f9356184c0 = $(`<div id="html_35ec07d04d9e159e22f9d5f9356184c0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_faa5a7571daa13125e317a17c17b230f.setContent(html_35ec07d04d9e159e22f9d5f9356184c0);\n", + " var html_29d1cea55bc51fa5c61b8a12ec933c16 = $(`<div id="html_29d1cea55bc51fa5c61b8a12ec933c16" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0f581f1ba40f70c596ff9eef7b5de83b.setContent(html_29d1cea55bc51fa5c61b8a12ec933c16);\n", " \n", " \n", "\n", - " circle_marker_4cf22c3d9340d73e756428a001e780d8.bindPopup(popup_faa5a7571daa13125e317a17c17b230f)\n", + " circle_marker_98b8aee62cbfff4bde34e6c83ff6dedf.bindPopup(popup_0f581f1ba40f70c596ff9eef7b5de83b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_906545cc57eab6ab61099644f073e3e7 = L.circleMarker(\n", + " var circle_marker_42e14182d0b786c4669da9da3b9b16de = L.circleMarker(\n", " [37.73782393776602, -122.42118193788865],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_00733bc15adcf8f73e3ef0902b600fbd = L.popup({"maxWidth": "100%"});\n", + " var popup_2d81ae7d370dbb17bdbbcb7372301640 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_20299f627f6d5a7767dc6e554ab8a102 = $(`<div id="html_20299f627f6d5a7767dc6e554ab8a102" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_00733bc15adcf8f73e3ef0902b600fbd.setContent(html_20299f627f6d5a7767dc6e554ab8a102);\n", + " var html_190a678e7db35da81631dc7d394df952 = $(`<div id="html_190a678e7db35da81631dc7d394df952" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2d81ae7d370dbb17bdbbcb7372301640.setContent(html_190a678e7db35da81631dc7d394df952);\n", " \n", " \n", "\n", - " circle_marker_906545cc57eab6ab61099644f073e3e7.bindPopup(popup_00733bc15adcf8f73e3ef0902b600fbd)\n", + " circle_marker_42e14182d0b786c4669da9da3b9b16de.bindPopup(popup_2d81ae7d370dbb17bdbbcb7372301640)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_818bea29c195548da3bbfce2ace98633 = L.circleMarker(\n", + " var circle_marker_43b23aadd2d28e096e6991e0c84a3eb8 = L.circleMarker(\n", " [37.740797233065884, -122.41125572058564],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_84fc804cba5d84f255c2af2deb27ba69 = L.popup({"maxWidth": "100%"});\n", + " var popup_1ada7b71f4f3f0d1806949cfc0b6b110 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d90cde78bb85e08ff10126745a96d2fd = $(`<div id="html_d90cde78bb85e08ff10126745a96d2fd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_84fc804cba5d84f255c2af2deb27ba69.setContent(html_d90cde78bb85e08ff10126745a96d2fd);\n", + " var html_5242e3586baa7b8603091c54766057c4 = $(`<div id="html_5242e3586baa7b8603091c54766057c4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1ada7b71f4f3f0d1806949cfc0b6b110.setContent(html_5242e3586baa7b8603091c54766057c4);\n", " \n", " \n", "\n", - " circle_marker_818bea29c195548da3bbfce2ace98633.bindPopup(popup_84fc804cba5d84f255c2af2deb27ba69)\n", + " circle_marker_43b23aadd2d28e096e6991e0c84a3eb8.bindPopup(popup_1ada7b71f4f3f0d1806949cfc0b6b110)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2eb6b284285d81376cbffda6335e4a5e = L.circleMarker(\n", + " var circle_marker_bd408f8070bd61244e9b580315061c17 = L.circleMarker(\n", " [37.76450303329318, -122.40978938157065],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d35164bfb10fa0831e4cb73387138151 = L.popup({"maxWidth": "100%"});\n", + " var popup_4abeae358fac50285790a159e3ca1913 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_65e2bcc94d1a3673859d162352fdad6f = $(`<div id="html_65e2bcc94d1a3673859d162352fdad6f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d35164bfb10fa0831e4cb73387138151.setContent(html_65e2bcc94d1a3673859d162352fdad6f);\n", + " var html_d4104b025bc59e6df8116af722759f5c = $(`<div id="html_d4104b025bc59e6df8116af722759f5c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4abeae358fac50285790a159e3ca1913.setContent(html_d4104b025bc59e6df8116af722759f5c);\n", " \n", " \n", "\n", - " circle_marker_2eb6b284285d81376cbffda6335e4a5e.bindPopup(popup_d35164bfb10fa0831e4cb73387138151)\n", + " circle_marker_bd408f8070bd61244e9b580315061c17.bindPopup(popup_4abeae358fac50285790a159e3ca1913)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6544140436e11a9868a4636c72027bdd = L.circleMarker(\n", + " var circle_marker_a0b5eed82bd191c62a3ac5d9a92cf690 = L.circleMarker(\n", " [37.75128223638914, -122.42222086466421],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_82112f92ba43fd4a1079577866405b90 = L.popup({"maxWidth": "100%"});\n", + " var popup_6ba9059b5341399c42f2b9e73d68f5a5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e3c031f3a454349a43b15219f456c322 = $(`<div id="html_e3c031f3a454349a43b15219f456c322" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_82112f92ba43fd4a1079577866405b90.setContent(html_e3c031f3a454349a43b15219f456c322);\n", + " var html_97f668b2fe7eae8a4e98620f2c4d8a79 = $(`<div id="html_97f668b2fe7eae8a4e98620f2c4d8a79" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6ba9059b5341399c42f2b9e73d68f5a5.setContent(html_97f668b2fe7eae8a4e98620f2c4d8a79);\n", " \n", " \n", "\n", - " circle_marker_6544140436e11a9868a4636c72027bdd.bindPopup(popup_82112f92ba43fd4a1079577866405b90)\n", + " circle_marker_a0b5eed82bd191c62a3ac5d9a92cf690.bindPopup(popup_6ba9059b5341399c42f2b9e73d68f5a5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9fff73bb75b4fbd475221485e74a6c76 = L.circleMarker(\n", + " var circle_marker_487cbc17cff11624cb8b89123c0eb4a5 = L.circleMarker(\n", " [37.751148483269525, -122.41344777640442],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9bf09d8894d09d907a8f645e5487edd5 = L.popup({"maxWidth": "100%"});\n", + " var popup_40e1925a1671ac94d67f808d62d018e6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1c0bf56e9dd451616211d3e29db440e6 = $(`<div id="html_1c0bf56e9dd451616211d3e29db440e6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9bf09d8894d09d907a8f645e5487edd5.setContent(html_1c0bf56e9dd451616211d3e29db440e6);\n", + " var html_5a593f9a8b4d29e4a343c18ee98700a3 = $(`<div id="html_5a593f9a8b4d29e4a343c18ee98700a3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_40e1925a1671ac94d67f808d62d018e6.setContent(html_5a593f9a8b4d29e4a343c18ee98700a3);\n", " \n", " \n", "\n", - " circle_marker_9fff73bb75b4fbd475221485e74a6c76.bindPopup(popup_9bf09d8894d09d907a8f645e5487edd5)\n", + " circle_marker_487cbc17cff11624cb8b89123c0eb4a5.bindPopup(popup_40e1925a1671ac94d67f808d62d018e6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_aaa66e52be744e4cfd35a10abf56620c = L.circleMarker(\n", + " var circle_marker_b5afa02332995cf7653fa55688c2afb4 = L.circleMarker(\n", " [37.76417974814643, -122.42287692579625],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ea6d53906b502e1427e1946a4c2d2791 = L.popup({"maxWidth": "100%"});\n", + " var popup_3113474f2ca01ddad582096b0001bd3a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f38e0cd339b1844284ec48c25d854fb = $(`<div id="html_6f38e0cd339b1844284ec48c25d854fb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ea6d53906b502e1427e1946a4c2d2791.setContent(html_6f38e0cd339b1844284ec48c25d854fb);\n", + " var html_ce647c4bacb169cc49e90903ab35ae6e = $(`<div id="html_ce647c4bacb169cc49e90903ab35ae6e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3113474f2ca01ddad582096b0001bd3a.setContent(html_ce647c4bacb169cc49e90903ab35ae6e);\n", " \n", " \n", "\n", - " circle_marker_aaa66e52be744e4cfd35a10abf56620c.bindPopup(popup_ea6d53906b502e1427e1946a4c2d2791)\n", + " circle_marker_b5afa02332995cf7653fa55688c2afb4.bindPopup(popup_3113474f2ca01ddad582096b0001bd3a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3ca179a0143e0f3552da109741afc4a8 = L.circleMarker(\n", + " var circle_marker_ac842e927e0aa0d78a3747c8d0eeadc9 = L.circleMarker(\n", " [37.760537804214785, -122.41715126382405],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_48c9bb4397ce36857fc0f37949c16c35 = L.popup({"maxWidth": "100%"});\n", + " var popup_d149ec5000fdad9f7757e4c60f1ca193 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1ebc7143e8c46b89f909db9e1fb36f2a = $(`<div id="html_1ebc7143e8c46b89f909db9e1fb36f2a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_48c9bb4397ce36857fc0f37949c16c35.setContent(html_1ebc7143e8c46b89f909db9e1fb36f2a);\n", + " var html_d39fcc5151c4df5f5dda1f9f7c57b402 = $(`<div id="html_d39fcc5151c4df5f5dda1f9f7c57b402" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d149ec5000fdad9f7757e4c60f1ca193.setContent(html_d39fcc5151c4df5f5dda1f9f7c57b402);\n", " \n", " \n", "\n", - " circle_marker_3ca179a0143e0f3552da109741afc4a8.bindPopup(popup_48c9bb4397ce36857fc0f37949c16c35)\n", + " circle_marker_ac842e927e0aa0d78a3747c8d0eeadc9.bindPopup(popup_d149ec5000fdad9f7757e4c60f1ca193)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bfd4597c6eea21c480e44bf2506c73a5 = L.circleMarker(\n", + " var circle_marker_31e99049c7f0d3fc891671895d4f369c = L.circleMarker(\n", " [37.74173662069288, -122.41070210763999],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f345b4d75370bc5af8e57d056832fbb7 = L.popup({"maxWidth": "100%"});\n", + " var popup_8023e21a1905b0d907b1e260557748e7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_872fc148dda16e6d4be3763fc252f4fc = $(`<div id="html_872fc148dda16e6d4be3763fc252f4fc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f345b4d75370bc5af8e57d056832fbb7.setContent(html_872fc148dda16e6d4be3763fc252f4fc);\n", + " var html_b62b4ed7a32ff9f998b852c3ce67a8f6 = $(`<div id="html_b62b4ed7a32ff9f998b852c3ce67a8f6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8023e21a1905b0d907b1e260557748e7.setContent(html_b62b4ed7a32ff9f998b852c3ce67a8f6);\n", " \n", " \n", "\n", - " circle_marker_bfd4597c6eea21c480e44bf2506c73a5.bindPopup(popup_f345b4d75370bc5af8e57d056832fbb7)\n", + " circle_marker_31e99049c7f0d3fc891671895d4f369c.bindPopup(popup_8023e21a1905b0d907b1e260557748e7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_caf8f1670cb03ad061a027316010f0d6 = L.circleMarker(\n", + " var circle_marker_50f6daf052f62f8b4716e15304ef133c = L.circleMarker(\n", " [37.74512952861252, -122.40778058291968],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_da62a94f3926467dcfd62a8345ec5945 = L.popup({"maxWidth": "100%"});\n", + " var popup_f7300dd52e0b5d7d8e06e7be79ce9430 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_20fc2d96094f58401eab6b228e3f02c7 = $(`<div id="html_20fc2d96094f58401eab6b228e3f02c7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_da62a94f3926467dcfd62a8345ec5945.setContent(html_20fc2d96094f58401eab6b228e3f02c7);\n", + " var html_25a27309d0b5621f2ab23df1916928c2 = $(`<div id="html_25a27309d0b5621f2ab23df1916928c2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f7300dd52e0b5d7d8e06e7be79ce9430.setContent(html_25a27309d0b5621f2ab23df1916928c2);\n", " \n", " \n", "\n", - " circle_marker_caf8f1670cb03ad061a027316010f0d6.bindPopup(popup_da62a94f3926467dcfd62a8345ec5945)\n", + " circle_marker_50f6daf052f62f8b4716e15304ef133c.bindPopup(popup_f7300dd52e0b5d7d8e06e7be79ce9430)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b8ef6e09e7bc7553744a606d004a1cce = L.circleMarker(\n", + " var circle_marker_c2cf9a2e2486f2196a13fd6a4e9048ee = L.circleMarker(\n", " [37.75145743334203, -122.40606052669463],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_921176134d51d86f1e50d70c0af72d3b = L.popup({"maxWidth": "100%"});\n", + " var popup_88caab2cf1f13f2bd36c976471edb49c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3bcd47943b86584e1bebb2ef6b74ce07 = $(`<div id="html_3bcd47943b86584e1bebb2ef6b74ce07" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_921176134d51d86f1e50d70c0af72d3b.setContent(html_3bcd47943b86584e1bebb2ef6b74ce07);\n", + " var html_3b0e0f39f68cff0297748f982fab8935 = $(`<div id="html_3b0e0f39f68cff0297748f982fab8935" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_88caab2cf1f13f2bd36c976471edb49c.setContent(html_3b0e0f39f68cff0297748f982fab8935);\n", " \n", " \n", "\n", - " circle_marker_b8ef6e09e7bc7553744a606d004a1cce.bindPopup(popup_921176134d51d86f1e50d70c0af72d3b)\n", + " circle_marker_c2cf9a2e2486f2196a13fd6a4e9048ee.bindPopup(popup_88caab2cf1f13f2bd36c976471edb49c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_792f643c74db534cd1b3b3aaed1587ce = L.circleMarker(\n", + " var circle_marker_c381e8f953cd13d20edab48d37ce28af = L.circleMarker(\n", " [37.75526782189698, -122.40604437109245],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5d9e86ffbc803ef9419b74ad8d16810b = L.popup({"maxWidth": "100%"});\n", + " var popup_d2fbd1326d669918cd229aa949b3d4ff = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d6956bd5b08c3e40c944589698369114 = $(`<div id="html_d6956bd5b08c3e40c944589698369114" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5d9e86ffbc803ef9419b74ad8d16810b.setContent(html_d6956bd5b08c3e40c944589698369114);\n", + " var html_e15f33518a68d21e6c5f00315c55dedc = $(`<div id="html_e15f33518a68d21e6c5f00315c55dedc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d2fbd1326d669918cd229aa949b3d4ff.setContent(html_e15f33518a68d21e6c5f00315c55dedc);\n", " \n", " \n", "\n", - " circle_marker_792f643c74db534cd1b3b3aaed1587ce.bindPopup(popup_5d9e86ffbc803ef9419b74ad8d16810b)\n", + " circle_marker_c381e8f953cd13d20edab48d37ce28af.bindPopup(popup_d2fbd1326d669918cd229aa949b3d4ff)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cc53d947316622743c1f3c861985f4d2 = L.circleMarker(\n", + " var circle_marker_fa2b57ddeec8218964fe76527e64338e = L.circleMarker(\n", " [37.74871935743222, -122.41004340162493],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6d86a93ab736a6789822c65e6fe6c75a = L.popup({"maxWidth": "100%"});\n", + " var popup_4fbbc819f4b95ecf88533b454b946f42 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a5ec2bbf18caafc09e4adebdc766b0e3 = $(`<div id="html_a5ec2bbf18caafc09e4adebdc766b0e3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6d86a93ab736a6789822c65e6fe6c75a.setContent(html_a5ec2bbf18caafc09e4adebdc766b0e3);\n", + " var html_c40398da31c61601ade735b7b50e7a2c = $(`<div id="html_c40398da31c61601ade735b7b50e7a2c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4fbbc819f4b95ecf88533b454b946f42.setContent(html_c40398da31c61601ade735b7b50e7a2c);\n", " \n", " \n", "\n", - " circle_marker_cc53d947316622743c1f3c861985f4d2.bindPopup(popup_6d86a93ab736a6789822c65e6fe6c75a)\n", + " circle_marker_fa2b57ddeec8218964fe76527e64338e.bindPopup(popup_4fbbc819f4b95ecf88533b454b946f42)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d6f3e8db15b3372085c7813ddd0d97db = L.circleMarker(\n", + " var circle_marker_5c2663f37effebd9746938f2d7dd6be2 = L.circleMarker(\n", " [37.75360537634322, -122.40414432663103],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6c773dacea04cb2d8131b0cb99377cd7 = L.popup({"maxWidth": "100%"});\n", + " var popup_885ebd0b963ca4f5952b9b0851588ee7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bd702dcc1cc8d1aebb23b64e9ffc8a21 = $(`<div id="html_bd702dcc1cc8d1aebb23b64e9ffc8a21" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6c773dacea04cb2d8131b0cb99377cd7.setContent(html_bd702dcc1cc8d1aebb23b64e9ffc8a21);\n", + " var html_3646c92928bd783be02d5f032ccb7c92 = $(`<div id="html_3646c92928bd783be02d5f032ccb7c92" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_885ebd0b963ca4f5952b9b0851588ee7.setContent(html_3646c92928bd783be02d5f032ccb7c92);\n", " \n", " \n", "\n", - " circle_marker_d6f3e8db15b3372085c7813ddd0d97db.bindPopup(popup_6c773dacea04cb2d8131b0cb99377cd7)\n", + " circle_marker_5c2663f37effebd9746938f2d7dd6be2.bindPopup(popup_885ebd0b963ca4f5952b9b0851588ee7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_94a6e3ecc63a004181c4c2c5c74af8ce = L.circleMarker(\n", + " var circle_marker_2fc98cedc67ea20297e7e56729f21926 = L.circleMarker(\n", " [37.75231775479745, -122.41774596037905],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0e623950140060c253c7573273845dd9 = L.popup({"maxWidth": "100%"});\n", + " var popup_333223ac9388f889b4db032da28d2a9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_50589250cae00c2412216b8922368520 = $(`<div id="html_50589250cae00c2412216b8922368520" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0e623950140060c253c7573273845dd9.setContent(html_50589250cae00c2412216b8922368520);\n", + " var html_e8e91275f1e97f8e9c1033a92adab334 = $(`<div id="html_e8e91275f1e97f8e9c1033a92adab334" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_333223ac9388f889b4db032da28d2a9e.setContent(html_e8e91275f1e97f8e9c1033a92adab334);\n", " \n", " \n", "\n", - " circle_marker_94a6e3ecc63a004181c4c2c5c74af8ce.bindPopup(popup_0e623950140060c253c7573273845dd9)\n", + " circle_marker_2fc98cedc67ea20297e7e56729f21926.bindPopup(popup_333223ac9388f889b4db032da28d2a9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_06e7caecf5ba378b8f31c51f248fadae = L.circleMarker(\n", + " var circle_marker_6c0c7fc93a8bf47a03ad00aff1a19aed = L.circleMarker(\n", " [37.74148457789174, -122.41170660507584],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7d17dbf77b9c73710314154b3bb8d2bf = L.popup({"maxWidth": "100%"});\n", + " var popup_4ad4febe68d27eb0c08b0b4020a0a229 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c20dfca5e2c6cc33170686dba6252b35 = $(`<div id="html_c20dfca5e2c6cc33170686dba6252b35" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7d17dbf77b9c73710314154b3bb8d2bf.setContent(html_c20dfca5e2c6cc33170686dba6252b35);\n", + " var html_efcb1207509b08f46f51917c5922f997 = $(`<div id="html_efcb1207509b08f46f51917c5922f997" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4ad4febe68d27eb0c08b0b4020a0a229.setContent(html_efcb1207509b08f46f51917c5922f997);\n", " \n", " \n", "\n", - " circle_marker_06e7caecf5ba378b8f31c51f248fadae.bindPopup(popup_7d17dbf77b9c73710314154b3bb8d2bf)\n", + " circle_marker_6c0c7fc93a8bf47a03ad00aff1a19aed.bindPopup(popup_4ad4febe68d27eb0c08b0b4020a0a229)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_259d43c2521d1324e0d78e874c8c0d37 = L.circleMarker(\n", + " var circle_marker_6675c5860733e69c7c50e495b01fd67f = L.circleMarker(\n", " [37.746234470469986, -122.41278399769651],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6c43a84f5a82e59243cee997afd8af60 = L.popup({"maxWidth": "100%"});\n", + " var popup_e6ab31d110d1d3a9bf55e203dea67806 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_898ff244879c19296861bc25421b13a7 = $(`<div id="html_898ff244879c19296861bc25421b13a7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6c43a84f5a82e59243cee997afd8af60.setContent(html_898ff244879c19296861bc25421b13a7);\n", + " var html_ea67523f254918acba2e3f2827ca8318 = $(`<div id="html_ea67523f254918acba2e3f2827ca8318" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e6ab31d110d1d3a9bf55e203dea67806.setContent(html_ea67523f254918acba2e3f2827ca8318);\n", " \n", " \n", "\n", - " circle_marker_259d43c2521d1324e0d78e874c8c0d37.bindPopup(popup_6c43a84f5a82e59243cee997afd8af60)\n", + " circle_marker_6675c5860733e69c7c50e495b01fd67f.bindPopup(popup_e6ab31d110d1d3a9bf55e203dea67806)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_74ebc07be5fb46366900aa1d7d834eec = L.circleMarker(\n", + " var circle_marker_6b8b4ab1109eac2f04cf7008efbff06a = L.circleMarker(\n", " [37.751786210327225, -122.41401197674212],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_092c6c1877847b80e1899b992ef7d391 = L.popup({"maxWidth": "100%"});\n", + " var popup_e1cf3939074c1e3b56bd6a2091cfb137 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9593aa49a3588b875d30be4ec76aa071 = $(`<div id="html_9593aa49a3588b875d30be4ec76aa071" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_092c6c1877847b80e1899b992ef7d391.setContent(html_9593aa49a3588b875d30be4ec76aa071);\n", + " var html_337f70f8b8830caa010acfd39dcf2139 = $(`<div id="html_337f70f8b8830caa010acfd39dcf2139" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e1cf3939074c1e3b56bd6a2091cfb137.setContent(html_337f70f8b8830caa010acfd39dcf2139);\n", " \n", " \n", "\n", - " circle_marker_74ebc07be5fb46366900aa1d7d834eec.bindPopup(popup_092c6c1877847b80e1899b992ef7d391)\n", + " circle_marker_6b8b4ab1109eac2f04cf7008efbff06a.bindPopup(popup_e1cf3939074c1e3b56bd6a2091cfb137)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a98ffe3f16f5f352682fc250a9d030d0 = L.circleMarker(\n", + " var circle_marker_c63c99a10a733b6f31e2fadaeaa4503f = L.circleMarker(\n", " [37.75392082167846, -122.4139005439404],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b3b0030b5d5a57aada4339784e817d4c = L.popup({"maxWidth": "100%"});\n", + " var popup_cc5171127348bd740f2344e34766bdcf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_af1ef67894dfe7c5a12915873268ecbf = $(`<div id="html_af1ef67894dfe7c5a12915873268ecbf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b3b0030b5d5a57aada4339784e817d4c.setContent(html_af1ef67894dfe7c5a12915873268ecbf);\n", + " var html_9ec02e6ac4571ee62a923dc9bf6f2f5d = $(`<div id="html_9ec02e6ac4571ee62a923dc9bf6f2f5d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_cc5171127348bd740f2344e34766bdcf.setContent(html_9ec02e6ac4571ee62a923dc9bf6f2f5d);\n", " \n", " \n", "\n", - " circle_marker_a98ffe3f16f5f352682fc250a9d030d0.bindPopup(popup_b3b0030b5d5a57aada4339784e817d4c)\n", + " circle_marker_c63c99a10a733b6f31e2fadaeaa4503f.bindPopup(popup_cc5171127348bd740f2344e34766bdcf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_895f9459876339de4dec20a0eac3effd = L.circleMarker(\n", + " var circle_marker_5df4fc50ed9bedcd49a3eb0d4ce50bdf = L.circleMarker(\n", " [37.74632521857674, -122.41191284883185],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3309a24c3ef0f8608814932e9fd801db = L.popup({"maxWidth": "100%"});\n", + " var popup_a92cfc74f1919cf88240dad6ff0d603f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fc828aa3369f920e37580218a5d53c96 = $(`<div id="html_fc828aa3369f920e37580218a5d53c96" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3309a24c3ef0f8608814932e9fd801db.setContent(html_fc828aa3369f920e37580218a5d53c96);\n", + " var html_39b91f01f6014707b7b70b03c33d313c = $(`<div id="html_39b91f01f6014707b7b70b03c33d313c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a92cfc74f1919cf88240dad6ff0d603f.setContent(html_39b91f01f6014707b7b70b03c33d313c);\n", " \n", " \n", "\n", - " circle_marker_895f9459876339de4dec20a0eac3effd.bindPopup(popup_3309a24c3ef0f8608814932e9fd801db)\n", + " circle_marker_5df4fc50ed9bedcd49a3eb0d4ce50bdf.bindPopup(popup_a92cfc74f1919cf88240dad6ff0d603f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b0ab89be1dc611e5ebfbac762184cc59 = L.circleMarker(\n", + " var circle_marker_04307693ee77000d82bf7427755d59d6 = L.circleMarker(\n", " [37.744138258925396, -122.40566585519643],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_26ca7f8d5a576daf22e8359c7c7ef100 = L.popup({"maxWidth": "100%"});\n", + " var popup_0f815de2a54e7e20c68f555917781e79 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_29a78f8489d46decdaac30aac995a08d = $(`<div id="html_29a78f8489d46decdaac30aac995a08d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_26ca7f8d5a576daf22e8359c7c7ef100.setContent(html_29a78f8489d46decdaac30aac995a08d);\n", + " var html_a00795f1307801806088d00f680b056c = $(`<div id="html_a00795f1307801806088d00f680b056c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0f815de2a54e7e20c68f555917781e79.setContent(html_a00795f1307801806088d00f680b056c);\n", " \n", " \n", "\n", - " circle_marker_b0ab89be1dc611e5ebfbac762184cc59.bindPopup(popup_26ca7f8d5a576daf22e8359c7c7ef100)\n", + " circle_marker_04307693ee77000d82bf7427755d59d6.bindPopup(popup_0f815de2a54e7e20c68f555917781e79)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_194ce5ffe4d42a57425aa7283c440f7c = L.circleMarker(\n", + " var circle_marker_4d0c127667fca009aac35bf1790a11e9 = L.circleMarker(\n", " [37.76209659106257, -122.41743903596992],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f0bf6f5db6d1254e410a0946d9ab7b02 = L.popup({"maxWidth": "100%"});\n", + " var popup_e481fb0cef97f9f66f138fb24723c758 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dc8450cd71e164d72b35f60e9b0d09d6 = $(`<div id="html_dc8450cd71e164d72b35f60e9b0d09d6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f0bf6f5db6d1254e410a0946d9ab7b02.setContent(html_dc8450cd71e164d72b35f60e9b0d09d6);\n", + " var html_9e1e50f09b4bcb98dfe254b6d5b20a73 = $(`<div id="html_9e1e50f09b4bcb98dfe254b6d5b20a73" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e481fb0cef97f9f66f138fb24723c758.setContent(html_9e1e50f09b4bcb98dfe254b6d5b20a73);\n", " \n", " \n", "\n", - " circle_marker_194ce5ffe4d42a57425aa7283c440f7c.bindPopup(popup_f0bf6f5db6d1254e410a0946d9ab7b02)\n", + " circle_marker_4d0c127667fca009aac35bf1790a11e9.bindPopup(popup_e481fb0cef97f9f66f138fb24723c758)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e0b86bfebfe449dd628a919fbd6f6c97 = L.circleMarker(\n", + " var circle_marker_092da482ec8844d3fa2d4a301550b17a = L.circleMarker(\n", " [37.755656776209086, -122.40797490641594],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_70bb1e12798da8185e1bc16a5af2ef28 = L.popup({"maxWidth": "100%"});\n", + " var popup_02465eabb024465fdba5141c21bf26f8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_99456f4d73557f6081231edb9d304c1e = $(`<div id="html_99456f4d73557f6081231edb9d304c1e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_70bb1e12798da8185e1bc16a5af2ef28.setContent(html_99456f4d73557f6081231edb9d304c1e);\n", + " var html_26e4ac90686fd32b42607cdebbe8258e = $(`<div id="html_26e4ac90686fd32b42607cdebbe8258e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_02465eabb024465fdba5141c21bf26f8.setContent(html_26e4ac90686fd32b42607cdebbe8258e);\n", " \n", " \n", "\n", - " circle_marker_e0b86bfebfe449dd628a919fbd6f6c97.bindPopup(popup_70bb1e12798da8185e1bc16a5af2ef28)\n", + " circle_marker_092da482ec8844d3fa2d4a301550b17a.bindPopup(popup_02465eabb024465fdba5141c21bf26f8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2d6a1899ba6ccebcfa393841ee5517b5 = L.circleMarker(\n", + " var circle_marker_731b253f481ee6893d37c5ae669ce006 = L.circleMarker(\n", " [37.76304044055552, -122.42601660166785],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_262b3e40edccb527e8b9da5d68d2c41a = L.popup({"maxWidth": "100%"});\n", + " var popup_42f2c2060b3485d28a52280a2c871ff5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f2e0a66fb68d0d8c772c31f849c14505 = $(`<div id="html_f2e0a66fb68d0d8c772c31f849c14505" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_262b3e40edccb527e8b9da5d68d2c41a.setContent(html_f2e0a66fb68d0d8c772c31f849c14505);\n", + " var html_b87c094a9545baac6486a8fcbe640a0d = $(`<div id="html_b87c094a9545baac6486a8fcbe640a0d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_42f2c2060b3485d28a52280a2c871ff5.setContent(html_b87c094a9545baac6486a8fcbe640a0d);\n", " \n", " \n", "\n", - " circle_marker_2d6a1899ba6ccebcfa393841ee5517b5.bindPopup(popup_262b3e40edccb527e8b9da5d68d2c41a)\n", + " circle_marker_731b253f481ee6893d37c5ae669ce006.bindPopup(popup_42f2c2060b3485d28a52280a2c871ff5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_755176600137cee1934770c67d16c360 = L.circleMarker(\n", + " var circle_marker_080e13d1297c56abd20d1372fee1e87c = L.circleMarker(\n", " [37.76128158121274, -122.42475869912616],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e16d30a89bad5891299dccbf0106d3af = L.popup({"maxWidth": "100%"});\n", + " var popup_33c9dc3f33b9dddbe4a7958bc73a58cf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2844ad698a0c4120ebe571f96214cd9e = $(`<div id="html_2844ad698a0c4120ebe571f96214cd9e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e16d30a89bad5891299dccbf0106d3af.setContent(html_2844ad698a0c4120ebe571f96214cd9e);\n", + " var html_30fca15c13bc4b9d961909d68250411e = $(`<div id="html_30fca15c13bc4b9d961909d68250411e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_33c9dc3f33b9dddbe4a7958bc73a58cf.setContent(html_30fca15c13bc4b9d961909d68250411e);\n", " \n", " \n", "\n", - " circle_marker_755176600137cee1934770c67d16c360.bindPopup(popup_e16d30a89bad5891299dccbf0106d3af)\n", + " circle_marker_080e13d1297c56abd20d1372fee1e87c.bindPopup(popup_33c9dc3f33b9dddbe4a7958bc73a58cf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9c20240918ece77a69d46a3c743651bd = L.circleMarker(\n", + " var circle_marker_bd7cf5c48ef7b8d2dcac5fb7b47992b7 = L.circleMarker(\n", " [37.75263168395759, -122.42442533056142],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ae983f643a8492413decc78919631aa7 = L.popup({"maxWidth": "100%"});\n", + " var popup_89f89ec7381d491736c6c33bb7aeaced = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_147c6deb6a31f44b169bd08a885bd025 = $(`<div id="html_147c6deb6a31f44b169bd08a885bd025" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ae983f643a8492413decc78919631aa7.setContent(html_147c6deb6a31f44b169bd08a885bd025);\n", + " var html_2704e8f85b4585e9a39103c124daaa73 = $(`<div id="html_2704e8f85b4585e9a39103c124daaa73" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_89f89ec7381d491736c6c33bb7aeaced.setContent(html_2704e8f85b4585e9a39103c124daaa73);\n", " \n", " \n", "\n", - " circle_marker_9c20240918ece77a69d46a3c743651bd.bindPopup(popup_ae983f643a8492413decc78919631aa7)\n", + " circle_marker_bd7cf5c48ef7b8d2dcac5fb7b47992b7.bindPopup(popup_89f89ec7381d491736c6c33bb7aeaced)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3df438c3ace7a36cd9984e051f2b1f29 = L.circleMarker(\n", + " var circle_marker_0da49f55dbdb203de9795a4372653d50 = L.circleMarker(\n", " [37.76059258583783, -122.4254136565183],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_66a8fa7a61b21b2be56f1b09f6dca760 = L.popup({"maxWidth": "100%"});\n", + " var popup_29584211ba7eea39f90b0b08aef0043a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2fca4df1464b3c7462c5568952c9812c = $(`<div id="html_2fca4df1464b3c7462c5568952c9812c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_66a8fa7a61b21b2be56f1b09f6dca760.setContent(html_2fca4df1464b3c7462c5568952c9812c);\n", + " var html_420b5bb34dd22d38a9d8d45351defafd = $(`<div id="html_420b5bb34dd22d38a9d8d45351defafd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_29584211ba7eea39f90b0b08aef0043a.setContent(html_420b5bb34dd22d38a9d8d45351defafd);\n", " \n", " \n", "\n", - " circle_marker_3df438c3ace7a36cd9984e051f2b1f29.bindPopup(popup_66a8fa7a61b21b2be56f1b09f6dca760)\n", + " circle_marker_0da49f55dbdb203de9795a4372653d50.bindPopup(popup_29584211ba7eea39f90b0b08aef0043a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4b069c94561fc5c24005e0dcacf21d3e = L.circleMarker(\n", + " var circle_marker_6771e0e3bedc297ab8f6917fb89fb4c4 = L.circleMarker(\n", " [37.75104056209607, -122.40794615669083],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cedaeee419bc49c8d6b6abb8de2931e8 = L.popup({"maxWidth": "100%"});\n", + " var popup_b8790620286c56f6ad224ab9b1ea54ab = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b52496d7ab8ce44dc3ac691515e82d45 = $(`<div id="html_b52496d7ab8ce44dc3ac691515e82d45" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cedaeee419bc49c8d6b6abb8de2931e8.setContent(html_b52496d7ab8ce44dc3ac691515e82d45);\n", + " var html_b267c7b8cf528baf8b89594de089d47c = $(`<div id="html_b267c7b8cf528baf8b89594de089d47c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b8790620286c56f6ad224ab9b1ea54ab.setContent(html_b267c7b8cf528baf8b89594de089d47c);\n", " \n", " \n", "\n", - " circle_marker_4b069c94561fc5c24005e0dcacf21d3e.bindPopup(popup_cedaeee419bc49c8d6b6abb8de2931e8)\n", + " circle_marker_6771e0e3bedc297ab8f6917fb89fb4c4.bindPopup(popup_b8790620286c56f6ad224ab9b1ea54ab)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_01889237c1de779bcca16198a0d2c203 = L.circleMarker(\n", + " var circle_marker_a3fdf1b8b3552178cfdf237d12ec896c = L.circleMarker(\n", " [37.73391883126035, -122.4181720236561],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_bd331e5abba605e7e8db82ed7b29bcc6 = L.popup({"maxWidth": "100%"});\n", + " var popup_e0eae27019ec8d3ed14ed47cfcdbf63b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_31b09b363556f6cd3c3bfe41e23d15d4 = $(`<div id="html_31b09b363556f6cd3c3bfe41e23d15d4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_bd331e5abba605e7e8db82ed7b29bcc6.setContent(html_31b09b363556f6cd3c3bfe41e23d15d4);\n", + " var html_e477c98cb88efe32148e9cb47489f0f8 = $(`<div id="html_e477c98cb88efe32148e9cb47489f0f8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e0eae27019ec8d3ed14ed47cfcdbf63b.setContent(html_e477c98cb88efe32148e9cb47489f0f8);\n", " \n", " \n", "\n", - " circle_marker_01889237c1de779bcca16198a0d2c203.bindPopup(popup_bd331e5abba605e7e8db82ed7b29bcc6)\n", + " circle_marker_a3fdf1b8b3552178cfdf237d12ec896c.bindPopup(popup_e0eae27019ec8d3ed14ed47cfcdbf63b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ed8b65c66b33b5bdcaee6f0ac917da60 = L.circleMarker(\n", + " var circle_marker_579b6e8d2276ec37cdd5c2449950e6fa = L.circleMarker(\n", " [37.747082929796356, -122.41075451027352],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ea7dc04540dc9d8984ca17600743b273 = L.popup({"maxWidth": "100%"});\n", + " var popup_5c283f6d9b03eaf13e745ca34373c5e5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3849beb4c424687934bbfc1f50847263 = $(`<div id="html_3849beb4c424687934bbfc1f50847263" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ea7dc04540dc9d8984ca17600743b273.setContent(html_3849beb4c424687934bbfc1f50847263);\n", + " var html_3a7b68f8e776d15746bfbac61dc14d25 = $(`<div id="html_3a7b68f8e776d15746bfbac61dc14d25" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5c283f6d9b03eaf13e745ca34373c5e5.setContent(html_3a7b68f8e776d15746bfbac61dc14d25);\n", " \n", " \n", "\n", - " circle_marker_ed8b65c66b33b5bdcaee6f0ac917da60.bindPopup(popup_ea7dc04540dc9d8984ca17600743b273)\n", + " circle_marker_579b6e8d2276ec37cdd5c2449950e6fa.bindPopup(popup_5c283f6d9b03eaf13e745ca34373c5e5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a9bb1985bc70232fa222a265c7c1125a = L.circleMarker(\n", + " var circle_marker_258f26fc54b05bc75408b8210ee798bc = L.circleMarker(\n", " [37.7612218618984, -122.41012514709995],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d1d133b13ce492ebdec0cc6d8086190c = L.popup({"maxWidth": "100%"});\n", + " var popup_2461e6524f06e690b3d71dbaf825cad4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8ebee4d2ce4b12580d3e5b618eaf10ff = $(`<div id="html_8ebee4d2ce4b12580d3e5b618eaf10ff" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d1d133b13ce492ebdec0cc6d8086190c.setContent(html_8ebee4d2ce4b12580d3e5b618eaf10ff);\n", + " var html_1c46f07332bbcda9f76296a12efd7388 = $(`<div id="html_1c46f07332bbcda9f76296a12efd7388" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2461e6524f06e690b3d71dbaf825cad4.setContent(html_1c46f07332bbcda9f76296a12efd7388);\n", " \n", " \n", "\n", - " circle_marker_a9bb1985bc70232fa222a265c7c1125a.bindPopup(popup_d1d133b13ce492ebdec0cc6d8086190c)\n", + " circle_marker_258f26fc54b05bc75408b8210ee798bc.bindPopup(popup_2461e6524f06e690b3d71dbaf825cad4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_917378ac9a66a445aabea4ff383d1212 = L.circleMarker(\n", + " var circle_marker_c49e1f3b113e18b57999aa36180f55a5 = L.circleMarker(\n", " [37.73742797318685, -122.4099223611867],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8bfa83964e51ddfe176329f269d9d396 = L.popup({"maxWidth": "100%"});\n", + " var popup_85b51a88f9b50c8bd7fdbf578d2ac408 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8415179b9aae7831805b9c33d2c3a0f7 = $(`<div id="html_8415179b9aae7831805b9c33d2c3a0f7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8bfa83964e51ddfe176329f269d9d396.setContent(html_8415179b9aae7831805b9c33d2c3a0f7);\n", + " var html_023847b847a7b39fac8a9e2a0d6b5ae0 = $(`<div id="html_023847b847a7b39fac8a9e2a0d6b5ae0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_85b51a88f9b50c8bd7fdbf578d2ac408.setContent(html_023847b847a7b39fac8a9e2a0d6b5ae0);\n", " \n", " \n", "\n", - " circle_marker_917378ac9a66a445aabea4ff383d1212.bindPopup(popup_8bfa83964e51ddfe176329f269d9d396)\n", + " circle_marker_c49e1f3b113e18b57999aa36180f55a5.bindPopup(popup_85b51a88f9b50c8bd7fdbf578d2ac408)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_79821425e35e08f006f8fb84b26ba48f = L.circleMarker(\n", + " var circle_marker_d47dcf9ad0f743c01c824c1bbf308afc = L.circleMarker(\n", " [37.73341096742464, -122.41526238849185],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_73f1261e8fbc640464d73672d7dce50c = L.popup({"maxWidth": "100%"});\n", + " var popup_7b11f084edab5b4b7e144a25096d5933 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a402574a35c51ba6fe86c5f5d8fc2346 = $(`<div id="html_a402574a35c51ba6fe86c5f5d8fc2346" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_73f1261e8fbc640464d73672d7dce50c.setContent(html_a402574a35c51ba6fe86c5f5d8fc2346);\n", + " var html_e65ead95df2d86e29eeb3a65e8f6c23e = $(`<div id="html_e65ead95df2d86e29eeb3a65e8f6c23e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7b11f084edab5b4b7e144a25096d5933.setContent(html_e65ead95df2d86e29eeb3a65e8f6c23e);\n", " \n", " \n", "\n", - " circle_marker_79821425e35e08f006f8fb84b26ba48f.bindPopup(popup_73f1261e8fbc640464d73672d7dce50c)\n", + " circle_marker_d47dcf9ad0f743c01c824c1bbf308afc.bindPopup(popup_7b11f084edab5b4b7e144a25096d5933)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_272f64814518690fbbee0438d2d6c381 = L.circleMarker(\n", + " var circle_marker_7494fb2e1ccdac2d35fcbceebb88e99a = L.circleMarker(\n", " [37.73218433441669, -122.42346688880976],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ed0a8a2863845324af75fba26f01d713 = L.popup({"maxWidth": "100%"});\n", + " var popup_23aee1d0b2ebbda1a38f81be5bbbfdf4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_aab7ec29ec494f0a80d0fb639cd2bb19 = $(`<div id="html_aab7ec29ec494f0a80d0fb639cd2bb19" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ed0a8a2863845324af75fba26f01d713.setContent(html_aab7ec29ec494f0a80d0fb639cd2bb19);\n", + " var html_70a92689a1e0024872c4a8b233dd9bd7 = $(`<div id="html_70a92689a1e0024872c4a8b233dd9bd7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_23aee1d0b2ebbda1a38f81be5bbbfdf4.setContent(html_70a92689a1e0024872c4a8b233dd9bd7);\n", " \n", " \n", "\n", - " circle_marker_272f64814518690fbbee0438d2d6c381.bindPopup(popup_ed0a8a2863845324af75fba26f01d713)\n", + " circle_marker_7494fb2e1ccdac2d35fcbceebb88e99a.bindPopup(popup_23aee1d0b2ebbda1a38f81be5bbbfdf4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9705b373a916d98262840a91714050e9 = L.circleMarker(\n", + " var circle_marker_b57a5023a00a52a5b0980a729f54813d = L.circleMarker(\n", " [37.73921897271669, -122.408294261493],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c1c7f01df539c7c9daa1471b01561bd0 = L.popup({"maxWidth": "100%"});\n", + " var popup_0534a1e6d72c0c7f832a87966a098558 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_db90baa6e8e95f0cfbc6629d42be5221 = $(`<div id="html_db90baa6e8e95f0cfbc6629d42be5221" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c1c7f01df539c7c9daa1471b01561bd0.setContent(html_db90baa6e8e95f0cfbc6629d42be5221);\n", + " var html_2945ef80e063a4beef91d6140490d160 = $(`<div id="html_2945ef80e063a4beef91d6140490d160" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0534a1e6d72c0c7f832a87966a098558.setContent(html_2945ef80e063a4beef91d6140490d160);\n", " \n", " \n", "\n", - " circle_marker_9705b373a916d98262840a91714050e9.bindPopup(popup_c1c7f01df539c7c9daa1471b01561bd0)\n", + " circle_marker_b57a5023a00a52a5b0980a729f54813d.bindPopup(popup_0534a1e6d72c0c7f832a87966a098558)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1bf95f4a4c79359ecc64e7f6e5d1bc0d = L.circleMarker(\n", + " var circle_marker_f5495b90f112adb31b790551fadb2658 = L.circleMarker(\n", " [37.763334928138605, -122.41975219244812],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_35595c7f19a0809f4a617eed031dec74 = L.popup({"maxWidth": "100%"});\n", + " var popup_a7e758cce88f2eb411ffcd24d3137775 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_78f334f00899acfbee59c6298793d949 = $(`<div id="html_78f334f00899acfbee59c6298793d949" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_35595c7f19a0809f4a617eed031dec74.setContent(html_78f334f00899acfbee59c6298793d949);\n", + " var html_e205c0131233d2799f4fd5026d327003 = $(`<div id="html_e205c0131233d2799f4fd5026d327003" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a7e758cce88f2eb411ffcd24d3137775.setContent(html_e205c0131233d2799f4fd5026d327003);\n", " \n", " \n", "\n", - " circle_marker_1bf95f4a4c79359ecc64e7f6e5d1bc0d.bindPopup(popup_35595c7f19a0809f4a617eed031dec74)\n", + " circle_marker_f5495b90f112adb31b790551fadb2658.bindPopup(popup_a7e758cce88f2eb411ffcd24d3137775)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_93abfd7d31af564cb0ba1bc51d1ffa99 = L.circleMarker(\n", + " var circle_marker_322f2e65ea0b2157774289a1c724bb9f = L.circleMarker(\n", " [37.75283439229456, -122.42436907613654],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6db64fc7a54fd5e880b502663aa670d8 = L.popup({"maxWidth": "100%"});\n", + " var popup_1fe5d100bc2f1e440dca30f86f55b4ce = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_95d792290744a2cf3c8b3398c62a1833 = $(`<div id="html_95d792290744a2cf3c8b3398c62a1833" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6db64fc7a54fd5e880b502663aa670d8.setContent(html_95d792290744a2cf3c8b3398c62a1833);\n", + " var html_ff9e7031d817f495f6fe876e1cce8e1f = $(`<div id="html_ff9e7031d817f495f6fe876e1cce8e1f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1fe5d100bc2f1e440dca30f86f55b4ce.setContent(html_ff9e7031d817f495f6fe876e1cce8e1f);\n", " \n", " \n", "\n", - " circle_marker_93abfd7d31af564cb0ba1bc51d1ffa99.bindPopup(popup_6db64fc7a54fd5e880b502663aa670d8)\n", + " circle_marker_322f2e65ea0b2157774289a1c724bb9f.bindPopup(popup_1fe5d100bc2f1e440dca30f86f55b4ce)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_50761e48a79226df3b4e6b115a706160 = L.circleMarker(\n", + " var circle_marker_37133950e4fd423cb55b70e36e61c25c = L.circleMarker(\n", " [37.73969735334643, -122.41382634618964],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f23fddec16547af920a5c14f4e320c4a = L.popup({"maxWidth": "100%"});\n", + " var popup_7938f422f300caec6c29ee9f3af42444 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8fe66c0916c1b46faf1fb98e986e4f9f = $(`<div id="html_8fe66c0916c1b46faf1fb98e986e4f9f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f23fddec16547af920a5c14f4e320c4a.setContent(html_8fe66c0916c1b46faf1fb98e986e4f9f);\n", + " var html_70f6118b1d440037f3b8637a5903a1a1 = $(`<div id="html_70f6118b1d440037f3b8637a5903a1a1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7938f422f300caec6c29ee9f3af42444.setContent(html_70f6118b1d440037f3b8637a5903a1a1);\n", " \n", " \n", "\n", - " circle_marker_50761e48a79226df3b4e6b115a706160.bindPopup(popup_f23fddec16547af920a5c14f4e320c4a)\n", + " circle_marker_37133950e4fd423cb55b70e36e61c25c.bindPopup(popup_7938f422f300caec6c29ee9f3af42444)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_249dfd399eb1d424c0576baf95010b12 = L.circleMarker(\n", + " var circle_marker_37a2e6cb65de5e27768dda28106f70d8 = L.circleMarker(\n", " [37.75257710605992, -122.40470322706904],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a4579cf0d08c47da592e298c45d09878 = L.popup({"maxWidth": "100%"});\n", + " var popup_cc62d5639d3571697f450baf3a3642eb = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_db01d01363236ca2a9fc3264c5d4e522 = $(`<div id="html_db01d01363236ca2a9fc3264c5d4e522" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a4579cf0d08c47da592e298c45d09878.setContent(html_db01d01363236ca2a9fc3264c5d4e522);\n", + " var html_4a839596aa97631bcd5cdd9b3054d06d = $(`<div id="html_4a839596aa97631bcd5cdd9b3054d06d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_cc62d5639d3571697f450baf3a3642eb.setContent(html_4a839596aa97631bcd5cdd9b3054d06d);\n", " \n", " \n", "\n", - " circle_marker_249dfd399eb1d424c0576baf95010b12.bindPopup(popup_a4579cf0d08c47da592e298c45d09878)\n", + " circle_marker_37a2e6cb65de5e27768dda28106f70d8.bindPopup(popup_cc62d5639d3571697f450baf3a3642eb)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_26fa09af021b48c1df95e73fc36721ba = L.circleMarker(\n", + " var circle_marker_28d9073c29d76f86dfee40256efb1593 = L.circleMarker(\n", " [37.75175323687019, -122.4148893680859],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c0eac6e30066b4fb8fd89fc97542c95f = L.popup({"maxWidth": "100%"});\n", + " var popup_dd231e28884c5c7069109db574f5058a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a3e0663b0d7c8b669604f13677ac1882 = $(`<div id="html_a3e0663b0d7c8b669604f13677ac1882" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c0eac6e30066b4fb8fd89fc97542c95f.setContent(html_a3e0663b0d7c8b669604f13677ac1882);\n", + " var html_b3b862fef1beedfc83b70bbecbe041e5 = $(`<div id="html_b3b862fef1beedfc83b70bbecbe041e5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_dd231e28884c5c7069109db574f5058a.setContent(html_b3b862fef1beedfc83b70bbecbe041e5);\n", " \n", " \n", "\n", - " circle_marker_26fa09af021b48c1df95e73fc36721ba.bindPopup(popup_c0eac6e30066b4fb8fd89fc97542c95f)\n", + " circle_marker_28d9073c29d76f86dfee40256efb1593.bindPopup(popup_dd231e28884c5c7069109db574f5058a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b2a0bfbd794f73c5e39a96e06b586103 = L.circleMarker(\n", + " var circle_marker_44a79446cdad4acdeeb69cef1f9be6b4 = L.circleMarker(\n", " [37.74223349220518, -122.40991900141367],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_873308e62d8b43939fc39dd929aeb953 = L.popup({"maxWidth": "100%"});\n", + " var popup_211b7677644287118752679160cc2b83 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3f7a68bba77afdf7b3f77afd96b638e6 = $(`<div id="html_3f7a68bba77afdf7b3f77afd96b638e6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_873308e62d8b43939fc39dd929aeb953.setContent(html_3f7a68bba77afdf7b3f77afd96b638e6);\n", + " var html_dbc8ae5c95b943b590464bc30580f5de = $(`<div id="html_dbc8ae5c95b943b590464bc30580f5de" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_211b7677644287118752679160cc2b83.setContent(html_dbc8ae5c95b943b590464bc30580f5de);\n", " \n", " \n", "\n", - " circle_marker_b2a0bfbd794f73c5e39a96e06b586103.bindPopup(popup_873308e62d8b43939fc39dd929aeb953)\n", + " circle_marker_44a79446cdad4acdeeb69cef1f9be6b4.bindPopup(popup_211b7677644287118752679160cc2b83)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8957b9b7dff9a7b07aae7ef6df15f794 = L.circleMarker(\n", + " var circle_marker_e53047dbceaf6c286a2420bdd2a3a669 = L.circleMarker(\n", " [37.7387367287149, -122.41840106253402],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8b9d8c0d9346091f3058635152af115f = L.popup({"maxWidth": "100%"});\n", + " var popup_eddf0479c29e72e4f5fee1701fa59c16 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_62e5f72b19a0f0f6c54bcc0bc8a47118 = $(`<div id="html_62e5f72b19a0f0f6c54bcc0bc8a47118" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8b9d8c0d9346091f3058635152af115f.setContent(html_62e5f72b19a0f0f6c54bcc0bc8a47118);\n", + " var html_0e950b92192f1c497aaed73b017abe6b = $(`<div id="html_0e950b92192f1c497aaed73b017abe6b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_eddf0479c29e72e4f5fee1701fa59c16.setContent(html_0e950b92192f1c497aaed73b017abe6b);\n", " \n", " \n", "\n", - " circle_marker_8957b9b7dff9a7b07aae7ef6df15f794.bindPopup(popup_8b9d8c0d9346091f3058635152af115f)\n", + " circle_marker_e53047dbceaf6c286a2420bdd2a3a669.bindPopup(popup_eddf0479c29e72e4f5fee1701fa59c16)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_de030c610d24224802a19eec3753190d = L.circleMarker(\n", + " var circle_marker_f765900e7d54695b4be20994d570fffb = L.circleMarker(\n", " [37.76389286561216, -122.42381965154172],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6e130eceaaacf97830eedbb084ee95c3 = L.popup({"maxWidth": "100%"});\n", + " var popup_0cd42ac1addd4df897f4b7cd5ac18044 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3f27b46275079b0e60edebe7aec377c0 = $(`<div id="html_3f27b46275079b0e60edebe7aec377c0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6e130eceaaacf97830eedbb084ee95c3.setContent(html_3f27b46275079b0e60edebe7aec377c0);\n", + " var html_7d21aab8013bac46b3cace570962fd12 = $(`<div id="html_7d21aab8013bac46b3cace570962fd12" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0cd42ac1addd4df897f4b7cd5ac18044.setContent(html_7d21aab8013bac46b3cace570962fd12);\n", " \n", " \n", "\n", - " circle_marker_de030c610d24224802a19eec3753190d.bindPopup(popup_6e130eceaaacf97830eedbb084ee95c3)\n", + " circle_marker_f765900e7d54695b4be20994d570fffb.bindPopup(popup_0cd42ac1addd4df897f4b7cd5ac18044)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_47e9616b9606b842ddf65290e34109c5 = L.circleMarker(\n", + " var circle_marker_02bb7109f22bd4eb35d113d6374d3e85 = L.circleMarker(\n", " [37.748347233277535, -122.40967803988173],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_543ba6cd7330628fcc616984d153d78e = L.popup({"maxWidth": "100%"});\n", + " var popup_6eef0c661e7b2101285ddd8c7bd7b50b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f0778b7a82e9b86fe026e483bf01f7ac = $(`<div id="html_f0778b7a82e9b86fe026e483bf01f7ac" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_543ba6cd7330628fcc616984d153d78e.setContent(html_f0778b7a82e9b86fe026e483bf01f7ac);\n", + " var html_fae569e48a99858cfd147b39169e718a = $(`<div id="html_fae569e48a99858cfd147b39169e718a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6eef0c661e7b2101285ddd8c7bd7b50b.setContent(html_fae569e48a99858cfd147b39169e718a);\n", " \n", " \n", "\n", - " circle_marker_47e9616b9606b842ddf65290e34109c5.bindPopup(popup_543ba6cd7330628fcc616984d153d78e)\n", + " circle_marker_02bb7109f22bd4eb35d113d6374d3e85.bindPopup(popup_6eef0c661e7b2101285ddd8c7bd7b50b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_559251347c5f15cc7221ee217c226cc2 = L.circleMarker(\n", + " var circle_marker_35e42ba8bba9c5cfd59b0388f95388cc = L.circleMarker(\n", " [37.74026120078767, -122.42276619176752],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_919f568efb4cf31636eeafd1d0fa240d = L.popup({"maxWidth": "100%"});\n", + " var popup_b5c2ec72718cc13b69a7ae85d8fd739b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1b3dfe467a72d74a300cf8367ed8a371 = $(`<div id="html_1b3dfe467a72d74a300cf8367ed8a371" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_919f568efb4cf31636eeafd1d0fa240d.setContent(html_1b3dfe467a72d74a300cf8367ed8a371);\n", + " var html_94a73bf7a920b2fe321c72e1cb12058f = $(`<div id="html_94a73bf7a920b2fe321c72e1cb12058f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b5c2ec72718cc13b69a7ae85d8fd739b.setContent(html_94a73bf7a920b2fe321c72e1cb12058f);\n", " \n", " \n", "\n", - " circle_marker_559251347c5f15cc7221ee217c226cc2.bindPopup(popup_919f568efb4cf31636eeafd1d0fa240d)\n", + " circle_marker_35e42ba8bba9c5cfd59b0388f95388cc.bindPopup(popup_b5c2ec72718cc13b69a7ae85d8fd739b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ac0f5cca8a027fe9ce2282ed6abd8f67 = L.circleMarker(\n", + " var circle_marker_17215cd51cc4f3b84a03ffb6cb62dad8 = L.circleMarker(\n", " [37.75539837180495, -122.42060974443976],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_77da756b090ade7660defc15f55f8635 = L.popup({"maxWidth": "100%"});\n", + " var popup_4307cbca39b4e13accbb1998e4413f8d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_373a5484712d84fd6bcd050551ed5af0 = $(`<div id="html_373a5484712d84fd6bcd050551ed5af0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_77da756b090ade7660defc15f55f8635.setContent(html_373a5484712d84fd6bcd050551ed5af0);\n", + " var html_fd6fb8219772c0f4321b2a8e803efda1 = $(`<div id="html_fd6fb8219772c0f4321b2a8e803efda1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4307cbca39b4e13accbb1998e4413f8d.setContent(html_fd6fb8219772c0f4321b2a8e803efda1);\n", " \n", " \n", "\n", - " circle_marker_ac0f5cca8a027fe9ce2282ed6abd8f67.bindPopup(popup_77da756b090ade7660defc15f55f8635)\n", + " circle_marker_17215cd51cc4f3b84a03ffb6cb62dad8.bindPopup(popup_4307cbca39b4e13accbb1998e4413f8d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_395d5ba9cc682fcb38223d7f8632ac04 = L.circleMarker(\n", + " var circle_marker_03a45c564604c1d5c33d52a680de8fb5 = L.circleMarker(\n", " [37.73770106674906, -122.41892417399505],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_07f58d747b38680b70a59c2c57d068ca = L.popup({"maxWidth": "100%"});\n", + " var popup_e338c642c9b32ff4370f21c2e96aa7bf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c9e9c1a7b54ab5c363576d8c6e6c92d9 = $(`<div id="html_c9e9c1a7b54ab5c363576d8c6e6c92d9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_07f58d747b38680b70a59c2c57d068ca.setContent(html_c9e9c1a7b54ab5c363576d8c6e6c92d9);\n", + " var html_66188e6667b1ee457d9c5145bd9c4fca = $(`<div id="html_66188e6667b1ee457d9c5145bd9c4fca" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e338c642c9b32ff4370f21c2e96aa7bf.setContent(html_66188e6667b1ee457d9c5145bd9c4fca);\n", " \n", " \n", "\n", - " circle_marker_395d5ba9cc682fcb38223d7f8632ac04.bindPopup(popup_07f58d747b38680b70a59c2c57d068ca)\n", + " circle_marker_03a45c564604c1d5c33d52a680de8fb5.bindPopup(popup_e338c642c9b32ff4370f21c2e96aa7bf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_84f479a1cd14119c1b61c781297b86c4 = L.circleMarker(\n", + " var circle_marker_9e19e65818e2c4ecabab8c2829b21e75 = L.circleMarker(\n", " [37.74708820953235, -122.41121543828048],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d57627da5eb1aee1a6bbe93c25a70622 = L.popup({"maxWidth": "100%"});\n", + " var popup_b6b6f13b5f27e09854737032e10921bc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2be80ebae4c6a58dd16550ae78d70cfa = $(`<div id="html_2be80ebae4c6a58dd16550ae78d70cfa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d57627da5eb1aee1a6bbe93c25a70622.setContent(html_2be80ebae4c6a58dd16550ae78d70cfa);\n", + " var html_6af954b2ee14777e1f750bdea7200b59 = $(`<div id="html_6af954b2ee14777e1f750bdea7200b59" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b6b6f13b5f27e09854737032e10921bc.setContent(html_6af954b2ee14777e1f750bdea7200b59);\n", " \n", " \n", "\n", - " circle_marker_84f479a1cd14119c1b61c781297b86c4.bindPopup(popup_d57627da5eb1aee1a6bbe93c25a70622)\n", + " circle_marker_9e19e65818e2c4ecabab8c2829b21e75.bindPopup(popup_b6b6f13b5f27e09854737032e10921bc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_38a924227cd4b9c8dc8d9385a1637182 = L.circleMarker(\n", + " var circle_marker_992db7847127e100118035326f9f0166 = L.circleMarker(\n", " [37.76225919844404, -122.41486518168091],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_22f6c21e4ac57ae4f40ca5ce99911989 = L.popup({"maxWidth": "100%"});\n", + " var popup_b63e2c7464b5772bfe6b14532cc3f2b7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_27e4b268a093628ff752fcdeca461e80 = $(`<div id="html_27e4b268a093628ff752fcdeca461e80" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_22f6c21e4ac57ae4f40ca5ce99911989.setContent(html_27e4b268a093628ff752fcdeca461e80);\n", + " var html_407af8f78b2810a28f065c22d55966f7 = $(`<div id="html_407af8f78b2810a28f065c22d55966f7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b63e2c7464b5772bfe6b14532cc3f2b7.setContent(html_407af8f78b2810a28f065c22d55966f7);\n", " \n", " \n", "\n", - " circle_marker_38a924227cd4b9c8dc8d9385a1637182.bindPopup(popup_22f6c21e4ac57ae4f40ca5ce99911989)\n", + " circle_marker_992db7847127e100118035326f9f0166.bindPopup(popup_b63e2c7464b5772bfe6b14532cc3f2b7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c325644dc136d5a033ede8fc5be67f8c = L.circleMarker(\n", + " var circle_marker_18a8b51b9a839f203043e20ca773bc66 = L.circleMarker(\n", " [37.740568264758494, -122.41163237344158],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3a1f17849b7f388eb9f2fd5b233020df = L.popup({"maxWidth": "100%"});\n", + " var popup_d6fda39bfb2b1f14b3e3e173292ee138 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e51f3a8d6af2126e1a92672f5282a1d7 = $(`<div id="html_e51f3a8d6af2126e1a92672f5282a1d7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3a1f17849b7f388eb9f2fd5b233020df.setContent(html_e51f3a8d6af2126e1a92672f5282a1d7);\n", + " var html_739061944ed22b6bb28d0585c9777988 = $(`<div id="html_739061944ed22b6bb28d0585c9777988" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d6fda39bfb2b1f14b3e3e173292ee138.setContent(html_739061944ed22b6bb28d0585c9777988);\n", " \n", " \n", "\n", - " circle_marker_c325644dc136d5a033ede8fc5be67f8c.bindPopup(popup_3a1f17849b7f388eb9f2fd5b233020df)\n", + " circle_marker_18a8b51b9a839f203043e20ca773bc66.bindPopup(popup_d6fda39bfb2b1f14b3e3e173292ee138)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dd3b91fcb6dde7bc4c77831579005c15 = L.circleMarker(\n", + " var circle_marker_9ac740d63df0b60708394d89fd3f49cd = L.circleMarker(\n", " [37.744682871447594, -122.42039964169358],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6b6f30e2ff2442202a421705747b6878 = L.popup({"maxWidth": "100%"});\n", + " var popup_7ab447f6ba7d6b4295cf79b2e7be3ff8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_737f8818ca5844a6a599bb059832f59f = $(`<div id="html_737f8818ca5844a6a599bb059832f59f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6b6f30e2ff2442202a421705747b6878.setContent(html_737f8818ca5844a6a599bb059832f59f);\n", + " var html_59c1e5b070eec5d1c26c00f8df62ca76 = $(`<div id="html_59c1e5b070eec5d1c26c00f8df62ca76" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7ab447f6ba7d6b4295cf79b2e7be3ff8.setContent(html_59c1e5b070eec5d1c26c00f8df62ca76);\n", " \n", " \n", "\n", - " circle_marker_dd3b91fcb6dde7bc4c77831579005c15.bindPopup(popup_6b6f30e2ff2442202a421705747b6878)\n", + " circle_marker_9ac740d63df0b60708394d89fd3f49cd.bindPopup(popup_7ab447f6ba7d6b4295cf79b2e7be3ff8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_94c6dac6903e2cd1aa2d60180151f0b2 = L.circleMarker(\n", + " var circle_marker_cc179ba800efcc0e9c74d9e474a27450 = L.circleMarker(\n", " [37.76001174749493, -122.41354296784603],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c60a58aac70950112595319775ccba81 = L.popup({"maxWidth": "100%"});\n", + " var popup_f012c14f4319f039d0ab5583b6cca5ac = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_09708bade096fd61bea6412fcceab083 = $(`<div id="html_09708bade096fd61bea6412fcceab083" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c60a58aac70950112595319775ccba81.setContent(html_09708bade096fd61bea6412fcceab083);\n", + " var html_138aa1736458d7bf71b77f5eb2097908 = $(`<div id="html_138aa1736458d7bf71b77f5eb2097908" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f012c14f4319f039d0ab5583b6cca5ac.setContent(html_138aa1736458d7bf71b77f5eb2097908);\n", " \n", " \n", "\n", - " circle_marker_94c6dac6903e2cd1aa2d60180151f0b2.bindPopup(popup_c60a58aac70950112595319775ccba81)\n", + " circle_marker_cc179ba800efcc0e9c74d9e474a27450.bindPopup(popup_f012c14f4319f039d0ab5583b6cca5ac)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_608e0d0a1ee0164940865207450e3260 = L.circleMarker(\n", + " var circle_marker_6758ac2ef7d5d61b0aba58aa2ccff621 = L.circleMarker(\n", " [37.76143653964776, -122.41250374000519],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_38b2ed3dc4489be3475de0bfbdc0161a = L.popup({"maxWidth": "100%"});\n", + " var popup_c574f7c734244f7907a2426a0c7eccb2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_56c4ac4b97778a36f58ed47193a2c766 = $(`<div id="html_56c4ac4b97778a36f58ed47193a2c766" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_38b2ed3dc4489be3475de0bfbdc0161a.setContent(html_56c4ac4b97778a36f58ed47193a2c766);\n", + " var html_9b0313df1fb18a7672725b649a4d8359 = $(`<div id="html_9b0313df1fb18a7672725b649a4d8359" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c574f7c734244f7907a2426a0c7eccb2.setContent(html_9b0313df1fb18a7672725b649a4d8359);\n", " \n", " \n", "\n", - " circle_marker_608e0d0a1ee0164940865207450e3260.bindPopup(popup_38b2ed3dc4489be3475de0bfbdc0161a)\n", + " circle_marker_6758ac2ef7d5d61b0aba58aa2ccff621.bindPopup(popup_c574f7c734244f7907a2426a0c7eccb2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a55f0f2cd93891cc500ac0f385c155aa = L.circleMarker(\n", + " var circle_marker_da27a5f8d514a02dae77afab92a83d49 = L.circleMarker(\n", " [37.758881507967835, -122.42158735975825],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e8a3544f66076f8563a96698b10f4c0d = L.popup({"maxWidth": "100%"});\n", + " var popup_b236688de45df3512c2da6705aa0500c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a48bd34824ea34e65360f962b60f9dcb = $(`<div id="html_a48bd34824ea34e65360f962b60f9dcb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e8a3544f66076f8563a96698b10f4c0d.setContent(html_a48bd34824ea34e65360f962b60f9dcb);\n", + " var html_c0c01c2ba9e169260a4b9d2941c96537 = $(`<div id="html_c0c01c2ba9e169260a4b9d2941c96537" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b236688de45df3512c2da6705aa0500c.setContent(html_c0c01c2ba9e169260a4b9d2941c96537);\n", " \n", " \n", "\n", - " circle_marker_a55f0f2cd93891cc500ac0f385c155aa.bindPopup(popup_e8a3544f66076f8563a96698b10f4c0d)\n", + " circle_marker_da27a5f8d514a02dae77afab92a83d49.bindPopup(popup_b236688de45df3512c2da6705aa0500c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5ac67b29a4a080bd454d84560932a9e1 = L.circleMarker(\n", + " var circle_marker_e640ef8370f095078bafe57eadc95285 = L.circleMarker(\n", " [37.76418120866797, -122.42383388780732],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_673d57119cc89a7d35f8afa596369a2b = L.popup({"maxWidth": "100%"});\n", + " var popup_13c83cf758e977b4ea18a22f053b0c6f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b22123a7bc32cd5515ff250765f7a024 = $(`<div id="html_b22123a7bc32cd5515ff250765f7a024" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_673d57119cc89a7d35f8afa596369a2b.setContent(html_b22123a7bc32cd5515ff250765f7a024);\n", + " var html_a64e88fc8cd354b30990ab168152edd8 = $(`<div id="html_a64e88fc8cd354b30990ab168152edd8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_13c83cf758e977b4ea18a22f053b0c6f.setContent(html_a64e88fc8cd354b30990ab168152edd8);\n", " \n", " \n", "\n", - " circle_marker_5ac67b29a4a080bd454d84560932a9e1.bindPopup(popup_673d57119cc89a7d35f8afa596369a2b)\n", + " circle_marker_e640ef8370f095078bafe57eadc95285.bindPopup(popup_13c83cf758e977b4ea18a22f053b0c6f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_daabb40c39053a1a46878ade5c2cc909 = L.circleMarker(\n", + " var circle_marker_bc511f0b71f7723227dfae0b8e76098b = L.circleMarker(\n", " [37.738930706925785, -122.41100854960864],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2cc0717b0b805bd163b8129d6297fc9d = L.popup({"maxWidth": "100%"});\n", + " var popup_4fa7d3345dcc0cacfcc5d81b056a0e4c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4c6336022760da867bb8a9c6b9cd62c7 = $(`<div id="html_4c6336022760da867bb8a9c6b9cd62c7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2cc0717b0b805bd163b8129d6297fc9d.setContent(html_4c6336022760da867bb8a9c6b9cd62c7);\n", + " var html_21bc6e03fd604ab18181a3147a5502d1 = $(`<div id="html_21bc6e03fd604ab18181a3147a5502d1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4fa7d3345dcc0cacfcc5d81b056a0e4c.setContent(html_21bc6e03fd604ab18181a3147a5502d1);\n", " \n", " \n", "\n", - " circle_marker_daabb40c39053a1a46878ade5c2cc909.bindPopup(popup_2cc0717b0b805bd163b8129d6297fc9d)\n", + " circle_marker_bc511f0b71f7723227dfae0b8e76098b.bindPopup(popup_4fa7d3345dcc0cacfcc5d81b056a0e4c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_578febb9e104bc7590777a3d2e7668c5 = L.circleMarker(\n", + " var circle_marker_47de3a656fa76d6f924f46ae4d6ce3a0 = L.circleMarker(\n", " [37.75658034967026, -122.40436699718947],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f89f8eb4a53e0a1a9cfee99823dffa44 = L.popup({"maxWidth": "100%"});\n", + " var popup_517854381daca17013a46fd278caa86f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b10a2dc2cf6f9dcbdb9e229b43d25e64 = $(`<div id="html_b10a2dc2cf6f9dcbdb9e229b43d25e64" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f89f8eb4a53e0a1a9cfee99823dffa44.setContent(html_b10a2dc2cf6f9dcbdb9e229b43d25e64);\n", + " var html_4d425c19451c288f58cead9a7dd45898 = $(`<div id="html_4d425c19451c288f58cead9a7dd45898" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_517854381daca17013a46fd278caa86f.setContent(html_4d425c19451c288f58cead9a7dd45898);\n", " \n", " \n", "\n", - " circle_marker_578febb9e104bc7590777a3d2e7668c5.bindPopup(popup_f89f8eb4a53e0a1a9cfee99823dffa44)\n", + " circle_marker_47de3a656fa76d6f924f46ae4d6ce3a0.bindPopup(popup_517854381daca17013a46fd278caa86f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_614c9065a5e6e56c925b2de2b0c85e63 = L.circleMarker(\n", + " var circle_marker_109bde2bf064c68853f51543233f6cdc = L.circleMarker(\n", " [37.73885550860088, -122.42208826738184],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_17d13243ee0564cdb903fd267ea7f9a5 = L.popup({"maxWidth": "100%"});\n", + " var popup_d6242c1ff2b92aae6eb5af82b23f62b3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_589c8f4be59e625e5815750de72701f0 = $(`<div id="html_589c8f4be59e625e5815750de72701f0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_17d13243ee0564cdb903fd267ea7f9a5.setContent(html_589c8f4be59e625e5815750de72701f0);\n", + " var html_2d2f41698c42dd1402959c27d0ad1d3b = $(`<div id="html_2d2f41698c42dd1402959c27d0ad1d3b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d6242c1ff2b92aae6eb5af82b23f62b3.setContent(html_2d2f41698c42dd1402959c27d0ad1d3b);\n", " \n", " \n", "\n", - " circle_marker_614c9065a5e6e56c925b2de2b0c85e63.bindPopup(popup_17d13243ee0564cdb903fd267ea7f9a5)\n", + " circle_marker_109bde2bf064c68853f51543233f6cdc.bindPopup(popup_d6242c1ff2b92aae6eb5af82b23f62b3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_abdb9795320820eb2e76b1a70e0eef33 = L.circleMarker(\n", + " var circle_marker_5a62d15255a0fc781eb5bb47d81ca10b = L.circleMarker(\n", " [37.73242889676793, -122.41533486255479],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_13a11a2869be7cabc0f224e05edbff1c = L.popup({"maxWidth": "100%"});\n", + " var popup_f9aca2957a45bbcce1d8c51c9ff2119e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_16816cadcee2a83e443a565bb9f6a545 = $(`<div id="html_16816cadcee2a83e443a565bb9f6a545" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_13a11a2869be7cabc0f224e05edbff1c.setContent(html_16816cadcee2a83e443a565bb9f6a545);\n", + " var html_ce8ae5d8dd2241c37c2694e5559b9fdc = $(`<div id="html_ce8ae5d8dd2241c37c2694e5559b9fdc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f9aca2957a45bbcce1d8c51c9ff2119e.setContent(html_ce8ae5d8dd2241c37c2694e5559b9fdc);\n", " \n", " \n", "\n", - " circle_marker_abdb9795320820eb2e76b1a70e0eef33.bindPopup(popup_13a11a2869be7cabc0f224e05edbff1c)\n", + " circle_marker_5a62d15255a0fc781eb5bb47d81ca10b.bindPopup(popup_f9aca2957a45bbcce1d8c51c9ff2119e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b33d43ff2319e57197e137f3b3687b28 = L.circleMarker(\n", + " var circle_marker_1b0c5d9738fddaa515f3d11acd25bd17 = L.circleMarker(\n", " [37.7460946279338, -122.42327589475202],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_250648de516b054f7af1a6f96a52642c = L.popup({"maxWidth": "100%"});\n", + " var popup_46dafef0b5bae00d181a6acd27b68abe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_907d181fbbe7c3fe39f5568e7f6f2e2f = $(`<div id="html_907d181fbbe7c3fe39f5568e7f6f2e2f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_250648de516b054f7af1a6f96a52642c.setContent(html_907d181fbbe7c3fe39f5568e7f6f2e2f);\n", + " var html_35a50460108a1a4a27137a55c3dbd551 = $(`<div id="html_35a50460108a1a4a27137a55c3dbd551" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_46dafef0b5bae00d181a6acd27b68abe.setContent(html_35a50460108a1a4a27137a55c3dbd551);\n", " \n", " \n", "\n", - " circle_marker_b33d43ff2319e57197e137f3b3687b28.bindPopup(popup_250648de516b054f7af1a6f96a52642c)\n", + " circle_marker_1b0c5d9738fddaa515f3d11acd25bd17.bindPopup(popup_46dafef0b5bae00d181a6acd27b68abe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1966416affba375dd9b2ff7fcd154f57 = L.circleMarker(\n", + " var circle_marker_4d4b826a78a95ad4a3d2fe75d759e47b = L.circleMarker(\n", " [37.74742653113364, -122.41901571198258],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_66250df73296f4afbc46960ee54c5164 = L.popup({"maxWidth": "100%"});\n", + " var popup_e761a7cce38151f09ef5300c98d3e08a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a0ae900a6f0cdb918363fd4b9e8998ab = $(`<div id="html_a0ae900a6f0cdb918363fd4b9e8998ab" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_66250df73296f4afbc46960ee54c5164.setContent(html_a0ae900a6f0cdb918363fd4b9e8998ab);\n", + " var html_818790cd0423638d7bd73a9c2ec93f76 = $(`<div id="html_818790cd0423638d7bd73a9c2ec93f76" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e761a7cce38151f09ef5300c98d3e08a.setContent(html_818790cd0423638d7bd73a9c2ec93f76);\n", " \n", " \n", "\n", - " circle_marker_1966416affba375dd9b2ff7fcd154f57.bindPopup(popup_66250df73296f4afbc46960ee54c5164)\n", + " circle_marker_4d4b826a78a95ad4a3d2fe75d759e47b.bindPopup(popup_e761a7cce38151f09ef5300c98d3e08a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_768233e0132667fe02d911c260b5af52 = L.circleMarker(\n", + " var circle_marker_7f28e53cf5fa24604dd68ce0b2f99c2b = L.circleMarker(\n", " [37.7516461902975, -122.42148292078194],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9eeabf526514140309406a19d7e7c3b6 = L.popup({"maxWidth": "100%"});\n", + " var popup_3f1a16597a2a7c97567e8fd4e2c0048d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_815b0bea3c1deef7345a2ec734153946 = $(`<div id="html_815b0bea3c1deef7345a2ec734153946" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9eeabf526514140309406a19d7e7c3b6.setContent(html_815b0bea3c1deef7345a2ec734153946);\n", + " var html_c4b8fc79d842e05383e61720b1da7e2c = $(`<div id="html_c4b8fc79d842e05383e61720b1da7e2c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3f1a16597a2a7c97567e8fd4e2c0048d.setContent(html_c4b8fc79d842e05383e61720b1da7e2c);\n", " \n", " \n", "\n", - " circle_marker_768233e0132667fe02d911c260b5af52.bindPopup(popup_9eeabf526514140309406a19d7e7c3b6)\n", + " circle_marker_7f28e53cf5fa24604dd68ce0b2f99c2b.bindPopup(popup_3f1a16597a2a7c97567e8fd4e2c0048d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e55665ffda2619315d171f74906d60e2 = L.circleMarker(\n", + " var circle_marker_45c2f309251a02fc9d2a0dd42b8efe6e = L.circleMarker(\n", " [37.73607306850611, -122.41535585953757],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_eeedbd58941fca1b7e5d5d69de7102f2 = L.popup({"maxWidth": "100%"});\n", + " var popup_2464db9582c6a5176088e7ab80446b1a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f45c8ceb8ae824d5e262924c60f6d137 = $(`<div id="html_f45c8ceb8ae824d5e262924c60f6d137" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_eeedbd58941fca1b7e5d5d69de7102f2.setContent(html_f45c8ceb8ae824d5e262924c60f6d137);\n", + " var html_f02de45572b0f508814ce9a505cc0d05 = $(`<div id="html_f02de45572b0f508814ce9a505cc0d05" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2464db9582c6a5176088e7ab80446b1a.setContent(html_f02de45572b0f508814ce9a505cc0d05);\n", " \n", " \n", "\n", - " circle_marker_e55665ffda2619315d171f74906d60e2.bindPopup(popup_eeedbd58941fca1b7e5d5d69de7102f2)\n", + " circle_marker_45c2f309251a02fc9d2a0dd42b8efe6e.bindPopup(popup_2464db9582c6a5176088e7ab80446b1a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_de975c023bc7e1fee2bb8a4097e05d27 = L.circleMarker(\n", + " var circle_marker_cf6be4bc768ea86fb2f0c115586f6c82 = L.circleMarker(\n", " [37.74511425270174, -122.41025793398745],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8ae846e47ea805ab7a03d6e381fd2948 = L.popup({"maxWidth": "100%"});\n", + " var popup_abe9cb7cf12a03f632ad081fb9851207 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f61b81262f01f6fbe044193552ff635a = $(`<div id="html_f61b81262f01f6fbe044193552ff635a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8ae846e47ea805ab7a03d6e381fd2948.setContent(html_f61b81262f01f6fbe044193552ff635a);\n", + " var html_644dcb380199d755c22aef72e688d8c3 = $(`<div id="html_644dcb380199d755c22aef72e688d8c3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_abe9cb7cf12a03f632ad081fb9851207.setContent(html_644dcb380199d755c22aef72e688d8c3);\n", " \n", " \n", "\n", - " circle_marker_de975c023bc7e1fee2bb8a4097e05d27.bindPopup(popup_8ae846e47ea805ab7a03d6e381fd2948)\n", + " circle_marker_cf6be4bc768ea86fb2f0c115586f6c82.bindPopup(popup_abe9cb7cf12a03f632ad081fb9851207)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dead87af1163c6d6bf48f1b902c27c04 = L.circleMarker(\n", + " var circle_marker_cb9b97f8c074ec3ecab05d30dcd0867d = L.circleMarker(\n", " [37.73782696783066, -122.41412809295414],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6206c150dea55e16cbcd4ab43fa31ce4 = L.popup({"maxWidth": "100%"});\n", + " var popup_6b0c061b92149e3858a0fd042a39ff4f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d2316d693638fc1bfff35f8612d2ec93 = $(`<div id="html_d2316d693638fc1bfff35f8612d2ec93" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6206c150dea55e16cbcd4ab43fa31ce4.setContent(html_d2316d693638fc1bfff35f8612d2ec93);\n", + " var html_17484213cc388adc30f0ab8f083fb78e = $(`<div id="html_17484213cc388adc30f0ab8f083fb78e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6b0c061b92149e3858a0fd042a39ff4f.setContent(html_17484213cc388adc30f0ab8f083fb78e);\n", " \n", " \n", "\n", - " circle_marker_dead87af1163c6d6bf48f1b902c27c04.bindPopup(popup_6206c150dea55e16cbcd4ab43fa31ce4)\n", + " circle_marker_cb9b97f8c074ec3ecab05d30dcd0867d.bindPopup(popup_6b0c061b92149e3858a0fd042a39ff4f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_09f1b08f2b97a832d116c788f190de88 = L.circleMarker(\n", + " var circle_marker_a785896b34bacb0d2e475fcdfe15d0f4 = L.circleMarker(\n", " [37.748264951499664, -122.42487627066222],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_596b2ccc5893c7ab8ff28688d93f6866 = L.popup({"maxWidth": "100%"});\n", + " var popup_51965cf147dd0da7eaf72d98c8dabdf2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8d4f02fb358a49ad1d1b0501e9f9b2aa = $(`<div id="html_8d4f02fb358a49ad1d1b0501e9f9b2aa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_596b2ccc5893c7ab8ff28688d93f6866.setContent(html_8d4f02fb358a49ad1d1b0501e9f9b2aa);\n", + " var html_af16c63b8bf79078f2414cc9827fe9f1 = $(`<div id="html_af16c63b8bf79078f2414cc9827fe9f1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_51965cf147dd0da7eaf72d98c8dabdf2.setContent(html_af16c63b8bf79078f2414cc9827fe9f1);\n", " \n", " \n", "\n", - " circle_marker_09f1b08f2b97a832d116c788f190de88.bindPopup(popup_596b2ccc5893c7ab8ff28688d93f6866)\n", + " circle_marker_a785896b34bacb0d2e475fcdfe15d0f4.bindPopup(popup_51965cf147dd0da7eaf72d98c8dabdf2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_837902473e37dc2457042706dc442a71 = L.circleMarker(\n", + " var circle_marker_72d37af0bc563a1dd1c779f4188c55c1 = L.circleMarker(\n", " [37.76375791326102, -122.41948996087152],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2b02cfdb034ba92e51b7ec4dc0fc55d0 = L.popup({"maxWidth": "100%"});\n", + " var popup_68f883e87af7207799a18f692bb927f2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4f80c48c88a5d11e56350709db3d58a1 = $(`<div id="html_4f80c48c88a5d11e56350709db3d58a1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2b02cfdb034ba92e51b7ec4dc0fc55d0.setContent(html_4f80c48c88a5d11e56350709db3d58a1);\n", + " var html_c77fdc3ef8bf8453523e41e45cb405c3 = $(`<div id="html_c77fdc3ef8bf8453523e41e45cb405c3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_68f883e87af7207799a18f692bb927f2.setContent(html_c77fdc3ef8bf8453523e41e45cb405c3);\n", " \n", " \n", "\n", - " circle_marker_837902473e37dc2457042706dc442a71.bindPopup(popup_2b02cfdb034ba92e51b7ec4dc0fc55d0)\n", + " circle_marker_72d37af0bc563a1dd1c779f4188c55c1.bindPopup(popup_68f883e87af7207799a18f692bb927f2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_455958bf30390fc910176d231e0c6cec = L.circleMarker(\n", + " var circle_marker_731da4255088be1887f6760d26c1baf8 = L.circleMarker(\n", " [37.757190231652636, -122.40901934781371],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_480c5dadd68379a13e510e462e07e51e = L.popup({"maxWidth": "100%"});\n", + " var popup_5ee666ec8d677ed48fe857c6a16c0563 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_de1de7660d04e61ea8a065faa64ace91 = $(`<div id="html_de1de7660d04e61ea8a065faa64ace91" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_480c5dadd68379a13e510e462e07e51e.setContent(html_de1de7660d04e61ea8a065faa64ace91);\n", + " var html_fe83f417c52d3b6859489f945c71fdc7 = $(`<div id="html_fe83f417c52d3b6859489f945c71fdc7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5ee666ec8d677ed48fe857c6a16c0563.setContent(html_fe83f417c52d3b6859489f945c71fdc7);\n", " \n", " \n", "\n", - " circle_marker_455958bf30390fc910176d231e0c6cec.bindPopup(popup_480c5dadd68379a13e510e462e07e51e)\n", + " circle_marker_731da4255088be1887f6760d26c1baf8.bindPopup(popup_5ee666ec8d677ed48fe857c6a16c0563)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5752c65a0581191aad2dc3263041bf13 = L.circleMarker(\n", + " var circle_marker_0fb404d79adcd019bf38cef0045f72f4 = L.circleMarker(\n", " [37.7515671364096, -122.41446616923866],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9943ab2e7b5cac0d37340c282fccfea1 = L.popup({"maxWidth": "100%"});\n", + " var popup_2c0fad08e88dc71a15d129f5414611d5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fa5a11fd822ce6156912e223a9f39fd1 = $(`<div id="html_fa5a11fd822ce6156912e223a9f39fd1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9943ab2e7b5cac0d37340c282fccfea1.setContent(html_fa5a11fd822ce6156912e223a9f39fd1);\n", + " var html_601ede2705372e15b2a0d939e4f0607f = $(`<div id="html_601ede2705372e15b2a0d939e4f0607f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2c0fad08e88dc71a15d129f5414611d5.setContent(html_601ede2705372e15b2a0d939e4f0607f);\n", " \n", " \n", "\n", - " circle_marker_5752c65a0581191aad2dc3263041bf13.bindPopup(popup_9943ab2e7b5cac0d37340c282fccfea1)\n", + " circle_marker_0fb404d79adcd019bf38cef0045f72f4.bindPopup(popup_2c0fad08e88dc71a15d129f5414611d5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_eac2f07aa7708b3b4226800e048c9b0a = L.circleMarker(\n", + " var circle_marker_f8b24b8328df7cbc18160dac994729e7 = L.circleMarker(\n", " [37.75843991693097, -122.41145761273533],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8117327c6faaf899102761c3d992c370 = L.popup({"maxWidth": "100%"});\n", + " var popup_e63e7b4221d57a73cdde160be682b0ce = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_44c95563584f74fa3e4fc7052a30ebd6 = $(`<div id="html_44c95563584f74fa3e4fc7052a30ebd6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8117327c6faaf899102761c3d992c370.setContent(html_44c95563584f74fa3e4fc7052a30ebd6);\n", + " var html_498a8b40f627d3a4929090312069c427 = $(`<div id="html_498a8b40f627d3a4929090312069c427" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e63e7b4221d57a73cdde160be682b0ce.setContent(html_498a8b40f627d3a4929090312069c427);\n", " \n", " \n", "\n", - " circle_marker_eac2f07aa7708b3b4226800e048c9b0a.bindPopup(popup_8117327c6faaf899102761c3d992c370)\n", + " circle_marker_f8b24b8328df7cbc18160dac994729e7.bindPopup(popup_e63e7b4221d57a73cdde160be682b0ce)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9b14326716da87347d9d5158ac2e13ed = L.circleMarker(\n", + " var circle_marker_29e8b428565b5bfd0d98c48c42b9172e = L.circleMarker(\n", " [37.75163337537155, -122.42137810541736],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f87b9d96f09ae959c9c9941a53f2d5d1 = L.popup({"maxWidth": "100%"});\n", + " var popup_047de5d5d21fe65642787887b56f3b9b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_490438d67e40fa3bad812c1cfd51b2cf = $(`<div id="html_490438d67e40fa3bad812c1cfd51b2cf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f87b9d96f09ae959c9c9941a53f2d5d1.setContent(html_490438d67e40fa3bad812c1cfd51b2cf);\n", + " var html_fe2d84230286118ab3ddb6e501907fae = $(`<div id="html_fe2d84230286118ab3ddb6e501907fae" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_047de5d5d21fe65642787887b56f3b9b.setContent(html_fe2d84230286118ab3ddb6e501907fae);\n", " \n", " \n", "\n", - " circle_marker_9b14326716da87347d9d5158ac2e13ed.bindPopup(popup_f87b9d96f09ae959c9c9941a53f2d5d1)\n", + " circle_marker_29e8b428565b5bfd0d98c48c42b9172e.bindPopup(popup_047de5d5d21fe65642787887b56f3b9b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1ce0f0c6f8b917883b50e919871ac95f = L.circleMarker(\n", + " var circle_marker_aa737dff368c09d80c54efcca3b5bb80 = L.circleMarker(\n", " [37.764481854652736, -122.41993600982686],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8ac75ab90de7dd03296cd89f0424d51f = L.popup({"maxWidth": "100%"});\n", + " var popup_2e2946e9626e6ede7f73c0d3f945e97b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c6f86801740b0db0ad95e5c0bf5d92d8 = $(`<div id="html_c6f86801740b0db0ad95e5c0bf5d92d8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8ac75ab90de7dd03296cd89f0424d51f.setContent(html_c6f86801740b0db0ad95e5c0bf5d92d8);\n", + " var html_83df823b82ea906569b3f9c04545db76 = $(`<div id="html_83df823b82ea906569b3f9c04545db76" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2e2946e9626e6ede7f73c0d3f945e97b.setContent(html_83df823b82ea906569b3f9c04545db76);\n", " \n", " \n", "\n", - " circle_marker_1ce0f0c6f8b917883b50e919871ac95f.bindPopup(popup_8ac75ab90de7dd03296cd89f0424d51f)\n", + " circle_marker_aa737dff368c09d80c54efcca3b5bb80.bindPopup(popup_2e2946e9626e6ede7f73c0d3f945e97b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c7a32f6c2e580c9d89afdd88f3942a78 = L.circleMarker(\n", + " var circle_marker_af0e5b96cb1d5abf1902b4eeb737183d = L.circleMarker(\n", " [37.76406227103009, -122.4226566332339],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_bf1998b165e245fcae6ffb845a467586 = L.popup({"maxWidth": "100%"});\n", + " var popup_cbd502461857a66f33314b7d1260c7f8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d7a41305b5d2571a2ace8fac3dab264d = $(`<div id="html_d7a41305b5d2571a2ace8fac3dab264d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_bf1998b165e245fcae6ffb845a467586.setContent(html_d7a41305b5d2571a2ace8fac3dab264d);\n", + " var html_48ec6123183e98258665d98c6befd558 = $(`<div id="html_48ec6123183e98258665d98c6befd558" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_cbd502461857a66f33314b7d1260c7f8.setContent(html_48ec6123183e98258665d98c6befd558);\n", " \n", " \n", "\n", - " circle_marker_c7a32f6c2e580c9d89afdd88f3942a78.bindPopup(popup_bf1998b165e245fcae6ffb845a467586)\n", + " circle_marker_af0e5b96cb1d5abf1902b4eeb737183d.bindPopup(popup_cbd502461857a66f33314b7d1260c7f8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ef7a0fb5b23e14bb785e56c4bad63ba7 = L.circleMarker(\n", + " var circle_marker_b15faee7913a0e7fb2732e006955d9b2 = L.circleMarker(\n", " [37.76149261428097, -122.41246627252544],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2b88ffd6286f505497d33e6f7a7b8ff2 = L.popup({"maxWidth": "100%"});\n", + " var popup_4a45d8acc134f5472c23fa021093317f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_51e60d34457afe74fd54e936c08f6682 = $(`<div id="html_51e60d34457afe74fd54e936c08f6682" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2b88ffd6286f505497d33e6f7a7b8ff2.setContent(html_51e60d34457afe74fd54e936c08f6682);\n", + " var html_eda18d30573465178e1e7aedeb60494a = $(`<div id="html_eda18d30573465178e1e7aedeb60494a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4a45d8acc134f5472c23fa021093317f.setContent(html_eda18d30573465178e1e7aedeb60494a);\n", " \n", " \n", "\n", - " circle_marker_ef7a0fb5b23e14bb785e56c4bad63ba7.bindPopup(popup_2b88ffd6286f505497d33e6f7a7b8ff2)\n", + " circle_marker_b15faee7913a0e7fb2732e006955d9b2.bindPopup(popup_4a45d8acc134f5472c23fa021093317f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_206eddc64398201b357754dcd7bbaef8 = L.circleMarker(\n", + " var circle_marker_a88a48858a515b773f4c2f8af9f160fc = L.circleMarker(\n", " [37.76062461888235, -122.42108957360912],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_22523ac49bb38e2215e6c38e33ba1879 = L.popup({"maxWidth": "100%"});\n", + " var popup_1c6c49ab32e3768f0e5cc255f1a6fb1d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_21dfe319f6c26627ba0e25618fc9359c = $(`<div id="html_21dfe319f6c26627ba0e25618fc9359c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_22523ac49bb38e2215e6c38e33ba1879.setContent(html_21dfe319f6c26627ba0e25618fc9359c);\n", + " var html_8ce846c8d8d9311df09ef2dd34e9dfc3 = $(`<div id="html_8ce846c8d8d9311df09ef2dd34e9dfc3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1c6c49ab32e3768f0e5cc255f1a6fb1d.setContent(html_8ce846c8d8d9311df09ef2dd34e9dfc3);\n", " \n", " \n", "\n", - " circle_marker_206eddc64398201b357754dcd7bbaef8.bindPopup(popup_22523ac49bb38e2215e6c38e33ba1879)\n", + " circle_marker_a88a48858a515b773f4c2f8af9f160fc.bindPopup(popup_1c6c49ab32e3768f0e5cc255f1a6fb1d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_42f2f521b8451c99ffb74a847850b906 = L.circleMarker(\n", + " var circle_marker_970329b6cc48792d55a9ed999b0d4680 = L.circleMarker(\n", " [37.736623528205754, -122.41970410021572],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_df9383356b6d441af443d3786c053527 = L.popup({"maxWidth": "100%"});\n", + " var popup_a5e727d9e1db2112a2b29da51540f127 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b62d99ac8c11eb5b3d510808d5d9322e = $(`<div id="html_b62d99ac8c11eb5b3d510808d5d9322e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_df9383356b6d441af443d3786c053527.setContent(html_b62d99ac8c11eb5b3d510808d5d9322e);\n", + " var html_d76b727c2c8179b03ba85c12673c813d = $(`<div id="html_d76b727c2c8179b03ba85c12673c813d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a5e727d9e1db2112a2b29da51540f127.setContent(html_d76b727c2c8179b03ba85c12673c813d);\n", " \n", " \n", "\n", - " circle_marker_42f2f521b8451c99ffb74a847850b906.bindPopup(popup_df9383356b6d441af443d3786c053527)\n", + " circle_marker_970329b6cc48792d55a9ed999b0d4680.bindPopup(popup_a5e727d9e1db2112a2b29da51540f127)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ffa1dde59fc3373a6a195396ee821f67 = L.circleMarker(\n", + " var circle_marker_77feee7ac45e70770785faa24eaf7f39 = L.circleMarker(\n", " [37.75345065474162, -122.41586666626333],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e23da6235015eaed650b5288955adcdc = L.popup({"maxWidth": "100%"});\n", + " var popup_1a4f253ff3d96f713f16ac41afda3ea7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0dd0f5471cc2e107164bca1ad424250f = $(`<div id="html_0dd0f5471cc2e107164bca1ad424250f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e23da6235015eaed650b5288955adcdc.setContent(html_0dd0f5471cc2e107164bca1ad424250f);\n", + " var html_69ad0483abde8df27789e8178fd02851 = $(`<div id="html_69ad0483abde8df27789e8178fd02851" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1a4f253ff3d96f713f16ac41afda3ea7.setContent(html_69ad0483abde8df27789e8178fd02851);\n", " \n", " \n", "\n", - " circle_marker_ffa1dde59fc3373a6a195396ee821f67.bindPopup(popup_e23da6235015eaed650b5288955adcdc)\n", + " circle_marker_77feee7ac45e70770785faa24eaf7f39.bindPopup(popup_1a4f253ff3d96f713f16ac41afda3ea7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0207b8f6b803c1d804cd3173de1f3969 = L.circleMarker(\n", + " var circle_marker_97bb81b29c37bd246e22bcc4457f73dc = L.circleMarker(\n", " [37.73623856050469, -122.41915845180576],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_07cc00fa0fe32a564a8fd3db6dc011da = L.popup({"maxWidth": "100%"});\n", + " var popup_1e9ce97eff59537bf4783714d7df79bc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_cfaa5cc499f191d180f9362f61a72dcb = $(`<div id="html_cfaa5cc499f191d180f9362f61a72dcb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_07cc00fa0fe32a564a8fd3db6dc011da.setContent(html_cfaa5cc499f191d180f9362f61a72dcb);\n", + " var html_643f44b5da44d8c8373d6088207fdf24 = $(`<div id="html_643f44b5da44d8c8373d6088207fdf24" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1e9ce97eff59537bf4783714d7df79bc.setContent(html_643f44b5da44d8c8373d6088207fdf24);\n", " \n", " \n", "\n", - " circle_marker_0207b8f6b803c1d804cd3173de1f3969.bindPopup(popup_07cc00fa0fe32a564a8fd3db6dc011da)\n", + " circle_marker_97bb81b29c37bd246e22bcc4457f73dc.bindPopup(popup_1e9ce97eff59537bf4783714d7df79bc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2db6a9e2419328071c13d43a3ffab617 = L.circleMarker(\n", + " var circle_marker_aea38175792b57f22bb5bdb0637e995c = L.circleMarker(\n", " [37.73923240960833, -122.41551073208204],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d1fc48478bef577e2fce583e2163eb9f = L.popup({"maxWidth": "100%"});\n", + " var popup_23f8ed7abb58c78320775eed74888876 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_64802e410b1e6d129c8801058df30fc0 = $(`<div id="html_64802e410b1e6d129c8801058df30fc0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d1fc48478bef577e2fce583e2163eb9f.setContent(html_64802e410b1e6d129c8801058df30fc0);\n", + " var html_bff4d58e3b6e1fc914b1cb2a69ab42e8 = $(`<div id="html_bff4d58e3b6e1fc914b1cb2a69ab42e8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_23f8ed7abb58c78320775eed74888876.setContent(html_bff4d58e3b6e1fc914b1cb2a69ab42e8);\n", " \n", " \n", "\n", - " circle_marker_2db6a9e2419328071c13d43a3ffab617.bindPopup(popup_d1fc48478bef577e2fce583e2163eb9f)\n", + " circle_marker_aea38175792b57f22bb5bdb0637e995c.bindPopup(popup_23f8ed7abb58c78320775eed74888876)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9764effff7752995f2612765df450d3e = L.circleMarker(\n", + " var circle_marker_dfe48c6e2d874d117c9d7dc3c30a05ff = L.circleMarker(\n", " [37.761078335088655, -122.42607748635427],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_755a39da7104759a730673af08f6186d = L.popup({"maxWidth": "100%"});\n", + " var popup_0afc00ffd07bdf1f36bab4f49aaa771b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e7b1538395bcc66bf771c17f353b23a9 = $(`<div id="html_e7b1538395bcc66bf771c17f353b23a9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_755a39da7104759a730673af08f6186d.setContent(html_e7b1538395bcc66bf771c17f353b23a9);\n", + " var html_455f8a8bb197b682e78c789368c57438 = $(`<div id="html_455f8a8bb197b682e78c789368c57438" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0afc00ffd07bdf1f36bab4f49aaa771b.setContent(html_455f8a8bb197b682e78c789368c57438);\n", " \n", " \n", "\n", - " circle_marker_9764effff7752995f2612765df450d3e.bindPopup(popup_755a39da7104759a730673af08f6186d)\n", + " circle_marker_dfe48c6e2d874d117c9d7dc3c30a05ff.bindPopup(popup_0afc00ffd07bdf1f36bab4f49aaa771b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_46cfb752add51a15b7428f1f20cc1938 = L.circleMarker(\n", + " var circle_marker_f5d750bf2429fb2198607ab97e96676a = L.circleMarker(\n", " [37.75805957305026, -122.4054100676619],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5d215eb125f227915e0549174d93104b = L.popup({"maxWidth": "100%"});\n", + " var popup_886e4a6d029456044b68edd92e2619cf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_539d0f779bf3e31896d8406f52716c73 = $(`<div id="html_539d0f779bf3e31896d8406f52716c73" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5d215eb125f227915e0549174d93104b.setContent(html_539d0f779bf3e31896d8406f52716c73);\n", + " var html_2385a863c930d9d595a97f8b210ac53d = $(`<div id="html_2385a863c930d9d595a97f8b210ac53d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_886e4a6d029456044b68edd92e2619cf.setContent(html_2385a863c930d9d595a97f8b210ac53d);\n", " \n", " \n", "\n", - " circle_marker_46cfb752add51a15b7428f1f20cc1938.bindPopup(popup_5d215eb125f227915e0549174d93104b)\n", + " circle_marker_f5d750bf2429fb2198607ab97e96676a.bindPopup(popup_886e4a6d029456044b68edd92e2619cf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dc5b46e016570becff973cbd67ff1a70 = L.circleMarker(\n", + " var circle_marker_3f87a3cc0635e8ec023455401e24af39 = L.circleMarker(\n", " [37.73432756040431, -122.42006414249477],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_4468317d302883dc04baad5772dfc1d1 = L.popup({"maxWidth": "100%"});\n", + " var popup_e37a86b035f8af75e55d425ee1f2deb4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_88d5498d71bf4c1834142effc5c70343 = $(`<div id="html_88d5498d71bf4c1834142effc5c70343" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_4468317d302883dc04baad5772dfc1d1.setContent(html_88d5498d71bf4c1834142effc5c70343);\n", + " var html_a1238644357f7806642dd76332f899b1 = $(`<div id="html_a1238644357f7806642dd76332f899b1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e37a86b035f8af75e55d425ee1f2deb4.setContent(html_a1238644357f7806642dd76332f899b1);\n", " \n", " \n", "\n", - " circle_marker_dc5b46e016570becff973cbd67ff1a70.bindPopup(popup_4468317d302883dc04baad5772dfc1d1)\n", + " circle_marker_3f87a3cc0635e8ec023455401e24af39.bindPopup(popup_e37a86b035f8af75e55d425ee1f2deb4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_81e06ef39ab3f84495d807c3aa536ede = L.circleMarker(\n", + " var circle_marker_a1927f0cfa8cbda916cbbc97c5170d10 = L.circleMarker(\n", " [37.73950355490107, -122.41817054462335],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_576cb97acb2b9e9328bb724b4f859fd9 = L.popup({"maxWidth": "100%"});\n", + " var popup_d203f31a30cd306a17fd4d651f679989 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_75b734fa8dbf373da5108d6f25e670c8 = $(`<div id="html_75b734fa8dbf373da5108d6f25e670c8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_576cb97acb2b9e9328bb724b4f859fd9.setContent(html_75b734fa8dbf373da5108d6f25e670c8);\n", + " var html_94aa9ebe17ed7fee7de2520057a545e3 = $(`<div id="html_94aa9ebe17ed7fee7de2520057a545e3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d203f31a30cd306a17fd4d651f679989.setContent(html_94aa9ebe17ed7fee7de2520057a545e3);\n", " \n", " \n", "\n", - " circle_marker_81e06ef39ab3f84495d807c3aa536ede.bindPopup(popup_576cb97acb2b9e9328bb724b4f859fd9)\n", + " circle_marker_a1927f0cfa8cbda916cbbc97c5170d10.bindPopup(popup_d203f31a30cd306a17fd4d651f679989)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_32d355ac841ad8c626e51c910a788f7e = L.circleMarker(\n", + " var circle_marker_ac14b855c36fa7cbc7cd54b20ab3434c = L.circleMarker(\n", " [37.73658262871167, -122.40888503839128],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_42967e7572afbf67259ecc30d8a71d75 = L.popup({"maxWidth": "100%"});\n", + " var popup_a290d5a371777b38d0437a942281a8b5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e3791f93f81448d8988e5752cf46957f = $(`<div id="html_e3791f93f81448d8988e5752cf46957f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_42967e7572afbf67259ecc30d8a71d75.setContent(html_e3791f93f81448d8988e5752cf46957f);\n", + " var html_f8517ecde16e3c0b324ebe9bc747591b = $(`<div id="html_f8517ecde16e3c0b324ebe9bc747591b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a290d5a371777b38d0437a942281a8b5.setContent(html_f8517ecde16e3c0b324ebe9bc747591b);\n", " \n", " \n", "\n", - " circle_marker_32d355ac841ad8c626e51c910a788f7e.bindPopup(popup_42967e7572afbf67259ecc30d8a71d75)\n", + " circle_marker_ac14b855c36fa7cbc7cd54b20ab3434c.bindPopup(popup_a290d5a371777b38d0437a942281a8b5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_75f66ed99a6fc5acb523805dd21b55de = L.circleMarker(\n", + " var circle_marker_01ca4bd9060c78ce29d0e06eb14a5d38 = L.circleMarker(\n", " [37.73995333620304, -122.41140314623527],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_82cea8e56bb216b2b85b3c0b72f1b6c9 = L.popup({"maxWidth": "100%"});\n", + " var popup_b81273ab457850836d5318182f9d1114 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a4ec114863f39d55e9a4a4dc144616ee = $(`<div id="html_a4ec114863f39d55e9a4a4dc144616ee" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_82cea8e56bb216b2b85b3c0b72f1b6c9.setContent(html_a4ec114863f39d55e9a4a4dc144616ee);\n", + " var html_d46a86d75d618cc2696b128f6ebd1b07 = $(`<div id="html_d46a86d75d618cc2696b128f6ebd1b07" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b81273ab457850836d5318182f9d1114.setContent(html_d46a86d75d618cc2696b128f6ebd1b07);\n", " \n", " \n", "\n", - " circle_marker_75f66ed99a6fc5acb523805dd21b55de.bindPopup(popup_82cea8e56bb216b2b85b3c0b72f1b6c9)\n", + " circle_marker_01ca4bd9060c78ce29d0e06eb14a5d38.bindPopup(popup_b81273ab457850836d5318182f9d1114)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4a0c89eeeba56cd4b37f63ee8f1c951e = L.circleMarker(\n", + " var circle_marker_ced6fb30d2f6dfd7686c70df92d437fa = L.circleMarker(\n", " [37.750638766365256, -122.41783069338953],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cd92feb0b13f7886ece4889acf43910c = L.popup({"maxWidth": "100%"});\n", + " var popup_ec89ff168441fa5b48e44a6b0e5df415 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5ed52f751536880291ff9c691c87eeb2 = $(`<div id="html_5ed52f751536880291ff9c691c87eeb2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cd92feb0b13f7886ece4889acf43910c.setContent(html_5ed52f751536880291ff9c691c87eeb2);\n", + " var html_669aaff9f753aa280e34864910d8c1c3 = $(`<div id="html_669aaff9f753aa280e34864910d8c1c3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ec89ff168441fa5b48e44a6b0e5df415.setContent(html_669aaff9f753aa280e34864910d8c1c3);\n", " \n", " \n", "\n", - " circle_marker_4a0c89eeeba56cd4b37f63ee8f1c951e.bindPopup(popup_cd92feb0b13f7886ece4889acf43910c)\n", + " circle_marker_ced6fb30d2f6dfd7686c70df92d437fa.bindPopup(popup_ec89ff168441fa5b48e44a6b0e5df415)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_835fc66acc45cbf957e2c9daa42a553d = L.circleMarker(\n", + " var circle_marker_70f7d693b698778d7b74697801caa8d6 = L.circleMarker(\n", " [37.756449811909334, -122.40658575420164],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_73b3417178aebe6f2052ae241c54d54a = L.popup({"maxWidth": "100%"});\n", + " var popup_b86b9e874ce90be683c0a826523aa6c5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fbbf2db117e18f2363b504cf8e9b4ffd = $(`<div id="html_fbbf2db117e18f2363b504cf8e9b4ffd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_73b3417178aebe6f2052ae241c54d54a.setContent(html_fbbf2db117e18f2363b504cf8e9b4ffd);\n", + " var html_b229cc004ce5b39eb18314acab82d91f = $(`<div id="html_b229cc004ce5b39eb18314acab82d91f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b86b9e874ce90be683c0a826523aa6c5.setContent(html_b229cc004ce5b39eb18314acab82d91f);\n", " \n", " \n", "\n", - " circle_marker_835fc66acc45cbf957e2c9daa42a553d.bindPopup(popup_73b3417178aebe6f2052ae241c54d54a)\n", + " circle_marker_70f7d693b698778d7b74697801caa8d6.bindPopup(popup_b86b9e874ce90be683c0a826523aa6c5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bd887493a2379c83785ad8ab999b1475 = L.circleMarker(\n", + " var circle_marker_4e27f53f99da4656974bc01ef186595a = L.circleMarker(\n", " [37.73605302291012, -122.42166950005372],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ca6d6cdd0cfd68a5838bb21dad3fc22f = L.popup({"maxWidth": "100%"});\n", + " var popup_a22f3bda27a8fb249296dbe37a5df755 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c1dec5f3ba5c35a464f38c19d2ca7db3 = $(`<div id="html_c1dec5f3ba5c35a464f38c19d2ca7db3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ca6d6cdd0cfd68a5838bb21dad3fc22f.setContent(html_c1dec5f3ba5c35a464f38c19d2ca7db3);\n", + " var html_c101be4eead9d4926679161bd366363c = $(`<div id="html_c101be4eead9d4926679161bd366363c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a22f3bda27a8fb249296dbe37a5df755.setContent(html_c101be4eead9d4926679161bd366363c);\n", " \n", " \n", "\n", - " circle_marker_bd887493a2379c83785ad8ab999b1475.bindPopup(popup_ca6d6cdd0cfd68a5838bb21dad3fc22f)\n", + " circle_marker_4e27f53f99da4656974bc01ef186595a.bindPopup(popup_a22f3bda27a8fb249296dbe37a5df755)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0df865c7e2ad2870f7413c79f7f3a1f1 = L.circleMarker(\n", + " var circle_marker_bb3396ed5b833bb2d03ad853e9d30c35 = L.circleMarker(\n", " [37.74717190213178, -122.42187930857803],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b11676a0ec5db7de2ac499e2c070bc36 = L.popup({"maxWidth": "100%"});\n", + " var popup_81c665cca990478fbe0ae3d30e3bef40 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_33c5ff001a7de24707c8a866aaed6d09 = $(`<div id="html_33c5ff001a7de24707c8a866aaed6d09" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b11676a0ec5db7de2ac499e2c070bc36.setContent(html_33c5ff001a7de24707c8a866aaed6d09);\n", + " var html_6c1da6971cd86c192921a5dc8c77f25f = $(`<div id="html_6c1da6971cd86c192921a5dc8c77f25f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_81c665cca990478fbe0ae3d30e3bef40.setContent(html_6c1da6971cd86c192921a5dc8c77f25f);\n", " \n", " \n", "\n", - " circle_marker_0df865c7e2ad2870f7413c79f7f3a1f1.bindPopup(popup_b11676a0ec5db7de2ac499e2c070bc36)\n", + " circle_marker_bb3396ed5b833bb2d03ad853e9d30c35.bindPopup(popup_81c665cca990478fbe0ae3d30e3bef40)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_97451d1e5311c11967c79c7d0397a23a = L.circleMarker(\n", + " var circle_marker_d096594f773d5e6e018d849a0007fec9 = L.circleMarker(\n", " [37.75537378026224, -122.41111606218875],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_dad931f19ef50201c3ff600c0aee870d = L.popup({"maxWidth": "100%"});\n", + " var popup_d8240a2cca7464503aaccba5d0f2e892 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5eaebfcf02e218db3523143d69d62a1e = $(`<div id="html_5eaebfcf02e218db3523143d69d62a1e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_dad931f19ef50201c3ff600c0aee870d.setContent(html_5eaebfcf02e218db3523143d69d62a1e);\n", + " var html_32ea18f48f0436632ed905ab753f2c1c = $(`<div id="html_32ea18f48f0436632ed905ab753f2c1c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d8240a2cca7464503aaccba5d0f2e892.setContent(html_32ea18f48f0436632ed905ab753f2c1c);\n", " \n", " \n", "\n", - " circle_marker_97451d1e5311c11967c79c7d0397a23a.bindPopup(popup_dad931f19ef50201c3ff600c0aee870d)\n", + " circle_marker_d096594f773d5e6e018d849a0007fec9.bindPopup(popup_d8240a2cca7464503aaccba5d0f2e892)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4e7ac887f05510f84cb013250c3dad1d = L.circleMarker(\n", + " var circle_marker_9d7be570f7b77656b8455f1044d6e37b = L.circleMarker(\n", " [37.74456173838566, -122.42133239235675],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7f420800d7c53c9a0237b708191fd611 = L.popup({"maxWidth": "100%"});\n", + " var popup_706b77ec8399a88ac7a7a0f240d1db3f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_31c026313d62c853984a0d6356cb2c4d = $(`<div id="html_31c026313d62c853984a0d6356cb2c4d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7f420800d7c53c9a0237b708191fd611.setContent(html_31c026313d62c853984a0d6356cb2c4d);\n", + " var html_fec652dd42bdd62ace4612baf8a34b51 = $(`<div id="html_fec652dd42bdd62ace4612baf8a34b51" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_706b77ec8399a88ac7a7a0f240d1db3f.setContent(html_fec652dd42bdd62ace4612baf8a34b51);\n", " \n", " \n", "\n", - " circle_marker_4e7ac887f05510f84cb013250c3dad1d.bindPopup(popup_7f420800d7c53c9a0237b708191fd611)\n", + " circle_marker_9d7be570f7b77656b8455f1044d6e37b.bindPopup(popup_706b77ec8399a88ac7a7a0f240d1db3f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0f1c87558887d0d99cc42456bbfd48eb = L.circleMarker(\n", + " var circle_marker_6c2b5f2c955e5d23d4af02b74978c0fa = L.circleMarker(\n", " [37.75855610670547, -122.42394850602186],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9abb831cfe1ada71812b53d6ce7d81b7 = L.popup({"maxWidth": "100%"});\n", + " var popup_54bfe57a4d4cf5e7f23f9bd1366b7672 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_10b8c42b2e6eebf035a7e89dc03fbdbd = $(`<div id="html_10b8c42b2e6eebf035a7e89dc03fbdbd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9abb831cfe1ada71812b53d6ce7d81b7.setContent(html_10b8c42b2e6eebf035a7e89dc03fbdbd);\n", + " var html_6070473dcf681214a19b088697ff8037 = $(`<div id="html_6070473dcf681214a19b088697ff8037" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_54bfe57a4d4cf5e7f23f9bd1366b7672.setContent(html_6070473dcf681214a19b088697ff8037);\n", " \n", " \n", "\n", - " circle_marker_0f1c87558887d0d99cc42456bbfd48eb.bindPopup(popup_9abb831cfe1ada71812b53d6ce7d81b7)\n", + " circle_marker_6c2b5f2c955e5d23d4af02b74978c0fa.bindPopup(popup_54bfe57a4d4cf5e7f23f9bd1366b7672)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_12a29560f5a4c477e52d8f3f17dc5536 = L.circleMarker(\n", + " var circle_marker_5713ac71eba74b92e3e3ba00dfb7bd57 = L.circleMarker(\n", " [37.75817465417819, -122.40867766046134],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c61984fe38add7daea707237038ef69b = L.popup({"maxWidth": "100%"});\n", + " var popup_2827485c2dada7b3c2b95cf9550bf314 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1cdb05a7c3619b4bf57758762fd42369 = $(`<div id="html_1cdb05a7c3619b4bf57758762fd42369" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c61984fe38add7daea707237038ef69b.setContent(html_1cdb05a7c3619b4bf57758762fd42369);\n", + " var html_af3e5b51bca6449ce572b70373f0518a = $(`<div id="html_af3e5b51bca6449ce572b70373f0518a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2827485c2dada7b3c2b95cf9550bf314.setContent(html_af3e5b51bca6449ce572b70373f0518a);\n", " \n", " \n", "\n", - " circle_marker_12a29560f5a4c477e52d8f3f17dc5536.bindPopup(popup_c61984fe38add7daea707237038ef69b)\n", + " circle_marker_5713ac71eba74b92e3e3ba00dfb7bd57.bindPopup(popup_2827485c2dada7b3c2b95cf9550bf314)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fb8889a673415de9cecc6a73473d1aff = L.circleMarker(\n", + " var circle_marker_8914f302a7581aa8dc41a97485d5a7a1 = L.circleMarker(\n", " [37.74435235234791, -122.42194819694559],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_21f72c9232cb7e6bbc38dd2ed112d8d0 = L.popup({"maxWidth": "100%"});\n", + " var popup_33755f980452d04ace6f942644838b6c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1049de954b9045016f7345d345b91518 = $(`<div id="html_1049de954b9045016f7345d345b91518" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_21f72c9232cb7e6bbc38dd2ed112d8d0.setContent(html_1049de954b9045016f7345d345b91518);\n", + " var html_d193885621287694c5450587e56bd3df = $(`<div id="html_d193885621287694c5450587e56bd3df" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_33755f980452d04ace6f942644838b6c.setContent(html_d193885621287694c5450587e56bd3df);\n", " \n", " \n", "\n", - " circle_marker_fb8889a673415de9cecc6a73473d1aff.bindPopup(popup_21f72c9232cb7e6bbc38dd2ed112d8d0)\n", + " circle_marker_8914f302a7581aa8dc41a97485d5a7a1.bindPopup(popup_33755f980452d04ace6f942644838b6c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f2ec62ab5a8603a85b72f397f0c3162d = L.circleMarker(\n", + " var circle_marker_6aa88469b4728e18788f6af11ec11cae = L.circleMarker(\n", " [37.740893604514234, -122.41356130372293],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_de5191f26a9e632806abd7e6b69ef42e = L.popup({"maxWidth": "100%"});\n", + " var popup_268cc01a2fecad6e16b93a4efc3e2290 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2dfd0201c7c0e96e3d233136d9aa6fc5 = $(`<div id="html_2dfd0201c7c0e96e3d233136d9aa6fc5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_de5191f26a9e632806abd7e6b69ef42e.setContent(html_2dfd0201c7c0e96e3d233136d9aa6fc5);\n", + " var html_aa2fdc113b49fd5878b38142b5ce1903 = $(`<div id="html_aa2fdc113b49fd5878b38142b5ce1903" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_268cc01a2fecad6e16b93a4efc3e2290.setContent(html_aa2fdc113b49fd5878b38142b5ce1903);\n", " \n", " \n", "\n", - " circle_marker_f2ec62ab5a8603a85b72f397f0c3162d.bindPopup(popup_de5191f26a9e632806abd7e6b69ef42e)\n", + " circle_marker_6aa88469b4728e18788f6af11ec11cae.bindPopup(popup_268cc01a2fecad6e16b93a4efc3e2290)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_33aed7db5c084d3b5a6f77441d860ee1 = L.circleMarker(\n", + " var circle_marker_e5f6188e84305e64538f239144de8d49 = L.circleMarker(\n", " [37.7382987149878, -122.4191004858632],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_065f065bf2b6a21a407eb1ddd83c970a = L.popup({"maxWidth": "100%"});\n", + " var popup_9c988db51c2c2a0e0d636bf3c0bdad7d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7d15fd08487070ae414ee8bea7a9b667 = $(`<div id="html_7d15fd08487070ae414ee8bea7a9b667" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_065f065bf2b6a21a407eb1ddd83c970a.setContent(html_7d15fd08487070ae414ee8bea7a9b667);\n", + " var html_61ddbc9d022b1123ef8071b4320100f8 = $(`<div id="html_61ddbc9d022b1123ef8071b4320100f8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_9c988db51c2c2a0e0d636bf3c0bdad7d.setContent(html_61ddbc9d022b1123ef8071b4320100f8);\n", " \n", " \n", "\n", - " circle_marker_33aed7db5c084d3b5a6f77441d860ee1.bindPopup(popup_065f065bf2b6a21a407eb1ddd83c970a)\n", + " circle_marker_e5f6188e84305e64538f239144de8d49.bindPopup(popup_9c988db51c2c2a0e0d636bf3c0bdad7d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1b3a856df36389e1732e7a60bfdc6d59 = L.circleMarker(\n", + " var circle_marker_832cc2d3ab1b78f7068bfee086857983 = L.circleMarker(\n", " [37.73307788209335, -122.41682592303474],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f32480c3673a1f13353586243080daa6 = L.popup({"maxWidth": "100%"});\n", + " var popup_f565ef256f24c3744cec057aa8a78ce5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_00ba6cf5092d5041a79212d2fa3dbce5 = $(`<div id="html_00ba6cf5092d5041a79212d2fa3dbce5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f32480c3673a1f13353586243080daa6.setContent(html_00ba6cf5092d5041a79212d2fa3dbce5);\n", + " var html_86aa6f451ff8a4e5e654326ca6acf466 = $(`<div id="html_86aa6f451ff8a4e5e654326ca6acf466" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f565ef256f24c3744cec057aa8a78ce5.setContent(html_86aa6f451ff8a4e5e654326ca6acf466);\n", " \n", " \n", "\n", - " circle_marker_1b3a856df36389e1732e7a60bfdc6d59.bindPopup(popup_f32480c3673a1f13353586243080daa6)\n", + " circle_marker_832cc2d3ab1b78f7068bfee086857983.bindPopup(popup_f565ef256f24c3744cec057aa8a78ce5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ad2c68f8cfe347bca8eaa4599a73e885 = L.circleMarker(\n", + " var circle_marker_f9ff490fb7cfea4d35685e6336ebcc07 = L.circleMarker(\n", " [37.742057632289225, -122.41531864893646],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0e9549dfa63a0c6865b156fd2efbf7bf = L.popup({"maxWidth": "100%"});\n", + " var popup_ebd7003a3f9adc47d6c0a1a1de1cf74f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_00ae24cd5b45a22ea3df63a4a0a75ac2 = $(`<div id="html_00ae24cd5b45a22ea3df63a4a0a75ac2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0e9549dfa63a0c6865b156fd2efbf7bf.setContent(html_00ae24cd5b45a22ea3df63a4a0a75ac2);\n", + " var html_e353c33bb531cbcfaf8b658c44a7aac0 = $(`<div id="html_e353c33bb531cbcfaf8b658c44a7aac0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ebd7003a3f9adc47d6c0a1a1de1cf74f.setContent(html_e353c33bb531cbcfaf8b658c44a7aac0);\n", " \n", " \n", "\n", - " circle_marker_ad2c68f8cfe347bca8eaa4599a73e885.bindPopup(popup_0e9549dfa63a0c6865b156fd2efbf7bf)\n", + " circle_marker_f9ff490fb7cfea4d35685e6336ebcc07.bindPopup(popup_ebd7003a3f9adc47d6c0a1a1de1cf74f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_862ae71948f6b5672c8ad09cee74b2dd = L.circleMarker(\n", + " var circle_marker_c8c45fcf84b052c94c5f4d6902814b45 = L.circleMarker(\n", " [37.76440867305686, -122.41381831239967],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_20ee5c3902fdcce8646e547269c7c0f2 = L.popup({"maxWidth": "100%"});\n", + " var popup_c856fb27017b478f43dc606e731bfe5b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1c8f7109c157f1f82550fa1a79c0f3e2 = $(`<div id="html_1c8f7109c157f1f82550fa1a79c0f3e2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_20ee5c3902fdcce8646e547269c7c0f2.setContent(html_1c8f7109c157f1f82550fa1a79c0f3e2);\n", + " var html_f068ee12eacc358008582d7ffadb5256 = $(`<div id="html_f068ee12eacc358008582d7ffadb5256" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c856fb27017b478f43dc606e731bfe5b.setContent(html_f068ee12eacc358008582d7ffadb5256);\n", " \n", " \n", "\n", - " circle_marker_862ae71948f6b5672c8ad09cee74b2dd.bindPopup(popup_20ee5c3902fdcce8646e547269c7c0f2)\n", + " circle_marker_c8c45fcf84b052c94c5f4d6902814b45.bindPopup(popup_c856fb27017b478f43dc606e731bfe5b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_414d649fe97c9a4a2844a5cebd4d8e9d = L.circleMarker(\n", + " var circle_marker_5f0c9ba44de117cdc40f467a33704a60 = L.circleMarker(\n", " [37.74901705715819, -122.41757863525594],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f34e42f64afe377e19e03519868c811e = L.popup({"maxWidth": "100%"});\n", + " var popup_8cd11402f93528bdcaa2288a27c30890 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e2c30ce89d469e0a1ec7ad612400b1d2 = $(`<div id="html_e2c30ce89d469e0a1ec7ad612400b1d2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f34e42f64afe377e19e03519868c811e.setContent(html_e2c30ce89d469e0a1ec7ad612400b1d2);\n", + " var html_3488c3b6489655674fd83f97302f736b = $(`<div id="html_3488c3b6489655674fd83f97302f736b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8cd11402f93528bdcaa2288a27c30890.setContent(html_3488c3b6489655674fd83f97302f736b);\n", " \n", " \n", "\n", - " circle_marker_414d649fe97c9a4a2844a5cebd4d8e9d.bindPopup(popup_f34e42f64afe377e19e03519868c811e)\n", + " circle_marker_5f0c9ba44de117cdc40f467a33704a60.bindPopup(popup_8cd11402f93528bdcaa2288a27c30890)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a2f6af74c4a9f0e047529792906f757e = L.circleMarker(\n", + " var circle_marker_8187fea7fa00c45348e05cb5be775ab2 = L.circleMarker(\n", " [37.75488633070316, -122.41487544794536],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_fffe7a0f66ae6cafac3a73f387318ad3 = L.popup({"maxWidth": "100%"});\n", + " var popup_f0c89aea1293abe267e69f9cd6897b73 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_845ac1789629da1182b023edcd04a7f2 = $(`<div id="html_845ac1789629da1182b023edcd04a7f2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_fffe7a0f66ae6cafac3a73f387318ad3.setContent(html_845ac1789629da1182b023edcd04a7f2);\n", + " var html_7c3942a17eed82567d31863d3c4ba563 = $(`<div id="html_7c3942a17eed82567d31863d3c4ba563" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f0c89aea1293abe267e69f9cd6897b73.setContent(html_7c3942a17eed82567d31863d3c4ba563);\n", " \n", " \n", "\n", - " circle_marker_a2f6af74c4a9f0e047529792906f757e.bindPopup(popup_fffe7a0f66ae6cafac3a73f387318ad3)\n", + " circle_marker_8187fea7fa00c45348e05cb5be775ab2.bindPopup(popup_f0c89aea1293abe267e69f9cd6897b73)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_03dcaaa4892d41c2b0840ef4e6c1077b = L.circleMarker(\n", + " var circle_marker_0d492a30b638b241f9c31421f20531b7 = L.circleMarker(\n", " [37.73596321664609, -122.42148375412637],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_62da64645b34b1be5805e062be4ae8cb = L.popup({"maxWidth": "100%"});\n", + " var popup_7de1e9fb739acd0ea3c071f119ae55f7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dcec83323cf909cb7f39434bc137fde5 = $(`<div id="html_dcec83323cf909cb7f39434bc137fde5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_62da64645b34b1be5805e062be4ae8cb.setContent(html_dcec83323cf909cb7f39434bc137fde5);\n", + " var html_da1bc3f5499d643acf4aa181bd56faa7 = $(`<div id="html_da1bc3f5499d643acf4aa181bd56faa7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7de1e9fb739acd0ea3c071f119ae55f7.setContent(html_da1bc3f5499d643acf4aa181bd56faa7);\n", " \n", " \n", "\n", - " circle_marker_03dcaaa4892d41c2b0840ef4e6c1077b.bindPopup(popup_62da64645b34b1be5805e062be4ae8cb)\n", + " circle_marker_0d492a30b638b241f9c31421f20531b7.bindPopup(popup_7de1e9fb739acd0ea3c071f119ae55f7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_105f0e3dcdcf1c9c3ecfaee7e7e65250 = L.circleMarker(\n", + " var circle_marker_9df38b305cb822edfb977cc8a51f6599 = L.circleMarker(\n", " [37.764304983194315, -122.41854278041016],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a8ab5de700158bf7a1f0803904f6cd2f = L.popup({"maxWidth": "100%"});\n", + " var popup_51402ada078f8fbbb5fc6b4f38f58585 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_63610cf6507ed998f7110c19a8876da2 = $(`<div id="html_63610cf6507ed998f7110c19a8876da2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a8ab5de700158bf7a1f0803904f6cd2f.setContent(html_63610cf6507ed998f7110c19a8876da2);\n", + " var html_84d8e81d65b5b59d7061daecf148e055 = $(`<div id="html_84d8e81d65b5b59d7061daecf148e055" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_51402ada078f8fbbb5fc6b4f38f58585.setContent(html_84d8e81d65b5b59d7061daecf148e055);\n", " \n", " \n", "\n", - " circle_marker_105f0e3dcdcf1c9c3ecfaee7e7e65250.bindPopup(popup_a8ab5de700158bf7a1f0803904f6cd2f)\n", + " circle_marker_9df38b305cb822edfb977cc8a51f6599.bindPopup(popup_51402ada078f8fbbb5fc6b4f38f58585)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_423bb6a6317f1fcd59432b0587e98d00 = L.circleMarker(\n", + " var circle_marker_f8b878ad9e842a0a332690fceb2ac07d = L.circleMarker(\n", " [37.76250964248838, -122.42379568293042],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_58de236b00a6735e2786f4e8250badcc = L.popup({"maxWidth": "100%"});\n", + " var popup_39ca967c936d8da10f719f01556bca32 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d51d7f3a0eacb8f11196da607450a1b8 = $(`<div id="html_d51d7f3a0eacb8f11196da607450a1b8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_58de236b00a6735e2786f4e8250badcc.setContent(html_d51d7f3a0eacb8f11196da607450a1b8);\n", + " var html_93218e718ed5e929438b6393e8804b15 = $(`<div id="html_93218e718ed5e929438b6393e8804b15" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_39ca967c936d8da10f719f01556bca32.setContent(html_93218e718ed5e929438b6393e8804b15);\n", " \n", " \n", "\n", - " circle_marker_423bb6a6317f1fcd59432b0587e98d00.bindPopup(popup_58de236b00a6735e2786f4e8250badcc)\n", + " circle_marker_f8b878ad9e842a0a332690fceb2ac07d.bindPopup(popup_39ca967c936d8da10f719f01556bca32)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_10feff495f0e04a1da810c56a817477a = L.circleMarker(\n", + " var circle_marker_91ae45fd4fedb3775e0565a6a9c67f87 = L.circleMarker(\n", " [37.747198302368524, -122.41468049513983],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7e74e1bd984ebec84d460404569d1e7f = L.popup({"maxWidth": "100%"});\n", + " var popup_f0b7552efbee9bfc4af16a7320ade410 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_07717d23df872e3e49fe4daf3f414bd7 = $(`<div id="html_07717d23df872e3e49fe4daf3f414bd7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7e74e1bd984ebec84d460404569d1e7f.setContent(html_07717d23df872e3e49fe4daf3f414bd7);\n", + " var html_c807b4d201bc267f090f3637e17aa914 = $(`<div id="html_c807b4d201bc267f090f3637e17aa914" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f0b7552efbee9bfc4af16a7320ade410.setContent(html_c807b4d201bc267f090f3637e17aa914);\n", " \n", " \n", "\n", - " circle_marker_10feff495f0e04a1da810c56a817477a.bindPopup(popup_7e74e1bd984ebec84d460404569d1e7f)\n", + " circle_marker_91ae45fd4fedb3775e0565a6a9c67f87.bindPopup(popup_f0b7552efbee9bfc4af16a7320ade410)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b6f801f974f2bad5daf58f5513f11e1b = L.circleMarker(\n", + " var circle_marker_912e9a562ab40dc719acbd8cd9144bb8 = L.circleMarker(\n", " [37.74725626848265, -122.40603654972017],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8e0f49832b3de3043304be7635ad2eff = L.popup({"maxWidth": "100%"});\n", + " var popup_773f46da32e4b117d93fd067a503ceee = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_153e18e9a82629269a2bb37898b79293 = $(`<div id="html_153e18e9a82629269a2bb37898b79293" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8e0f49832b3de3043304be7635ad2eff.setContent(html_153e18e9a82629269a2bb37898b79293);\n", + " var html_75657058f14f93eacaf0e06b2a2a535a = $(`<div id="html_75657058f14f93eacaf0e06b2a2a535a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_773f46da32e4b117d93fd067a503ceee.setContent(html_75657058f14f93eacaf0e06b2a2a535a);\n", " \n", " \n", "\n", - " circle_marker_b6f801f974f2bad5daf58f5513f11e1b.bindPopup(popup_8e0f49832b3de3043304be7635ad2eff)\n", + " circle_marker_912e9a562ab40dc719acbd8cd9144bb8.bindPopup(popup_773f46da32e4b117d93fd067a503ceee)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c080a072d67478b6447575bf8b86960e = L.circleMarker(\n", + " var circle_marker_a4f5d0d62506ce533233da085139cfa8 = L.circleMarker(\n", " [37.745215819217684, -122.41007117187876],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_77e1e6acac9358d1a21d5e5346f3ba37 = L.popup({"maxWidth": "100%"});\n", + " var popup_d57e14cb56127ae7625d92d0e3b6a5d1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_219f229a80bad94fcbd0a4d6e5b39e5c = $(`<div id="html_219f229a80bad94fcbd0a4d6e5b39e5c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_77e1e6acac9358d1a21d5e5346f3ba37.setContent(html_219f229a80bad94fcbd0a4d6e5b39e5c);\n", + " var html_239bdaec49c1bcb8c0b4329387281978 = $(`<div id="html_239bdaec49c1bcb8c0b4329387281978" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d57e14cb56127ae7625d92d0e3b6a5d1.setContent(html_239bdaec49c1bcb8c0b4329387281978);\n", " \n", " \n", "\n", - " circle_marker_c080a072d67478b6447575bf8b86960e.bindPopup(popup_77e1e6acac9358d1a21d5e5346f3ba37)\n", + " circle_marker_a4f5d0d62506ce533233da085139cfa8.bindPopup(popup_d57e14cb56127ae7625d92d0e3b6a5d1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a88474138911b037ee0c1f42486cbdda = L.circleMarker(\n", + " var circle_marker_b449e5a53bcd33ac3d8c966960697e01 = L.circleMarker(\n", " [37.75518197689151, -122.40547424149503],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0eb6ea7f7d77cd0f312d9c460cd8db77 = L.popup({"maxWidth": "100%"});\n", + " var popup_3c7b5b8dde609f0ca5968adf444efd66 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f145b1cfe4ee59f2cb80ba6b652250b = $(`<div id="html_6f145b1cfe4ee59f2cb80ba6b652250b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0eb6ea7f7d77cd0f312d9c460cd8db77.setContent(html_6f145b1cfe4ee59f2cb80ba6b652250b);\n", + " var html_4be2fb7c71ac18e52bcd5a056345368a = $(`<div id="html_4be2fb7c71ac18e52bcd5a056345368a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3c7b5b8dde609f0ca5968adf444efd66.setContent(html_4be2fb7c71ac18e52bcd5a056345368a);\n", " \n", " \n", "\n", - " circle_marker_a88474138911b037ee0c1f42486cbdda.bindPopup(popup_0eb6ea7f7d77cd0f312d9c460cd8db77)\n", + " circle_marker_b449e5a53bcd33ac3d8c966960697e01.bindPopup(popup_3c7b5b8dde609f0ca5968adf444efd66)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_79a3c3db7cf8cc45408d4269cd77d3c3 = L.circleMarker(\n", + " var circle_marker_8dd87b47b10b9c4b76f3970319fb55f1 = L.circleMarker(\n", " [37.742773768312524, -122.41069845878158],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_bf39e341426212abc3f4724c5955f80c = L.popup({"maxWidth": "100%"});\n", + " var popup_fc706f11e787a1d2361f2d970326ffe2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7d902dea8328d6ba273c0fb84e6b2285 = $(`<div id="html_7d902dea8328d6ba273c0fb84e6b2285" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_bf39e341426212abc3f4724c5955f80c.setContent(html_7d902dea8328d6ba273c0fb84e6b2285);\n", + " var html_198643d7ad47d0c4440c03fd7fdf0275 = $(`<div id="html_198643d7ad47d0c4440c03fd7fdf0275" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_fc706f11e787a1d2361f2d970326ffe2.setContent(html_198643d7ad47d0c4440c03fd7fdf0275);\n", " \n", " \n", "\n", - " circle_marker_79a3c3db7cf8cc45408d4269cd77d3c3.bindPopup(popup_bf39e341426212abc3f4724c5955f80c)\n", + " circle_marker_8dd87b47b10b9c4b76f3970319fb55f1.bindPopup(popup_fc706f11e787a1d2361f2d970326ffe2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6ef631184a46e1990ccee1c22a6cbbc5 = L.circleMarker(\n", + " var circle_marker_58552afd27dd58ad4acbb2fc216012b2 = L.circleMarker(\n", " [37.75333381902695, -122.40923776500622],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8ee9e05cbb42009b0cf46e83d2c875db = L.popup({"maxWidth": "100%"});\n", + " var popup_ae230f0133ab480c3f69c71a3758f196 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_945caa8a378ef52cbc93f4d709899ebe = $(`<div id="html_945caa8a378ef52cbc93f4d709899ebe" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8ee9e05cbb42009b0cf46e83d2c875db.setContent(html_945caa8a378ef52cbc93f4d709899ebe);\n", + " var html_2594ffc25ce450d1979513be52ee3a1d = $(`<div id="html_2594ffc25ce450d1979513be52ee3a1d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ae230f0133ab480c3f69c71a3758f196.setContent(html_2594ffc25ce450d1979513be52ee3a1d);\n", " \n", " \n", "\n", - " circle_marker_6ef631184a46e1990ccee1c22a6cbbc5.bindPopup(popup_8ee9e05cbb42009b0cf46e83d2c875db)\n", + " circle_marker_58552afd27dd58ad4acbb2fc216012b2.bindPopup(popup_ae230f0133ab480c3f69c71a3758f196)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_af1731e067952e4c0cf71d20aff7d6b8 = L.circleMarker(\n", + " var circle_marker_794edc8f2ea3d160a7be4efef9ec9191 = L.circleMarker(\n", " [37.737048133592474, -122.42244404189351],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_09e1ccd9ecf26d9e227211681b599589 = L.popup({"maxWidth": "100%"});\n", + " var popup_5066a4d7d8d234bc177f157de9daf12d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f8ae1217c6952ae553c8f0183f81758 = $(`<div id="html_6f8ae1217c6952ae553c8f0183f81758" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_09e1ccd9ecf26d9e227211681b599589.setContent(html_6f8ae1217c6952ae553c8f0183f81758);\n", + " var html_f695d3df35617c7aa4895b7c510ca051 = $(`<div id="html_f695d3df35617c7aa4895b7c510ca051" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5066a4d7d8d234bc177f157de9daf12d.setContent(html_f695d3df35617c7aa4895b7c510ca051);\n", " \n", " \n", "\n", - " circle_marker_af1731e067952e4c0cf71d20aff7d6b8.bindPopup(popup_09e1ccd9ecf26d9e227211681b599589)\n", + " circle_marker_794edc8f2ea3d160a7be4efef9ec9191.bindPopup(popup_5066a4d7d8d234bc177f157de9daf12d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d1ee3a5aca132497c959bb9c4dfb926b = L.circleMarker(\n", + " var circle_marker_7f78a8ed8cd20cdb4a06f2c9f9a87dd1 = L.circleMarker(\n", " [37.76439953782074, -122.40822541947725],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_11c7e1ce175ab74584645fb490a9c2ad = L.popup({"maxWidth": "100%"});\n", + " var popup_65ac22ed7f8963193f196d4386bb56e8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c36ad04040397212dbbcaa94722780d5 = $(`<div id="html_c36ad04040397212dbbcaa94722780d5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_11c7e1ce175ab74584645fb490a9c2ad.setContent(html_c36ad04040397212dbbcaa94722780d5);\n", + " var html_0a3161fa6a379697dbb2740198faf2c1 = $(`<div id="html_0a3161fa6a379697dbb2740198faf2c1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_65ac22ed7f8963193f196d4386bb56e8.setContent(html_0a3161fa6a379697dbb2740198faf2c1);\n", " \n", " \n", "\n", - " circle_marker_d1ee3a5aca132497c959bb9c4dfb926b.bindPopup(popup_11c7e1ce175ab74584645fb490a9c2ad)\n", + " circle_marker_7f78a8ed8cd20cdb4a06f2c9f9a87dd1.bindPopup(popup_65ac22ed7f8963193f196d4386bb56e8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f90253aa9a5a01fb60a0e9a3b9c1e258 = L.circleMarker(\n", + " var circle_marker_6a9c80d8e4e6bbadd6a17579bc4ed377 = L.circleMarker(\n", " [37.751790025694, -122.41686980413054],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6828f041e8ae4a3f3cae0c6feb64200f = L.popup({"maxWidth": "100%"});\n", + " var popup_12701e7cb86c9aa5b82a3ea37a58bbe2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_13be4ad2b062fc4d295e4266b4ba1891 = $(`<div id="html_13be4ad2b062fc4d295e4266b4ba1891" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6828f041e8ae4a3f3cae0c6feb64200f.setContent(html_13be4ad2b062fc4d295e4266b4ba1891);\n", + " var html_967cf276c51347bfe39ce11ba9bf13c0 = $(`<div id="html_967cf276c51347bfe39ce11ba9bf13c0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_12701e7cb86c9aa5b82a3ea37a58bbe2.setContent(html_967cf276c51347bfe39ce11ba9bf13c0);\n", " \n", " \n", "\n", - " circle_marker_f90253aa9a5a01fb60a0e9a3b9c1e258.bindPopup(popup_6828f041e8ae4a3f3cae0c6feb64200f)\n", + " circle_marker_6a9c80d8e4e6bbadd6a17579bc4ed377.bindPopup(popup_12701e7cb86c9aa5b82a3ea37a58bbe2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_56d0f63fd00432bcc0aead34db4bf2fd = L.circleMarker(\n", + " var circle_marker_30eb1f00d0cc6909cce3352500360350 = L.circleMarker(\n", " [37.74720898883046, -122.406658040105],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_191b46b1c96fe881c09874608b906c56 = L.popup({"maxWidth": "100%"});\n", + " var popup_f43ddba68dd6f31122b8b1ebdd74b527 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_652719937584352aef34103bf1637abf = $(`<div id="html_652719937584352aef34103bf1637abf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_191b46b1c96fe881c09874608b906c56.setContent(html_652719937584352aef34103bf1637abf);\n", + " var html_ae48c4dd777ee6316140fb1516cace94 = $(`<div id="html_ae48c4dd777ee6316140fb1516cace94" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f43ddba68dd6f31122b8b1ebdd74b527.setContent(html_ae48c4dd777ee6316140fb1516cace94);\n", " \n", " \n", "\n", - " circle_marker_56d0f63fd00432bcc0aead34db4bf2fd.bindPopup(popup_191b46b1c96fe881c09874608b906c56)\n", + " circle_marker_30eb1f00d0cc6909cce3352500360350.bindPopup(popup_f43ddba68dd6f31122b8b1ebdd74b527)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8b155ebf6c5383b22be80df2cf2bf277 = L.circleMarker(\n", + " var circle_marker_825c2962e23d72970c614255a63b7a56 = L.circleMarker(\n", " [37.75126832579771, -122.40425189587008],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0eefa514833be2057992fa56d2e5b0e6 = L.popup({"maxWidth": "100%"});\n", + " var popup_893036f9c996694ee22319c48ff84d7a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_628df307c82ae9738be217a22ac5edac = $(`<div id="html_628df307c82ae9738be217a22ac5edac" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0eefa514833be2057992fa56d2e5b0e6.setContent(html_628df307c82ae9738be217a22ac5edac);\n", + " var html_136b11cb2c3ad74e962a98fc2bb63acf = $(`<div id="html_136b11cb2c3ad74e962a98fc2bb63acf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_893036f9c996694ee22319c48ff84d7a.setContent(html_136b11cb2c3ad74e962a98fc2bb63acf);\n", " \n", " \n", "\n", - " circle_marker_8b155ebf6c5383b22be80df2cf2bf277.bindPopup(popup_0eefa514833be2057992fa56d2e5b0e6)\n", + " circle_marker_825c2962e23d72970c614255a63b7a56.bindPopup(popup_893036f9c996694ee22319c48ff84d7a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9783419366ba345a31685b27eb7d9a09 = L.circleMarker(\n", + " var circle_marker_e9e0c777084ab30dd5ebbfc6b7a32bfd = L.circleMarker(\n", " [37.762676079668196, -122.40760247546336],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d68c6fbd53a913a5276213cdde631072 = L.popup({"maxWidth": "100%"});\n", + " var popup_3fb2600cae6098abbd72e4547de28a86 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2a3721013e3294b1f6b9f36b7623dc08 = $(`<div id="html_2a3721013e3294b1f6b9f36b7623dc08" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d68c6fbd53a913a5276213cdde631072.setContent(html_2a3721013e3294b1f6b9f36b7623dc08);\n", + " var html_8d5cdf3835d2347147f7e1f83acd833a = $(`<div id="html_8d5cdf3835d2347147f7e1f83acd833a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3fb2600cae6098abbd72e4547de28a86.setContent(html_8d5cdf3835d2347147f7e1f83acd833a);\n", " \n", " \n", "\n", - " circle_marker_9783419366ba345a31685b27eb7d9a09.bindPopup(popup_d68c6fbd53a913a5276213cdde631072)\n", + " circle_marker_e9e0c777084ab30dd5ebbfc6b7a32bfd.bindPopup(popup_3fb2600cae6098abbd72e4547de28a86)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0d0b084c96e89509699aeaba8002a036 = L.circleMarker(\n", + " var circle_marker_82ff7b818b90ee52c92f44d21d712f29 = L.circleMarker(\n", " [37.7451955764892, -122.41250587149135],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6da923a00537dd47cbcc37eb46fb5e49 = L.popup({"maxWidth": "100%"});\n", + " var popup_2678acdd16598815ab70cee434adeb5d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e8cee6bd5d3a557bd24fc6c9a58e3b8c = $(`<div id="html_e8cee6bd5d3a557bd24fc6c9a58e3b8c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6da923a00537dd47cbcc37eb46fb5e49.setContent(html_e8cee6bd5d3a557bd24fc6c9a58e3b8c);\n", + " var html_7532ceccc07d6b6bfdb976c055b8e754 = $(`<div id="html_7532ceccc07d6b6bfdb976c055b8e754" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2678acdd16598815ab70cee434adeb5d.setContent(html_7532ceccc07d6b6bfdb976c055b8e754);\n", " \n", " \n", "\n", - " circle_marker_0d0b084c96e89509699aeaba8002a036.bindPopup(popup_6da923a00537dd47cbcc37eb46fb5e49)\n", + " circle_marker_82ff7b818b90ee52c92f44d21d712f29.bindPopup(popup_2678acdd16598815ab70cee434adeb5d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3d6101c94e1cdc1d3355cd484d00055d = L.circleMarker(\n", + " var circle_marker_a9f50ad4c1d1fb60d06e3168b000fd14 = L.circleMarker(\n", " [37.760627863987054, -122.42196706998658],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f963aeaae34da82dc52973b3584faf0d = L.popup({"maxWidth": "100%"});\n", + " var popup_790ab688c424eb7aa179b8b2af2a4b0e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9f40d1f9bfce3432674a9ecee20e5d86 = $(`<div id="html_9f40d1f9bfce3432674a9ecee20e5d86" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f963aeaae34da82dc52973b3584faf0d.setContent(html_9f40d1f9bfce3432674a9ecee20e5d86);\n", + " var html_a234e5bb0c8c0b62cac506ac1a9167ab = $(`<div id="html_a234e5bb0c8c0b62cac506ac1a9167ab" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_790ab688c424eb7aa179b8b2af2a4b0e.setContent(html_a234e5bb0c8c0b62cac506ac1a9167ab);\n", " \n", " \n", "\n", - " circle_marker_3d6101c94e1cdc1d3355cd484d00055d.bindPopup(popup_f963aeaae34da82dc52973b3584faf0d)\n", + " circle_marker_a9f50ad4c1d1fb60d06e3168b000fd14.bindPopup(popup_790ab688c424eb7aa179b8b2af2a4b0e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d41a43011cab361c0c7ee28d0a12f2ee = L.circleMarker(\n", + " var circle_marker_7024997fc3bc899693d350cf41dc294d = L.circleMarker(\n", " [37.743766497582506, -122.41949619370845],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f39975e9081cbe26ca0d230f75ded843 = L.popup({"maxWidth": "100%"});\n", + " var popup_acf7414d1cc49ab05356d3bacbf440f3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6860643473082b2aa5e6c7511f37b9d9 = $(`<div id="html_6860643473082b2aa5e6c7511f37b9d9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f39975e9081cbe26ca0d230f75ded843.setContent(html_6860643473082b2aa5e6c7511f37b9d9);\n", + " var html_9fb2f1dd803ad815d4a2be8f56a430d9 = $(`<div id="html_9fb2f1dd803ad815d4a2be8f56a430d9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_acf7414d1cc49ab05356d3bacbf440f3.setContent(html_9fb2f1dd803ad815d4a2be8f56a430d9);\n", " \n", " \n", "\n", - " circle_marker_d41a43011cab361c0c7ee28d0a12f2ee.bindPopup(popup_f39975e9081cbe26ca0d230f75ded843)\n", + " circle_marker_7024997fc3bc899693d350cf41dc294d.bindPopup(popup_acf7414d1cc49ab05356d3bacbf440f3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8a91d550f4b528a7eb480af252d00a24 = L.circleMarker(\n", + " var circle_marker_c7216703107ddb23e689ef6ee703b46c = L.circleMarker(\n", " [37.76337637245978, -122.41832341219747],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_07bad39bbfd21dbb0ad4c33d03a61175 = L.popup({"maxWidth": "100%"});\n", + " var popup_552db63d67b5a5da73fc1dd6bb1fa66b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f2f74760459745320fc70c674639d63e = $(`<div id="html_f2f74760459745320fc70c674639d63e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_07bad39bbfd21dbb0ad4c33d03a61175.setContent(html_f2f74760459745320fc70c674639d63e);\n", + " var html_7129543605ba7f9b96baa88694a0d777 = $(`<div id="html_7129543605ba7f9b96baa88694a0d777" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_552db63d67b5a5da73fc1dd6bb1fa66b.setContent(html_7129543605ba7f9b96baa88694a0d777);\n", " \n", " \n", "\n", - " circle_marker_8a91d550f4b528a7eb480af252d00a24.bindPopup(popup_07bad39bbfd21dbb0ad4c33d03a61175)\n", + " circle_marker_c7216703107ddb23e689ef6ee703b46c.bindPopup(popup_552db63d67b5a5da73fc1dd6bb1fa66b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3298aa0cc6e660a256d1c391fd91088a = L.circleMarker(\n", + " var circle_marker_cd492e9411efd5b6488206db78e2aa51 = L.circleMarker(\n", " [37.763924686918585, -122.42603224084327],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_518b6435c4b0b220bac63a3c0d4f9d78 = L.popup({"maxWidth": "100%"});\n", + " var popup_7339165e027348bf283448b80136c96f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1eb1f02e1a593da8e00b34eb2fd8ebfa = $(`<div id="html_1eb1f02e1a593da8e00b34eb2fd8ebfa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_518b6435c4b0b220bac63a3c0d4f9d78.setContent(html_1eb1f02e1a593da8e00b34eb2fd8ebfa);\n", + " var html_18b0c14b605ca1b0d617ed4f196af460 = $(`<div id="html_18b0c14b605ca1b0d617ed4f196af460" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7339165e027348bf283448b80136c96f.setContent(html_18b0c14b605ca1b0d617ed4f196af460);\n", " \n", " \n", "\n", - " circle_marker_3298aa0cc6e660a256d1c391fd91088a.bindPopup(popup_518b6435c4b0b220bac63a3c0d4f9d78)\n", + " circle_marker_cd492e9411efd5b6488206db78e2aa51.bindPopup(popup_7339165e027348bf283448b80136c96f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_19a4ae6a5c1991f224196a65435f065c = L.circleMarker(\n", + " var circle_marker_4ff430b775677e0d9e3a39ce5827ccea = L.circleMarker(\n", " [37.747104153769286, -122.40635735111336],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_055f28b183672c37f4b8934a3f410b80 = L.popup({"maxWidth": "100%"});\n", + " var popup_59362b34481fd6fd0342b17cab7b9e0a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fc843d58a0957a5b76586e4967427244 = $(`<div id="html_fc843d58a0957a5b76586e4967427244" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_055f28b183672c37f4b8934a3f410b80.setContent(html_fc843d58a0957a5b76586e4967427244);\n", + " var html_c2b4060fbb0a21bd396e41e5b7678fe4 = $(`<div id="html_c2b4060fbb0a21bd396e41e5b7678fe4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_59362b34481fd6fd0342b17cab7b9e0a.setContent(html_c2b4060fbb0a21bd396e41e5b7678fe4);\n", " \n", " \n", "\n", - " circle_marker_19a4ae6a5c1991f224196a65435f065c.bindPopup(popup_055f28b183672c37f4b8934a3f410b80)\n", + " circle_marker_4ff430b775677e0d9e3a39ce5827ccea.bindPopup(popup_59362b34481fd6fd0342b17cab7b9e0a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d379354d3d586db6dbf8a5e4715a21c9 = L.circleMarker(\n", + " var circle_marker_af89190c9b39a7f1fa54a6993688893e = L.circleMarker(\n", " [37.73952102093955, -122.42022883226554],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_63cfda2ecdf0f9d1bed427330fc7a0f4 = L.popup({"maxWidth": "100%"});\n", + " var popup_8a6c73b7d1e73477a47d90022cb38b03 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e8ee988c67bce516f33ab753d881d9ca = $(`<div id="html_e8ee988c67bce516f33ab753d881d9ca" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_63cfda2ecdf0f9d1bed427330fc7a0f4.setContent(html_e8ee988c67bce516f33ab753d881d9ca);\n", + " var html_3d1e34f688e0e65aa3dd8eed11c94e02 = $(`<div id="html_3d1e34f688e0e65aa3dd8eed11c94e02" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8a6c73b7d1e73477a47d90022cb38b03.setContent(html_3d1e34f688e0e65aa3dd8eed11c94e02);\n", " \n", " \n", "\n", - " circle_marker_d379354d3d586db6dbf8a5e4715a21c9.bindPopup(popup_63cfda2ecdf0f9d1bed427330fc7a0f4)\n", + " circle_marker_af89190c9b39a7f1fa54a6993688893e.bindPopup(popup_8a6c73b7d1e73477a47d90022cb38b03)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d1058d2dd07eeb4af4cf0568d1d3b3ac = L.circleMarker(\n", + " var circle_marker_e5cf6a55822d1594f42c2168c163b6a5 = L.circleMarker(\n", " [37.740221292002616, -122.42292601164742],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9d3add0e79b8ce9105f7f44de244fc63 = L.popup({"maxWidth": "100%"});\n", + " var popup_b3be194ca1c2377cb4a5ce6e1e1e64be = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9a96cbf36c0b9184e6ba5e46c60ecbe8 = $(`<div id="html_9a96cbf36c0b9184e6ba5e46c60ecbe8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9d3add0e79b8ce9105f7f44de244fc63.setContent(html_9a96cbf36c0b9184e6ba5e46c60ecbe8);\n", + " var html_d9800ec995868e2975a750e81fe81355 = $(`<div id="html_d9800ec995868e2975a750e81fe81355" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b3be194ca1c2377cb4a5ce6e1e1e64be.setContent(html_d9800ec995868e2975a750e81fe81355);\n", " \n", " \n", "\n", - " circle_marker_d1058d2dd07eeb4af4cf0568d1d3b3ac.bindPopup(popup_9d3add0e79b8ce9105f7f44de244fc63)\n", + " circle_marker_e5cf6a55822d1594f42c2168c163b6a5.bindPopup(popup_b3be194ca1c2377cb4a5ce6e1e1e64be)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2dc217f2afa90d7919d98bb5bd8574d0 = L.circleMarker(\n", + " var circle_marker_049749d45ee7c628e022b758ee5a334b = L.circleMarker(\n", " [37.7319622165618, -122.42522875251106],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9661c522a30fd90f8f2b14470b46d117 = L.popup({"maxWidth": "100%"});\n", + " var popup_1873d75967b81e17f19c1509057b9aa4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0540ed6c66a8d1a626d7650df4dd80c2 = $(`<div id="html_0540ed6c66a8d1a626d7650df4dd80c2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9661c522a30fd90f8f2b14470b46d117.setContent(html_0540ed6c66a8d1a626d7650df4dd80c2);\n", + " var html_37860b3eb318cf229a3b5f9e2e17d385 = $(`<div id="html_37860b3eb318cf229a3b5f9e2e17d385" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1873d75967b81e17f19c1509057b9aa4.setContent(html_37860b3eb318cf229a3b5f9e2e17d385);\n", " \n", " \n", "\n", - " circle_marker_2dc217f2afa90d7919d98bb5bd8574d0.bindPopup(popup_9661c522a30fd90f8f2b14470b46d117)\n", + " circle_marker_049749d45ee7c628e022b758ee5a334b.bindPopup(popup_1873d75967b81e17f19c1509057b9aa4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fe508e8c7da16a9206152313edbb9dfc = L.circleMarker(\n", + " var circle_marker_fcbe52de5adcf74d7a884c7faaad9fac = L.circleMarker(\n", " [37.73713086318324, -122.41812421353865],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_87a3a7daebed24a67610aca4f34e13fc = L.popup({"maxWidth": "100%"});\n", + " var popup_36d36b004d9fe0e75a52978d0f00274f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ad01ff2b8ff33ef3a08f8569259e85b5 = $(`<div id="html_ad01ff2b8ff33ef3a08f8569259e85b5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_87a3a7daebed24a67610aca4f34e13fc.setContent(html_ad01ff2b8ff33ef3a08f8569259e85b5);\n", + " var html_41aece2bde4a33c0df9daf8106de0738 = $(`<div id="html_41aece2bde4a33c0df9daf8106de0738" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_36d36b004d9fe0e75a52978d0f00274f.setContent(html_41aece2bde4a33c0df9daf8106de0738);\n", " \n", " \n", "\n", - " circle_marker_fe508e8c7da16a9206152313edbb9dfc.bindPopup(popup_87a3a7daebed24a67610aca4f34e13fc)\n", + " circle_marker_fcbe52de5adcf74d7a884c7faaad9fac.bindPopup(popup_36d36b004d9fe0e75a52978d0f00274f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_28e71e3098624062f7b017ef6230aa28 = L.circleMarker(\n", + " var circle_marker_44d5fe42854f775e74a3e344b516674d = L.circleMarker(\n", " [37.7483419775086, -122.41225380452875],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d605cf97a0e68c2d79857fbee8c68d46 = L.popup({"maxWidth": "100%"});\n", + " var popup_1c5ca401d92fdae1c6a2d16548dc89f4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_87d324200e625375998e39ffaa1142c6 = $(`<div id="html_87d324200e625375998e39ffaa1142c6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d605cf97a0e68c2d79857fbee8c68d46.setContent(html_87d324200e625375998e39ffaa1142c6);\n", + " var html_21bbf17a2352a041ba32116af7ea358f = $(`<div id="html_21bbf17a2352a041ba32116af7ea358f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1c5ca401d92fdae1c6a2d16548dc89f4.setContent(html_21bbf17a2352a041ba32116af7ea358f);\n", " \n", " \n", "\n", - " circle_marker_28e71e3098624062f7b017ef6230aa28.bindPopup(popup_d605cf97a0e68c2d79857fbee8c68d46)\n", + " circle_marker_44d5fe42854f775e74a3e344b516674d.bindPopup(popup_1c5ca401d92fdae1c6a2d16548dc89f4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_617628de2255855edf192528f9f8c0fa = L.circleMarker(\n", + " var circle_marker_6e3f6f606eecb96684a5c395a8a569c7 = L.circleMarker(\n", " [37.74142707173661, -122.40856166069446],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_47cf6d3d670a5c70575ff125ee714e33 = L.popup({"maxWidth": "100%"});\n", + " var popup_4ea89e1e3d2cf82eee2dd1f399bf12a2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c95925b879a9a516879ffed25c5b6586 = $(`<div id="html_c95925b879a9a516879ffed25c5b6586" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_47cf6d3d670a5c70575ff125ee714e33.setContent(html_c95925b879a9a516879ffed25c5b6586);\n", + " var html_5ab41a3adf342a4bbb34cdffbdec2420 = $(`<div id="html_5ab41a3adf342a4bbb34cdffbdec2420" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4ea89e1e3d2cf82eee2dd1f399bf12a2.setContent(html_5ab41a3adf342a4bbb34cdffbdec2420);\n", " \n", " \n", "\n", - " circle_marker_617628de2255855edf192528f9f8c0fa.bindPopup(popup_47cf6d3d670a5c70575ff125ee714e33)\n", + " circle_marker_6e3f6f606eecb96684a5c395a8a569c7.bindPopup(popup_4ea89e1e3d2cf82eee2dd1f399bf12a2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_50b8149ccdce3d7f503ba64d8e0a3350 = L.circleMarker(\n", + " var circle_marker_e6e5b13f2b24d90dc29591177c7fd9e5 = L.circleMarker(\n", " [37.75423945656585, -122.42240830574532],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_949c30a39b1efcde86b4b4fbf275e9de = L.popup({"maxWidth": "100%"});\n", + " var popup_5e439d7cd70ac2efe5c36958a421aafe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e46f007e5b78651ebea00cc9272ff80d = $(`<div id="html_e46f007e5b78651ebea00cc9272ff80d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_949c30a39b1efcde86b4b4fbf275e9de.setContent(html_e46f007e5b78651ebea00cc9272ff80d);\n", + " var html_370b8efceec58f531e652526efca3052 = $(`<div id="html_370b8efceec58f531e652526efca3052" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5e439d7cd70ac2efe5c36958a421aafe.setContent(html_370b8efceec58f531e652526efca3052);\n", " \n", " \n", "\n", - " circle_marker_50b8149ccdce3d7f503ba64d8e0a3350.bindPopup(popup_949c30a39b1efcde86b4b4fbf275e9de)\n", + " circle_marker_e6e5b13f2b24d90dc29591177c7fd9e5.bindPopup(popup_5e439d7cd70ac2efe5c36958a421aafe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c9e9bc6e50f9394031b04549c11c2559 = L.circleMarker(\n", + " var circle_marker_680b188116f53ed9ea9bffe76273db44 = L.circleMarker(\n", " [37.75435434305817, -122.42228960924437],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ba9d7d9dcf6cc8d4790212418a507531 = L.popup({"maxWidth": "100%"});\n", + " var popup_f79d1cc558fafcc70435b9a1064e9ffb = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e7bcd1d1c7f1a33ed72b3da527814e5b = $(`<div id="html_e7bcd1d1c7f1a33ed72b3da527814e5b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ba9d7d9dcf6cc8d4790212418a507531.setContent(html_e7bcd1d1c7f1a33ed72b3da527814e5b);\n", + " var html_0144630cad518c97e8f86a793fc83251 = $(`<div id="html_0144630cad518c97e8f86a793fc83251" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f79d1cc558fafcc70435b9a1064e9ffb.setContent(html_0144630cad518c97e8f86a793fc83251);\n", " \n", " \n", "\n", - " circle_marker_c9e9bc6e50f9394031b04549c11c2559.bindPopup(popup_ba9d7d9dcf6cc8d4790212418a507531)\n", + " circle_marker_680b188116f53ed9ea9bffe76273db44.bindPopup(popup_f79d1cc558fafcc70435b9a1064e9ffb)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_71586ef2522a57b8e2de3232d591e0f7 = L.circleMarker(\n", + " var circle_marker_fb3c0512c20753816973d8c2f5ad86f1 = L.circleMarker(\n", " [37.746074199675945, -122.41535766353438],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_62b4d1e0613d5288f3804c5cef65135e = L.popup({"maxWidth": "100%"});\n", + " var popup_c7ad5d5181ec31709ea89439f59ca642 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e95f3fb0c69bae7eee2ea70991875d33 = $(`<div id="html_e95f3fb0c69bae7eee2ea70991875d33" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_62b4d1e0613d5288f3804c5cef65135e.setContent(html_e95f3fb0c69bae7eee2ea70991875d33);\n", + " var html_109014b61030f72f872b4212f86cbca9 = $(`<div id="html_109014b61030f72f872b4212f86cbca9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c7ad5d5181ec31709ea89439f59ca642.setContent(html_109014b61030f72f872b4212f86cbca9);\n", " \n", " \n", "\n", - " circle_marker_71586ef2522a57b8e2de3232d591e0f7.bindPopup(popup_62b4d1e0613d5288f3804c5cef65135e)\n", + " circle_marker_fb3c0512c20753816973d8c2f5ad86f1.bindPopup(popup_c7ad5d5181ec31709ea89439f59ca642)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_948dac5451f9027d80819a8f0cae6596 = L.circleMarker(\n", + " var circle_marker_9b9cbf4fc615e5831a4418e5ea441919 = L.circleMarker(\n", " [37.741380940454206, -122.41440239836186],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_503f1b422fbff4f6037d35fe02fefd5b = L.popup({"maxWidth": "100%"});\n", + " var popup_bb92fcc7c8c3e2fad145593bf54013a8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_84c0c40997590ddb1c4b3f950e1a2341 = $(`<div id="html_84c0c40997590ddb1c4b3f950e1a2341" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_503f1b422fbff4f6037d35fe02fefd5b.setContent(html_84c0c40997590ddb1c4b3f950e1a2341);\n", + " var html_c4a75711c88467b8d7cfa1349ae4daab = $(`<div id="html_c4a75711c88467b8d7cfa1349ae4daab" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_bb92fcc7c8c3e2fad145593bf54013a8.setContent(html_c4a75711c88467b8d7cfa1349ae4daab);\n", " \n", " \n", "\n", - " circle_marker_948dac5451f9027d80819a8f0cae6596.bindPopup(popup_503f1b422fbff4f6037d35fe02fefd5b)\n", + " circle_marker_9b9cbf4fc615e5831a4418e5ea441919.bindPopup(popup_bb92fcc7c8c3e2fad145593bf54013a8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_77a2391b57e15d6e9526f21aaa71f195 = L.circleMarker(\n", + " var circle_marker_fe94e1a4c403978ce2b86df158509019 = L.circleMarker(\n", " [37.74575801806093, -122.4105207768065],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1403d5a017ad76b7bbf616458a19be06 = L.popup({"maxWidth": "100%"});\n", + " var popup_3a504fba5ca097d7900dc72ca2949df2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_86fc2a05440c3273db1f5fa8c0ed3def = $(`<div id="html_86fc2a05440c3273db1f5fa8c0ed3def" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1403d5a017ad76b7bbf616458a19be06.setContent(html_86fc2a05440c3273db1f5fa8c0ed3def);\n", + " var html_15eb6d82d34dd20d1c0b6a955aca69dd = $(`<div id="html_15eb6d82d34dd20d1c0b6a955aca69dd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3a504fba5ca097d7900dc72ca2949df2.setContent(html_15eb6d82d34dd20d1c0b6a955aca69dd);\n", " \n", " \n", "\n", - " circle_marker_77a2391b57e15d6e9526f21aaa71f195.bindPopup(popup_1403d5a017ad76b7bbf616458a19be06)\n", + " circle_marker_fe94e1a4c403978ce2b86df158509019.bindPopup(popup_3a504fba5ca097d7900dc72ca2949df2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_91120897b0342e529478a61da358ab84 = L.circleMarker(\n", + " var circle_marker_3c02c34a4325aad5ad285e1963560173 = L.circleMarker(\n", " [37.759929842009704, -122.41936389765623],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1b1885b2be3d1c3241374205156241f4 = L.popup({"maxWidth": "100%"});\n", + " var popup_b93b73eaf69652ef679580d2296384b9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7b7c8d58a3d62e94564be96450979b0e = $(`<div id="html_7b7c8d58a3d62e94564be96450979b0e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1b1885b2be3d1c3241374205156241f4.setContent(html_7b7c8d58a3d62e94564be96450979b0e);\n", + " var html_00464e901cb76bfb9760cc3ef005fd0f = $(`<div id="html_00464e901cb76bfb9760cc3ef005fd0f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b93b73eaf69652ef679580d2296384b9.setContent(html_00464e901cb76bfb9760cc3ef005fd0f);\n", " \n", " \n", "\n", - " circle_marker_91120897b0342e529478a61da358ab84.bindPopup(popup_1b1885b2be3d1c3241374205156241f4)\n", + " circle_marker_3c02c34a4325aad5ad285e1963560173.bindPopup(popup_b93b73eaf69652ef679580d2296384b9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9560f7c198b636145fdd64fbd3d55bca = L.circleMarker(\n", + " var circle_marker_98e0e877a23614386bbae5e1926380f4 = L.circleMarker(\n", " [37.74348609136638, -122.42263298457125],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_fed5d373e63ed81520c9d5e5f5392bb7 = L.popup({"maxWidth": "100%"});\n", + " var popup_10e57651a480d90b01c97f58f53a5e56 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2a4fc7c0e6e59fb8fe9e432df9825633 = $(`<div id="html_2a4fc7c0e6e59fb8fe9e432df9825633" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_fed5d373e63ed81520c9d5e5f5392bb7.setContent(html_2a4fc7c0e6e59fb8fe9e432df9825633);\n", + " var html_970844aac49c01d26537e61549735f1d = $(`<div id="html_970844aac49c01d26537e61549735f1d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_10e57651a480d90b01c97f58f53a5e56.setContent(html_970844aac49c01d26537e61549735f1d);\n", " \n", " \n", "\n", - " circle_marker_9560f7c198b636145fdd64fbd3d55bca.bindPopup(popup_fed5d373e63ed81520c9d5e5f5392bb7)\n", + " circle_marker_98e0e877a23614386bbae5e1926380f4.bindPopup(popup_10e57651a480d90b01c97f58f53a5e56)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0192682e444ecd354152dc72a6103ad2 = L.circleMarker(\n", + " var circle_marker_64dcf85b8124ddff6fcd8a88f10ce235 = L.circleMarker(\n", " [37.76530111041392, -122.40775071665323],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d144ba59cf7a3ffd36cb46ab5a262b9c = L.popup({"maxWidth": "100%"});\n", + " var popup_37ac28ea1ea81969ef1f596506fb4b69 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5f8c79e718fb355af95fd8479be626a2 = $(`<div id="html_5f8c79e718fb355af95fd8479be626a2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d144ba59cf7a3ffd36cb46ab5a262b9c.setContent(html_5f8c79e718fb355af95fd8479be626a2);\n", + " var html_433b57c1528dc4bc1872d0032833b8a7 = $(`<div id="html_433b57c1528dc4bc1872d0032833b8a7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_37ac28ea1ea81969ef1f596506fb4b69.setContent(html_433b57c1528dc4bc1872d0032833b8a7);\n", " \n", " \n", "\n", - " circle_marker_0192682e444ecd354152dc72a6103ad2.bindPopup(popup_d144ba59cf7a3ffd36cb46ab5a262b9c)\n", + " circle_marker_64dcf85b8124ddff6fcd8a88f10ce235.bindPopup(popup_37ac28ea1ea81969ef1f596506fb4b69)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e9577793ee8a962bc2411ba505fb2a3b = L.circleMarker(\n", + " var circle_marker_842b8c5352e9d882737e9a06c7f0ba23 = L.circleMarker(\n", " [37.7351770739924, -122.42220382143077],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5498e35ebd69fc4c2e8241abedede606 = L.popup({"maxWidth": "100%"});\n", + " var popup_6012d40411aa5f3f09c3a7383b2bc4ec = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_407a4601e0558e04ce4e63cc78ffbebf = $(`<div id="html_407a4601e0558e04ce4e63cc78ffbebf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5498e35ebd69fc4c2e8241abedede606.setContent(html_407a4601e0558e04ce4e63cc78ffbebf);\n", + " var html_b85c2ff96e4bddcf31fedce00fa0e1af = $(`<div id="html_b85c2ff96e4bddcf31fedce00fa0e1af" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6012d40411aa5f3f09c3a7383b2bc4ec.setContent(html_b85c2ff96e4bddcf31fedce00fa0e1af);\n", " \n", " \n", "\n", - " circle_marker_e9577793ee8a962bc2411ba505fb2a3b.bindPopup(popup_5498e35ebd69fc4c2e8241abedede606)\n", + " circle_marker_842b8c5352e9d882737e9a06c7f0ba23.bindPopup(popup_6012d40411aa5f3f09c3a7383b2bc4ec)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8ba018557b83b4427c40542b5ecbba2d = L.circleMarker(\n", + " var circle_marker_dcfedefdda57265bad924296dad39f4e = L.circleMarker(\n", " [37.761747153832005, -122.4099039982627],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_78c0ef62badc365debe95c6d88b09c64 = L.popup({"maxWidth": "100%"});\n", + " var popup_26a827b74204b979c00ad12450096848 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7443910c6ac5d4e9ac6cf6697c10211b = $(`<div id="html_7443910c6ac5d4e9ac6cf6697c10211b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_78c0ef62badc365debe95c6d88b09c64.setContent(html_7443910c6ac5d4e9ac6cf6697c10211b);\n", + " var html_9e13783029aad4def6e97a3fb30e6586 = $(`<div id="html_9e13783029aad4def6e97a3fb30e6586" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_26a827b74204b979c00ad12450096848.setContent(html_9e13783029aad4def6e97a3fb30e6586);\n", " \n", " \n", "\n", - " circle_marker_8ba018557b83b4427c40542b5ecbba2d.bindPopup(popup_78c0ef62badc365debe95c6d88b09c64)\n", + " circle_marker_dcfedefdda57265bad924296dad39f4e.bindPopup(popup_26a827b74204b979c00ad12450096848)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c80666caa1aa61a70dec3eee0fb924dc = L.circleMarker(\n", + " var circle_marker_c4cd55e75f9058243abd82cadf20a48a = L.circleMarker(\n", " [37.744531940576856, -122.42161560269948],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_81b743272d4d6563a4961159ecb54062 = L.popup({"maxWidth": "100%"});\n", + " var popup_a419ba8096a5d26830e3d32ee543b439 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7f6679213ba3811be2bb2708ea80e448 = $(`<div id="html_7f6679213ba3811be2bb2708ea80e448" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_81b743272d4d6563a4961159ecb54062.setContent(html_7f6679213ba3811be2bb2708ea80e448);\n", + " var html_65bb7172ac8a6bbd4f087eb9bdb5d094 = $(`<div id="html_65bb7172ac8a6bbd4f087eb9bdb5d094" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a419ba8096a5d26830e3d32ee543b439.setContent(html_65bb7172ac8a6bbd4f087eb9bdb5d094);\n", " \n", " \n", "\n", - " circle_marker_c80666caa1aa61a70dec3eee0fb924dc.bindPopup(popup_81b743272d4d6563a4961159ecb54062)\n", + " circle_marker_c4cd55e75f9058243abd82cadf20a48a.bindPopup(popup_a419ba8096a5d26830e3d32ee543b439)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2e1234944dac0b61a4dfcf9e5fc5f9e5 = L.circleMarker(\n", + " var circle_marker_127e59ae1f4541fa0d9d291e4c76cac6 = L.circleMarker(\n", " [37.75719450024423, -122.41901248673905],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_da2298516a82685dced64e30ca819719 = L.popup({"maxWidth": "100%"});\n", + " var popup_165a8dffa6f3a9af99804a6ba8cef251 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a5d300b78e640481816a9fc02257bb06 = $(`<div id="html_a5d300b78e640481816a9fc02257bb06" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_da2298516a82685dced64e30ca819719.setContent(html_a5d300b78e640481816a9fc02257bb06);\n", + " var html_7c2f3e46eb784b7bb5892f94355272a2 = $(`<div id="html_7c2f3e46eb784b7bb5892f94355272a2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_165a8dffa6f3a9af99804a6ba8cef251.setContent(html_7c2f3e46eb784b7bb5892f94355272a2);\n", " \n", " \n", "\n", - " circle_marker_2e1234944dac0b61a4dfcf9e5fc5f9e5.bindPopup(popup_da2298516a82685dced64e30ca819719)\n", + " circle_marker_127e59ae1f4541fa0d9d291e4c76cac6.bindPopup(popup_165a8dffa6f3a9af99804a6ba8cef251)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4c040d40b880122c541addc0a0f83cbc = L.circleMarker(\n", + " var circle_marker_381ae396adf528d39811a8deb31515dc = L.circleMarker(\n", " [37.73743562493618, -122.42250059810968],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_4477f07e1752623b9eadd666257a8617 = L.popup({"maxWidth": "100%"});\n", + " var popup_19022f16cdfce794c7e13e8aa03f7ef9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_73458408d93e05906a260a463c0db496 = $(`<div id="html_73458408d93e05906a260a463c0db496" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_4477f07e1752623b9eadd666257a8617.setContent(html_73458408d93e05906a260a463c0db496);\n", + " var html_bcc99d3cd6047e38fb4f571cb96ef43d = $(`<div id="html_bcc99d3cd6047e38fb4f571cb96ef43d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_19022f16cdfce794c7e13e8aa03f7ef9.setContent(html_bcc99d3cd6047e38fb4f571cb96ef43d);\n", " \n", " \n", "\n", - " circle_marker_4c040d40b880122c541addc0a0f83cbc.bindPopup(popup_4477f07e1752623b9eadd666257a8617)\n", + " circle_marker_381ae396adf528d39811a8deb31515dc.bindPopup(popup_19022f16cdfce794c7e13e8aa03f7ef9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_091db15b09d0d061fbe8800bc5d97221 = L.circleMarker(\n", + " var circle_marker_8cf067615c1cfdbb48f12f6ecad46fe3 = L.circleMarker(\n", " [37.74197743401586, -122.41709590262614],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_83cf7801df262ffdc98b2b0bcd0da2e2 = L.popup({"maxWidth": "100%"});\n", + " var popup_0f619b2c220023fd0cd0133d19a99621 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d18414d8716cef82c68920eadc451c56 = $(`<div id="html_d18414d8716cef82c68920eadc451c56" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_83cf7801df262ffdc98b2b0bcd0da2e2.setContent(html_d18414d8716cef82c68920eadc451c56);\n", + " var html_d7b5d61e3b7f662a1dd62c07f112902f = $(`<div id="html_d7b5d61e3b7f662a1dd62c07f112902f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0f619b2c220023fd0cd0133d19a99621.setContent(html_d7b5d61e3b7f662a1dd62c07f112902f);\n", " \n", " \n", "\n", - " circle_marker_091db15b09d0d061fbe8800bc5d97221.bindPopup(popup_83cf7801df262ffdc98b2b0bcd0da2e2)\n", + " circle_marker_8cf067615c1cfdbb48f12f6ecad46fe3.bindPopup(popup_0f619b2c220023fd0cd0133d19a99621)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b80a9e003e3eff5848865c0b625b5625 = L.circleMarker(\n", + " var circle_marker_f9eea5925e7ee3723a0c670a8415ca5b = L.circleMarker(\n", " [37.73969218205738, -122.40713168279156],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_51a753b0caf78ddee8ba0775e6b61998 = L.popup({"maxWidth": "100%"});\n", + " var popup_d16371dc9f581803c3c25d29d17201fe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8e8f0a04a58f8c42383f2eefff4b895e = $(`<div id="html_8e8f0a04a58f8c42383f2eefff4b895e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_51a753b0caf78ddee8ba0775e6b61998.setContent(html_8e8f0a04a58f8c42383f2eefff4b895e);\n", + " var html_1a5894aa0db11ef1a72a9866fa4e00d7 = $(`<div id="html_1a5894aa0db11ef1a72a9866fa4e00d7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d16371dc9f581803c3c25d29d17201fe.setContent(html_1a5894aa0db11ef1a72a9866fa4e00d7);\n", " \n", " \n", "\n", - " circle_marker_b80a9e003e3eff5848865c0b625b5625.bindPopup(popup_51a753b0caf78ddee8ba0775e6b61998)\n", + " circle_marker_f9eea5925e7ee3723a0c670a8415ca5b.bindPopup(popup_d16371dc9f581803c3c25d29d17201fe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_763ca220bccc13f815954f9173314d46 = L.circleMarker(\n", + " var circle_marker_ab1e7e30cd28b35cd5c8fd7caa41954c = L.circleMarker(\n", " [37.763831603122455, -122.41573893502441],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e4adb4e03da807f81c86b9774c75a4a6 = L.popup({"maxWidth": "100%"});\n", + " var popup_2bef904a84111cba71cce760eb41aed6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ececd2f200094e84c6a6e48170bde86e = $(`<div id="html_ececd2f200094e84c6a6e48170bde86e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e4adb4e03da807f81c86b9774c75a4a6.setContent(html_ececd2f200094e84c6a6e48170bde86e);\n", + " var html_83e9aecff3d0f2f02fcbc51486e374bd = $(`<div id="html_83e9aecff3d0f2f02fcbc51486e374bd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2bef904a84111cba71cce760eb41aed6.setContent(html_83e9aecff3d0f2f02fcbc51486e374bd);\n", " \n", " \n", "\n", - " circle_marker_763ca220bccc13f815954f9173314d46.bindPopup(popup_e4adb4e03da807f81c86b9774c75a4a6)\n", + " circle_marker_ab1e7e30cd28b35cd5c8fd7caa41954c.bindPopup(popup_2bef904a84111cba71cce760eb41aed6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a4cd07decc2f2e4b76610db1a3d1a338 = L.circleMarker(\n", + " var circle_marker_e820fe1329f3ec7231c38661c79ff4e3 = L.circleMarker(\n", " [37.761252927558274, -122.41237555483644],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_49bbf63c4db4ca75269b0ab93b10908c = L.popup({"maxWidth": "100%"});\n", + " var popup_38b8b332dc4117e096eba2f3d6498c73 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_688476f59ba64cdc857f73bed10a2bef = $(`<div id="html_688476f59ba64cdc857f73bed10a2bef" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_49bbf63c4db4ca75269b0ab93b10908c.setContent(html_688476f59ba64cdc857f73bed10a2bef);\n", + " var html_3ac2a021be0722b14f5edc143954a388 = $(`<div id="html_3ac2a021be0722b14f5edc143954a388" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_38b8b332dc4117e096eba2f3d6498c73.setContent(html_3ac2a021be0722b14f5edc143954a388);\n", " \n", " \n", "\n", - " circle_marker_a4cd07decc2f2e4b76610db1a3d1a338.bindPopup(popup_49bbf63c4db4ca75269b0ab93b10908c)\n", + " circle_marker_e820fe1329f3ec7231c38661c79ff4e3.bindPopup(popup_38b8b332dc4117e096eba2f3d6498c73)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0cb1f00880e07fe68d28d667cb402a5c = L.circleMarker(\n", + " var circle_marker_febe951b9231e3fee660e822049715c2 = L.circleMarker(\n", " [37.75726219498988, -122.40455000117886],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b99d9f497cc179c3086695cd2ac476fd = L.popup({"maxWidth": "100%"});\n", + " var popup_a43e0edfed4dfabba3b7234d77c9e5c1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_202bd773fae294139128f35c023bbb32 = $(`<div id="html_202bd773fae294139128f35c023bbb32" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b99d9f497cc179c3086695cd2ac476fd.setContent(html_202bd773fae294139128f35c023bbb32);\n", + " var html_d9a7e01dc03e68533cd1ba4b4c5e68b4 = $(`<div id="html_d9a7e01dc03e68533cd1ba4b4c5e68b4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a43e0edfed4dfabba3b7234d77c9e5c1.setContent(html_d9a7e01dc03e68533cd1ba4b4c5e68b4);\n", " \n", " \n", "\n", - " circle_marker_0cb1f00880e07fe68d28d667cb402a5c.bindPopup(popup_b99d9f497cc179c3086695cd2ac476fd)\n", + " circle_marker_febe951b9231e3fee660e822049715c2.bindPopup(popup_a43e0edfed4dfabba3b7234d77c9e5c1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8a39f28ccaf700ad97375c50f832fd4d = L.circleMarker(\n", + " var circle_marker_c6d94c145e4c2527fed31ccf8855a4ea = L.circleMarker(\n", " [37.76470088472506, -122.41069965976091],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b0fe059eb440125b8774341fbdb0f421 = L.popup({"maxWidth": "100%"});\n", + " var popup_03e8b65f8bc7561a0dbc114d3d0dc78b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2d18c15b9433b46285dc67c7363c6936 = $(`<div id="html_2d18c15b9433b46285dc67c7363c6936" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b0fe059eb440125b8774341fbdb0f421.setContent(html_2d18c15b9433b46285dc67c7363c6936);\n", + " var html_e93c83f61d63e08c35de8a39865a0477 = $(`<div id="html_e93c83f61d63e08c35de8a39865a0477" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_03e8b65f8bc7561a0dbc114d3d0dc78b.setContent(html_e93c83f61d63e08c35de8a39865a0477);\n", " \n", " \n", "\n", - " circle_marker_8a39f28ccaf700ad97375c50f832fd4d.bindPopup(popup_b0fe059eb440125b8774341fbdb0f421)\n", + " circle_marker_c6d94c145e4c2527fed31ccf8855a4ea.bindPopup(popup_03e8b65f8bc7561a0dbc114d3d0dc78b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_986590fb385e0169a630ee79b68eae5b = L.circleMarker(\n", + " var circle_marker_6ebbc984add5e7ffb58253633456749c = L.circleMarker(\n", " [37.752239826552106, -122.42522276992155],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_760037cf9c9698518488115662d178f6 = L.popup({"maxWidth": "100%"});\n", + " var popup_c001a15aacc5da60914e2b7b2369de24 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fbeb8891ff5e1f473ab9eec8cab0e308 = $(`<div id="html_fbeb8891ff5e1f473ab9eec8cab0e308" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_760037cf9c9698518488115662d178f6.setContent(html_fbeb8891ff5e1f473ab9eec8cab0e308);\n", + " var html_e962126beace84af6c60dbb4a8e1ced1 = $(`<div id="html_e962126beace84af6c60dbb4a8e1ced1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c001a15aacc5da60914e2b7b2369de24.setContent(html_e962126beace84af6c60dbb4a8e1ced1);\n", " \n", " \n", "\n", - " circle_marker_986590fb385e0169a630ee79b68eae5b.bindPopup(popup_760037cf9c9698518488115662d178f6)\n", + " circle_marker_6ebbc984add5e7ffb58253633456749c.bindPopup(popup_c001a15aacc5da60914e2b7b2369de24)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_07a7627e8b0a274b9abcd9bc40df2ae1 = L.circleMarker(\n", + " var circle_marker_48ff4c43f73831db278cca3e83433b8a = L.circleMarker(\n", " [37.7622151757651, -122.41879495724017],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_00c5c2593d26a29ebebe3457e24c3b7a = L.popup({"maxWidth": "100%"});\n", + " var popup_736e9408b98264ddebea5799f4c17caf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e195f39be0dcf13cf84570d5213d873a = $(`<div id="html_e195f39be0dcf13cf84570d5213d873a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_00c5c2593d26a29ebebe3457e24c3b7a.setContent(html_e195f39be0dcf13cf84570d5213d873a);\n", + " var html_0ed707de0448f5928a99eb61615cacd4 = $(`<div id="html_0ed707de0448f5928a99eb61615cacd4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_736e9408b98264ddebea5799f4c17caf.setContent(html_0ed707de0448f5928a99eb61615cacd4);\n", " \n", " \n", "\n", - " circle_marker_07a7627e8b0a274b9abcd9bc40df2ae1.bindPopup(popup_00c5c2593d26a29ebebe3457e24c3b7a)\n", + " circle_marker_48ff4c43f73831db278cca3e83433b8a.bindPopup(popup_736e9408b98264ddebea5799f4c17caf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_00d666fb1e65bab9be25dc489705b9c3 = L.circleMarker(\n", + " var circle_marker_6e7d8b146946ee15c74f4b7a6b5cad34 = L.circleMarker(\n", " [37.750279714112374, -122.40384503936752],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0499818253b5fe5ec7f75055d219598a = L.popup({"maxWidth": "100%"});\n", + " var popup_3acda9c77bfd502cf5e0a8f95747d0b6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_50a1dcddfb8bb0b497fee43a08a68930 = $(`<div id="html_50a1dcddfb8bb0b497fee43a08a68930" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0499818253b5fe5ec7f75055d219598a.setContent(html_50a1dcddfb8bb0b497fee43a08a68930);\n", + " var html_ec0b13f3a64ee0600770cec98560157f = $(`<div id="html_ec0b13f3a64ee0600770cec98560157f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3acda9c77bfd502cf5e0a8f95747d0b6.setContent(html_ec0b13f3a64ee0600770cec98560157f);\n", " \n", " \n", "\n", - " circle_marker_00d666fb1e65bab9be25dc489705b9c3.bindPopup(popup_0499818253b5fe5ec7f75055d219598a)\n", + " circle_marker_6e7d8b146946ee15c74f4b7a6b5cad34.bindPopup(popup_3acda9c77bfd502cf5e0a8f95747d0b6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_981fa7af0861f85cbba358973e440e8c = L.circleMarker(\n", + " var circle_marker_4cf0051d26aa09f5bfa7e33c97220579 = L.circleMarker(\n", " [37.75183270738175, -122.42155460884847],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c357d51b17526076cd6ef0806c6d90af = L.popup({"maxWidth": "100%"});\n", + " var popup_0d81a7b8ac748bad6705e3e65586982c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_63e1377be39779bb605fb4fb28fdcc60 = $(`<div id="html_63e1377be39779bb605fb4fb28fdcc60" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c357d51b17526076cd6ef0806c6d90af.setContent(html_63e1377be39779bb605fb4fb28fdcc60);\n", + " var html_49635d023505a5dc1e40175dd2591d0d = $(`<div id="html_49635d023505a5dc1e40175dd2591d0d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0d81a7b8ac748bad6705e3e65586982c.setContent(html_49635d023505a5dc1e40175dd2591d0d);\n", " \n", " \n", "\n", - " circle_marker_981fa7af0861f85cbba358973e440e8c.bindPopup(popup_c357d51b17526076cd6ef0806c6d90af)\n", + " circle_marker_4cf0051d26aa09f5bfa7e33c97220579.bindPopup(popup_0d81a7b8ac748bad6705e3e65586982c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_06f16583ea4b133bae26e321fe646c84 = L.circleMarker(\n", + " var circle_marker_dedc99745286896e26820de0ab9cbe16 = L.circleMarker(\n", " [37.74547980362818, -122.40566037184043],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f798fbce4a3283322fd0fca145717bb6 = L.popup({"maxWidth": "100%"});\n", + " var popup_dc48f599bc7a9ff77db333659b743083 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7ad675ca52265179c87af8707e2e1c90 = $(`<div id="html_7ad675ca52265179c87af8707e2e1c90" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f798fbce4a3283322fd0fca145717bb6.setContent(html_7ad675ca52265179c87af8707e2e1c90);\n", + " var html_ffd87ae53834001a73eb92dce78c1c6c = $(`<div id="html_ffd87ae53834001a73eb92dce78c1c6c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_dc48f599bc7a9ff77db333659b743083.setContent(html_ffd87ae53834001a73eb92dce78c1c6c);\n", " \n", " \n", "\n", - " circle_marker_06f16583ea4b133bae26e321fe646c84.bindPopup(popup_f798fbce4a3283322fd0fca145717bb6)\n", + " circle_marker_dedc99745286896e26820de0ab9cbe16.bindPopup(popup_dc48f599bc7a9ff77db333659b743083)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a2c8fdb832d6c99713daa7ce20d74b9d = L.circleMarker(\n", + " var circle_marker_3a588f654a0f287da4702c32a2b8d39e = L.circleMarker(\n", " [37.74085356398497, -122.41446908756086],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c8e9b69534dd9b97493d396a52236ec4 = L.popup({"maxWidth": "100%"});\n", + " var popup_93a90ee986bb26e5d23f7df48d1f8545 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_69b9b26d0de4bcd4f2ad529e93d4899b = $(`<div id="html_69b9b26d0de4bcd4f2ad529e93d4899b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c8e9b69534dd9b97493d396a52236ec4.setContent(html_69b9b26d0de4bcd4f2ad529e93d4899b);\n", + " var html_b01b08872be409d4f443d6546d2de075 = $(`<div id="html_b01b08872be409d4f443d6546d2de075" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_93a90ee986bb26e5d23f7df48d1f8545.setContent(html_b01b08872be409d4f443d6546d2de075);\n", " \n", " \n", "\n", - " circle_marker_a2c8fdb832d6c99713daa7ce20d74b9d.bindPopup(popup_c8e9b69534dd9b97493d396a52236ec4)\n", + " circle_marker_3a588f654a0f287da4702c32a2b8d39e.bindPopup(popup_93a90ee986bb26e5d23f7df48d1f8545)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_eb9e572f5f9a1717fe4d6d16779bddcd = L.circleMarker(\n", + " var circle_marker_acbd1e8f220db7e2279c5d8db88484a9 = L.circleMarker(\n", " [37.745307885159676, -122.41693866931666],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ad688c11ebd66ab1a1b5690587193e81 = L.popup({"maxWidth": "100%"});\n", + " var popup_da580f834ce9866f6f78d6a01028d0df = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6eb1f9829ec73dab178869dd40d5c652 = $(`<div id="html_6eb1f9829ec73dab178869dd40d5c652" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ad688c11ebd66ab1a1b5690587193e81.setContent(html_6eb1f9829ec73dab178869dd40d5c652);\n", + " var html_22c3ad74105c42cbb8f6f734a5a7f235 = $(`<div id="html_22c3ad74105c42cbb8f6f734a5a7f235" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_da580f834ce9866f6f78d6a01028d0df.setContent(html_22c3ad74105c42cbb8f6f734a5a7f235);\n", " \n", " \n", "\n", - " circle_marker_eb9e572f5f9a1717fe4d6d16779bddcd.bindPopup(popup_ad688c11ebd66ab1a1b5690587193e81)\n", + " circle_marker_acbd1e8f220db7e2279c5d8db88484a9.bindPopup(popup_da580f834ce9866f6f78d6a01028d0df)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8458bdf6fafd531b5f000ba87208c220 = L.circleMarker(\n", + " var circle_marker_f9275d058376e8d462f90e805c66fd36 = L.circleMarker(\n", " [37.74887491191325, -122.42222954548635],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c4610892fcde182121fe408af96d457c = L.popup({"maxWidth": "100%"});\n", + " var popup_d92b265d62acd03205d168fb0f9320fe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_556b43778de587547e18572811fc93fb = $(`<div id="html_556b43778de587547e18572811fc93fb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c4610892fcde182121fe408af96d457c.setContent(html_556b43778de587547e18572811fc93fb);\n", + " var html_84c51fc2cf0ef4103452930983369518 = $(`<div id="html_84c51fc2cf0ef4103452930983369518" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d92b265d62acd03205d168fb0f9320fe.setContent(html_84c51fc2cf0ef4103452930983369518);\n", " \n", " \n", "\n", - " circle_marker_8458bdf6fafd531b5f000ba87208c220.bindPopup(popup_c4610892fcde182121fe408af96d457c)\n", + " circle_marker_f9275d058376e8d462f90e805c66fd36.bindPopup(popup_d92b265d62acd03205d168fb0f9320fe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_22562cacaf9ca0e0905596daa36d4d4f = L.circleMarker(\n", + " var circle_marker_f32e57b4a22eb46d4798128136d134d9 = L.circleMarker(\n", " [37.74432569801819, -122.42064590761126],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f82e98a17af8a262ea0cf0f634a4b937 = L.popup({"maxWidth": "100%"});\n", + " var popup_880f38a653d6baedb83eeec7df4843bc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_27030b94efe1f71e132d680e1f51e30a = $(`<div id="html_27030b94efe1f71e132d680e1f51e30a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f82e98a17af8a262ea0cf0f634a4b937.setContent(html_27030b94efe1f71e132d680e1f51e30a);\n", + " var html_7af34e5235278df0b77d0d484303b7cc = $(`<div id="html_7af34e5235278df0b77d0d484303b7cc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_880f38a653d6baedb83eeec7df4843bc.setContent(html_7af34e5235278df0b77d0d484303b7cc);\n", " \n", " \n", "\n", - " circle_marker_22562cacaf9ca0e0905596daa36d4d4f.bindPopup(popup_f82e98a17af8a262ea0cf0f634a4b937)\n", + " circle_marker_f32e57b4a22eb46d4798128136d134d9.bindPopup(popup_880f38a653d6baedb83eeec7df4843bc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1599cbb585cc2887378303173c3ced55 = L.circleMarker(\n", + " var circle_marker_79927143c46e20da57b386dbe8c35986 = L.circleMarker(\n", " [37.75725637834527, -122.41516185537776],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6afbe50ad203ac9349e7e788604cb62a = L.popup({"maxWidth": "100%"});\n", + " var popup_2c91f2829429c8ec322bc48c74d4c8b3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_89f7da461a117cb96ab0e7d5d3d8776b = $(`<div id="html_89f7da461a117cb96ab0e7d5d3d8776b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6afbe50ad203ac9349e7e788604cb62a.setContent(html_89f7da461a117cb96ab0e7d5d3d8776b);\n", + " var html_68b5b7ed61d53f8472ad4fe549470f69 = $(`<div id="html_68b5b7ed61d53f8472ad4fe549470f69" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2c91f2829429c8ec322bc48c74d4c8b3.setContent(html_68b5b7ed61d53f8472ad4fe549470f69);\n", " \n", " \n", "\n", - " circle_marker_1599cbb585cc2887378303173c3ced55.bindPopup(popup_6afbe50ad203ac9349e7e788604cb62a)\n", + " circle_marker_79927143c46e20da57b386dbe8c35986.bindPopup(popup_2c91f2829429c8ec322bc48c74d4c8b3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c0d215883fe896f60dbd66635e4c42d5 = L.circleMarker(\n", + " var circle_marker_1979786533d69edb83f75f296edf5652 = L.circleMarker(\n", " [37.76320058943922, -122.42005488320424],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_391761851b1839f309b90a2d66f6eac1 = L.popup({"maxWidth": "100%"});\n", + " var popup_9efeaa915ec1637a6e05416d755097dc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4019a12cc240e71a51ad038f2ef06deb = $(`<div id="html_4019a12cc240e71a51ad038f2ef06deb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_391761851b1839f309b90a2d66f6eac1.setContent(html_4019a12cc240e71a51ad038f2ef06deb);\n", + " var html_2424bca116b4bea56e7882686708dbd1 = $(`<div id="html_2424bca116b4bea56e7882686708dbd1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_9efeaa915ec1637a6e05416d755097dc.setContent(html_2424bca116b4bea56e7882686708dbd1);\n", " \n", " \n", "\n", - " circle_marker_c0d215883fe896f60dbd66635e4c42d5.bindPopup(popup_391761851b1839f309b90a2d66f6eac1)\n", + " circle_marker_1979786533d69edb83f75f296edf5652.bindPopup(popup_9efeaa915ec1637a6e05416d755097dc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_99c5dc237905ef3598582384cbbc4d03 = L.circleMarker(\n", + " var circle_marker_dbe2b9eca1fa83d9825f6b5b8ae897f8 = L.circleMarker(\n", " [37.74682924903755, -122.42209591165009],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1e325222ae227998536125fe39435e85 = L.popup({"maxWidth": "100%"});\n", + " var popup_2605a6e3024cd3af3d8449a20390ea6b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2402f74b214a099d91bc9db7e8f58ded = $(`<div id="html_2402f74b214a099d91bc9db7e8f58ded" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1e325222ae227998536125fe39435e85.setContent(html_2402f74b214a099d91bc9db7e8f58ded);\n", + " var html_8b3a87530b6b011198f907bef2b2b4aa = $(`<div id="html_8b3a87530b6b011198f907bef2b2b4aa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2605a6e3024cd3af3d8449a20390ea6b.setContent(html_8b3a87530b6b011198f907bef2b2b4aa);\n", " \n", " \n", "\n", - " circle_marker_99c5dc237905ef3598582384cbbc4d03.bindPopup(popup_1e325222ae227998536125fe39435e85)\n", + " circle_marker_dbe2b9eca1fa83d9825f6b5b8ae897f8.bindPopup(popup_2605a6e3024cd3af3d8449a20390ea6b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7314841d2029c03347dcfa1fc2e6e88f = L.circleMarker(\n", + " var circle_marker_9a0e398040ab183c064a0da8cc340d84 = L.circleMarker(\n", " [37.754856259950174, -122.40966406763532],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1aae1a240a0d95732fe54e2ecddff520 = L.popup({"maxWidth": "100%"});\n", + " var popup_f7c8aa5a71b62e64e0ec9c99d037e2ea = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_204081500f14b700df07638bec918826 = $(`<div id="html_204081500f14b700df07638bec918826" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1aae1a240a0d95732fe54e2ecddff520.setContent(html_204081500f14b700df07638bec918826);\n", + " var html_b2c9f86ab29ba310b890d77205601efe = $(`<div id="html_b2c9f86ab29ba310b890d77205601efe" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f7c8aa5a71b62e64e0ec9c99d037e2ea.setContent(html_b2c9f86ab29ba310b890d77205601efe);\n", " \n", " \n", "\n", - " circle_marker_7314841d2029c03347dcfa1fc2e6e88f.bindPopup(popup_1aae1a240a0d95732fe54e2ecddff520)\n", + " circle_marker_9a0e398040ab183c064a0da8cc340d84.bindPopup(popup_f7c8aa5a71b62e64e0ec9c99d037e2ea)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_afecba12fcd3114a1973a68443b8d3f0 = L.circleMarker(\n", + " var circle_marker_6f1f49ae846467af4046bac0b7804205 = L.circleMarker(\n", " [37.75588417673643, -122.41267234354358],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7e1aa047a93fe57ce1c1b302be28433d = L.popup({"maxWidth": "100%"});\n", + " var popup_1acd39db2ae5a9d756ad5d125ee6bb85 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_269151594a591832c40c0f3daba4323d = $(`<div id="html_269151594a591832c40c0f3daba4323d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7e1aa047a93fe57ce1c1b302be28433d.setContent(html_269151594a591832c40c0f3daba4323d);\n", + " var html_9dbc16b587c8cc5ee23a4a6c33cc8c90 = $(`<div id="html_9dbc16b587c8cc5ee23a4a6c33cc8c90" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1acd39db2ae5a9d756ad5d125ee6bb85.setContent(html_9dbc16b587c8cc5ee23a4a6c33cc8c90);\n", " \n", " \n", "\n", - " circle_marker_afecba12fcd3114a1973a68443b8d3f0.bindPopup(popup_7e1aa047a93fe57ce1c1b302be28433d)\n", + " circle_marker_6f1f49ae846467af4046bac0b7804205.bindPopup(popup_1acd39db2ae5a9d756ad5d125ee6bb85)\n", " ;\n", "\n", " \n", " \n", " \n", - 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" circle_marker_d2ea03e4112c15b282f9bfa36054f8c5.bindPopup(popup_3efc7efb4c77655c6b297ca8f96f6ab9)\n", + " circle_marker_d5385f609bbf661e5a6c1afef1f5d290.bindPopup(popup_a76a24010d77a70a300e7816e72b18f6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bb176a16a1595a869db6b8dd25ce3eea = L.circleMarker(\n", + " var circle_marker_b02236dee7ec080b63c65f0ae2cfb85f = L.circleMarker(\n", " [37.761662032164296, -122.41129594712292],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c348244a205f6388dcf933f87efac942 = L.popup({"maxWidth": "100%"});\n", + " var popup_0054e79b4ff4213b6c703ab6ebb93144 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c9393aabcb785da856069d9ab439bd2c = $(`<div id="html_c9393aabcb785da856069d9ab439bd2c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c348244a205f6388dcf933f87efac942.setContent(html_c9393aabcb785da856069d9ab439bd2c);\n", + " var html_310c807bc4cb228bbe94e99821a69b03 = $(`<div id="html_310c807bc4cb228bbe94e99821a69b03" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0054e79b4ff4213b6c703ab6ebb93144.setContent(html_310c807bc4cb228bbe94e99821a69b03);\n", " \n", " \n", "\n", - " circle_marker_bb176a16a1595a869db6b8dd25ce3eea.bindPopup(popup_c348244a205f6388dcf933f87efac942)\n", + " circle_marker_b02236dee7ec080b63c65f0ae2cfb85f.bindPopup(popup_0054e79b4ff4213b6c703ab6ebb93144)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4a3c5f308e69d718bfa95bed071a1613 = L.circleMarker(\n", + " var circle_marker_af7b87463bdfa874eb9bb951cca7769f = L.circleMarker(\n", " [37.741231897645584, -122.41468376365637],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_31cd19059329670afa647db2dbbc08e3 = L.popup({"maxWidth": "100%"});\n", + " var popup_a44e0061cb5212c9a3b66df28a6032c4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_483cc671b933875d2f9788f73bfe2af8 = $(`<div id="html_483cc671b933875d2f9788f73bfe2af8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_31cd19059329670afa647db2dbbc08e3.setContent(html_483cc671b933875d2f9788f73bfe2af8);\n", + " var html_bfc0847f9a598cdd6993b2637c683241 = $(`<div id="html_bfc0847f9a598cdd6993b2637c683241" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a44e0061cb5212c9a3b66df28a6032c4.setContent(html_bfc0847f9a598cdd6993b2637c683241);\n", " \n", " \n", "\n", - " circle_marker_4a3c5f308e69d718bfa95bed071a1613.bindPopup(popup_31cd19059329670afa647db2dbbc08e3)\n", + " circle_marker_af7b87463bdfa874eb9bb951cca7769f.bindPopup(popup_a44e0061cb5212c9a3b66df28a6032c4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a4e1a6674f5c392c407c7dd563579187 = L.circleMarker(\n", + " var circle_marker_f907b6cb6dc600cb9ad02388271fccc0 = L.circleMarker(\n", " [37.7631304733426, -122.41501959094464],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a10a01f69a645c7403da2126cabf7e08 = L.popup({"maxWidth": "100%"});\n", + " var popup_00c44b9925462c71604dc8e330afe480 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f71791ef281354129cc7a754d856e6d7 = $(`<div id="html_f71791ef281354129cc7a754d856e6d7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a10a01f69a645c7403da2126cabf7e08.setContent(html_f71791ef281354129cc7a754d856e6d7);\n", + " var html_780444ad6f8722d3038f2c0636e5699b = $(`<div id="html_780444ad6f8722d3038f2c0636e5699b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_00c44b9925462c71604dc8e330afe480.setContent(html_780444ad6f8722d3038f2c0636e5699b);\n", " \n", " \n", "\n", - " circle_marker_a4e1a6674f5c392c407c7dd563579187.bindPopup(popup_a10a01f69a645c7403da2126cabf7e08)\n", + " circle_marker_f907b6cb6dc600cb9ad02388271fccc0.bindPopup(popup_00c44b9925462c71604dc8e330afe480)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f5d609da0ea90ae1213e20b100de269a = L.circleMarker(\n", + " var circle_marker_254040c93b1531aa5f79db8d5de4a300 = L.circleMarker(\n", " [37.74110751909093, -122.41267626306029],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d019ea2a3ec15181a568078690e7b2ee = L.popup({"maxWidth": "100%"});\n", + " var popup_66be3fafb31fc819d69cadff38e6fa35 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8e177815af56f293cf38e3fc5b186f75 = $(`<div id="html_8e177815af56f293cf38e3fc5b186f75" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d019ea2a3ec15181a568078690e7b2ee.setContent(html_8e177815af56f293cf38e3fc5b186f75);\n", + " var html_6d19a492ee7b6e8a1f5843217f571c21 = $(`<div id="html_6d19a492ee7b6e8a1f5843217f571c21" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_66be3fafb31fc819d69cadff38e6fa35.setContent(html_6d19a492ee7b6e8a1f5843217f571c21);\n", " \n", " \n", "\n", - " circle_marker_f5d609da0ea90ae1213e20b100de269a.bindPopup(popup_d019ea2a3ec15181a568078690e7b2ee)\n", + " circle_marker_254040c93b1531aa5f79db8d5de4a300.bindPopup(popup_66be3fafb31fc819d69cadff38e6fa35)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f5604a8c42fb8158a2eb23cb93755ad0 = L.circleMarker(\n", + " var circle_marker_688e4fbfb8964fd5b8a45b3390858d9b = L.circleMarker(\n", " [37.735512604334986, -122.4232176302866],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b7488d23ea2efcde993b1ac21c0091ad = L.popup({"maxWidth": "100%"});\n", + " var popup_e5c7ab06be9675762b6684025d4d3020 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3e47e0b220fff2463ac026fdb328a437 = $(`<div id="html_3e47e0b220fff2463ac026fdb328a437" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b7488d23ea2efcde993b1ac21c0091ad.setContent(html_3e47e0b220fff2463ac026fdb328a437);\n", + " var html_6b41a3d8f81a3a000ffd5c280e257829 = $(`<div id="html_6b41a3d8f81a3a000ffd5c280e257829" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e5c7ab06be9675762b6684025d4d3020.setContent(html_6b41a3d8f81a3a000ffd5c280e257829);\n", " \n", " \n", "\n", - " circle_marker_f5604a8c42fb8158a2eb23cb93755ad0.bindPopup(popup_b7488d23ea2efcde993b1ac21c0091ad)\n", + " circle_marker_688e4fbfb8964fd5b8a45b3390858d9b.bindPopup(popup_e5c7ab06be9675762b6684025d4d3020)\n", " ;\n", "\n", " \n", @@ -4683,7 +4684,7 @@ "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "execution_count": 7, @@ -4729,8 +4730,8 @@ "id": "f5020f6b", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:45.726125Z", - "start_time": "2022-11-11T17:42:45.721488Z" + "end_time": "2022-12-29T02:20:29.449710Z", + "start_time": "2022-12-29T02:20:29.445421Z" } }, "outputs": [], @@ -4764,8 +4765,8 @@ "id": "da9e9d63", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:45.972526Z", - "start_time": "2022-11-11T17:42:45.729871Z" + "end_time": "2022-12-29T02:20:29.628221Z", + "start_time": "2022-12-29T02:20:29.452355Z" } }, "outputs": [ @@ -4785,41 +4786,42 @@ " \n", " <style>html, body {width: 100%;height: 100%;margin: 0;padding: 0;}</style>\n", " <style>#map {position:absolute;top:0;bottom:0;right:0;left:0;}</style>\n", - " <script src="https://cdn.jsdelivr.net/npm/leaflet@1.6.0/dist/leaflet.js"></script>\n", + " <script src="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.js"></script>\n", " <script src="https://code.jquery.com/jquery-1.12.4.min.js"></script>\n", - " <script src="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/js/bootstrap.min.js"></script>\n", + " <script src="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/js/bootstrap.bundle.min.js"></script>\n", " <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@1.6.0/dist/leaflet.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/css/bootstrap-theme.min.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/font-awesome/4.6.3/css/font-awesome.min.css"/>\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://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", " \n", " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_f5b55e11d7de450a2717fd2ae2581cf6 {\n", + " #map_091adcbc3828fc0ee3c51630ee4b8446 {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", " left: 0.0%;\n", " top: 0.0%;\n", " }\n", + " .leaflet-container { font-size: 1rem; }\n", " </style>\n", " \n", "</head>\n", "<body>\n", " \n", " \n", - " <div class="folium-map" id="map_f5b55e11d7de450a2717fd2ae2581cf6" ></div>\n", + " <div class="folium-map" id="map_091adcbc3828fc0ee3c51630ee4b8446" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_f5b55e11d7de450a2717fd2ae2581cf6 = L.map(\n", - " "map_f5b55e11d7de450a2717fd2ae2581cf6",\n", + " var map_091adcbc3828fc0ee3c51630ee4b8446 = L.map(\n", + " "map_091adcbc3828fc0ee3c51630ee4b8446",\n", " {\n", " center: [37.748273, -122.410558],\n", " crs: L.CRS.EPSG3857,\n", @@ -4833,4453 +4835,4453 @@ "\n", " \n", " \n", - " var tile_layer_7533024b562aab67f851e288a788105a = L.tileLayer(\n", + " var tile_layer_e69001c34975b93fa0f6993b8332d8f5 = L.tileLayer(\n", " "https://cartodb-basemaps-{s}.global.ssl.fastly.net/light_all/{z}/{x}/{y}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"http://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"http://cartodb.com/attributions\\"\\u003eCartoDB\\u003c/a\\u003e, CartoDB \\u003ca href =\\"http://cartodb.com/attributions\\"\\u003eattributions\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 18, "maxZoom": 18, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", - " ).addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " {"attribution": "\\u0026copy; \\u003ca target=\\"_blank\\" href=\\"http://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca target=\\"_blank\\" href=\\"http://cartodb.com/attributions\\"\\u003eCartoDB\\u003c/a\\u003e, CartoDB \\u003ca target=\\"_blank\\" href =\\"http://cartodb.com/attributions\\"\\u003eattributions\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 18, "maxZoom": 18, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " ).addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\n", " \n", " \n", - " function geo_json_0c599ea754a21e8cbfbcb7117db51c7d_styler(feature) {\n", + " function geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_styler(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"color": "darksalmon", "fillColor": "darksalmon"};\n", " }\n", " }\n", "\n", - " function geo_json_0c599ea754a21e8cbfbcb7117db51c7d_onEachFeature(feature, layer) {\n", + " function geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_onEachFeature(feature, layer) {\n", " layer.on({\n", " });\n", " };\n", - " var geo_json_0c599ea754a21e8cbfbcb7117db51c7d = L.geoJson(null, {\n", - " onEachFeature: geo_json_0c599ea754a21e8cbfbcb7117db51c7d_onEachFeature,\n", + " var geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc = L.geoJson(null, {\n", + " onEachFeature: geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_onEachFeature,\n", " \n", - " style: geo_json_0c599ea754a21e8cbfbcb7117db51c7d_styler,\n", + " style: geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_styler,\n", " });\n", "\n", - " function geo_json_0c599ea754a21e8cbfbcb7117db51c7d_add (data) {\n", - " geo_json_0c599ea754a21e8cbfbcb7117db51c7d\n", + " function geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_add (data) {\n", + " geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc\n", " .addData(data)\n", - " .addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " .addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\n", " }\n", - " geo_json_0c599ea754a21e8cbfbcb7117db51c7d_add({"features": [{"geometry": {"coordinates": [[[-122.405115, 37.764635], [-122.405212, 37.763469], [-122.405832, 37.762199], [-122.405859, 37.761815], [-122.40604, 37.761865], [-122.406365, 37.761199], [-122.40645, 37.760114], [-122.406167, 37.759315], [-122.406015, 37.759409], [-122.405604, 37.758851], [-122.40405, 37.757619], [-122.403428, 37.756871], [-122.403585, 37.756818], [-122.403328, 37.756082], [-122.40315, 37.754488], [-122.403524, 37.754463], [-122.403437, 37.753199], [-122.403364, 37.752366], [-122.403022, 37.752336], [-122.403052, 37.752048], [-122.405091, 37.745281], [-122.405614, 37.7442], [-122.405493, 37.744084], [-122.404865, 37.744385], [-122.404524, 37.744285], [-122.406652, 37.741241], [-122.406936, 37.740554], [-122.407045, 37.739587], [-122.408136, 37.73964], [-122.408009, 37.737734], [-122.408218, 37.73765], [-122.408284, 37.736846], [-122.408613, 37.736074], [-122.409287, 37.735258], [-122.410052, 37.734675], [-122.411978, 37.733732], [-122.412695, 37.733197], [-122.414554, 37.732371], [-122.416255, 37.732034], [-122.419881, 37.732016], [-122.423718, 37.73155], [-122.425944, 37.731698], [-122.425256, 37.732125], [-122.422274, 37.732383], [-122.421889, 37.732533], [-122.421787, 37.732774], [-122.422472, 37.733967], [-122.422901, 37.734388], [-122.422243, 37.734846], [-122.422133, 37.735162], [-122.426983, 37.735455], [-122.427849, 37.734718], [-122.428578, 37.735082], [-122.42801, 37.735441], [-122.428454, 37.735882], [-122.42551, 37.737774], [-122.42452, 37.739868], [-122.42427, 37.739867], [-122.424394, 37.740405], [-122.424168, 37.740805], [-122.426453, 37.764634], [-122.421885, 37.764908], [-122.42173, 37.763304], [-122.421031, 37.76335], [-122.421248, 37.764947], [-122.407553, 37.765798], [-122.407431, 37.764497], [-122.405115, 37.764635]]], "type": "Polygon"}, "id": "0", "type": "Feature"}], "type": "FeatureCollection"});\n", + " geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_add({"features": [{"geometry": {"coordinates": [[[-122.405115, 37.764635], [-122.405212, 37.763469], [-122.405832, 37.762199], [-122.405859, 37.761815], [-122.40604, 37.761865], [-122.406365, 37.761199], [-122.40645, 37.760114], [-122.406167, 37.759315], [-122.406015, 37.759409], [-122.405604, 37.758851], [-122.40405, 37.757619], [-122.403428, 37.756871], [-122.403585, 37.756818], [-122.403328, 37.756082], [-122.40315, 37.754488], [-122.403524, 37.754463], [-122.403437, 37.753199], [-122.403364, 37.752366], [-122.403022, 37.752336], [-122.403052, 37.752048], [-122.405091, 37.745281], [-122.405614, 37.7442], [-122.405493, 37.744084], [-122.404865, 37.744385], [-122.404524, 37.744285], [-122.406652, 37.741241], [-122.406936, 37.740554], [-122.407045, 37.739587], [-122.408136, 37.73964], [-122.408009, 37.737734], [-122.408218, 37.73765], [-122.408284, 37.736846], [-122.408613, 37.736074], [-122.409287, 37.735258], [-122.410052, 37.734675], [-122.411978, 37.733732], [-122.412695, 37.733197], [-122.414554, 37.732371], [-122.416255, 37.732034], [-122.419881, 37.732016], [-122.423718, 37.73155], [-122.425944, 37.731698], [-122.425256, 37.732125], [-122.422274, 37.732383], [-122.421889, 37.732533], [-122.421787, 37.732774], [-122.422472, 37.733967], [-122.422901, 37.734388], [-122.422243, 37.734846], [-122.422133, 37.735162], [-122.426983, 37.735455], [-122.427849, 37.734718], [-122.428578, 37.735082], [-122.42801, 37.735441], [-122.428454, 37.735882], [-122.42551, 37.737774], [-122.42452, 37.739868], [-122.42427, 37.739867], [-122.424394, 37.740405], [-122.424168, 37.740805], [-122.426453, 37.764634], [-122.421885, 37.764908], [-122.42173, 37.763304], [-122.421031, 37.76335], [-122.421248, 37.764947], [-122.407553, 37.765798], [-122.407431, 37.764497], [-122.405115, 37.764635]]], "type": "Polygon"}, "id": "0", "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - " var feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17 = L.featureGroup(\n", + " var feature_group_ef0cdd7e6ba828b11b826fee9ab675ea = L.featureGroup(\n", " {}\n", - " ).addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " ).addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\n", " \n", " \n", - " var circle_marker_2470ac4bdb801747f5c7470076b4e7fd = L.circleMarker(\n", + " var circle_marker_cacc7a88b4891d2e45572bdda4c7d732 = L.circleMarker(\n", " [37.75604380541952, -122.41455252209364],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_be3ac8041cc0557bbd849e2af512cc54 = L.popup({"maxWidth": "100%"});\n", + " var popup_f2942ab656c4f90e9e0b1260fc0c1220 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1cb972c3828a4e79e001ef620a94a176 = $(`<div id="html_1cb972c3828a4e79e001ef620a94a176" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_be3ac8041cc0557bbd849e2af512cc54.setContent(html_1cb972c3828a4e79e001ef620a94a176);\n", + " var html_ab022a4570efa4f94c83c60c8740f521 = $(`<div id="html_ab022a4570efa4f94c83c60c8740f521" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f2942ab656c4f90e9e0b1260fc0c1220.setContent(html_ab022a4570efa4f94c83c60c8740f521);\n", " \n", " \n", "\n", - " circle_marker_2470ac4bdb801747f5c7470076b4e7fd.bindPopup(popup_be3ac8041cc0557bbd849e2af512cc54)\n", + " circle_marker_cacc7a88b4891d2e45572bdda4c7d732.bindPopup(popup_f2942ab656c4f90e9e0b1260fc0c1220)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_22f54169d7d7d2f3a48d5fdfb7d3c965 = L.circleMarker(\n", + " var circle_marker_b41985d5d36d53692510dcde39208ec2 = L.circleMarker(\n", " [37.75021115925127, -122.41317377916111],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_06c488e1035e116eb6c116b9d23b1182 = L.popup({"maxWidth": "100%"});\n", + " var popup_8988359a78a0cc8bce0ef230c71ded7d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ecbcd33b4a23be1f26dfac951005970f = $(`<div id="html_ecbcd33b4a23be1f26dfac951005970f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_06c488e1035e116eb6c116b9d23b1182.setContent(html_ecbcd33b4a23be1f26dfac951005970f);\n", + " var html_fd97edc3934049d897d1e731805025f6 = $(`<div id="html_fd97edc3934049d897d1e731805025f6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8988359a78a0cc8bce0ef230c71ded7d.setContent(html_fd97edc3934049d897d1e731805025f6);\n", " \n", " \n", "\n", - " circle_marker_22f54169d7d7d2f3a48d5fdfb7d3c965.bindPopup(popup_06c488e1035e116eb6c116b9d23b1182)\n", + " circle_marker_b41985d5d36d53692510dcde39208ec2.bindPopup(popup_8988359a78a0cc8bce0ef230c71ded7d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e53cdd2261a555107843339918665e1c = L.circleMarker(\n", + " var circle_marker_708f326ecd0e20c08423f1a88dc2f82f = L.circleMarker(\n", " [37.7536705815843, -122.4177510779481],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d735cd0f2d664a7d30da7f7f3f14d47a = L.popup({"maxWidth": "100%"});\n", + " var popup_ed230f83c3f93be2f91f100cda784f32 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0b40d521ea737d93f83c0570297eb62c = $(`<div id="html_0b40d521ea737d93f83c0570297eb62c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d735cd0f2d664a7d30da7f7f3f14d47a.setContent(html_0b40d521ea737d93f83c0570297eb62c);\n", + " var html_9a2eb57cc7873e02468f262aaa555588 = $(`<div id="html_9a2eb57cc7873e02468f262aaa555588" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ed230f83c3f93be2f91f100cda784f32.setContent(html_9a2eb57cc7873e02468f262aaa555588);\n", " \n", " \n", "\n", - 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" var html_747053a51ff222ff725165c3ee01ccdf = $(`<div id="html_747053a51ff222ff725165c3ee01ccdf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_734b6fca78334ef1ca38d831a2e94290.setContent(html_747053a51ff222ff725165c3ee01ccdf);\n", + " var html_0d12631509712254c24804a1c2110e42 = $(`<div id="html_0d12631509712254c24804a1c2110e42" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b7c9a0bd4e4a74bfc275fca03ed2e754.setContent(html_0d12631509712254c24804a1c2110e42);\n", " \n", " \n", "\n", - " circle_marker_1f66ca490b51f22f716721ffd96b137a.bindPopup(popup_734b6fca78334ef1ca38d831a2e94290)\n", + " circle_marker_3ff94cd59ce58778cfeb520f2277edb3.bindPopup(popup_b7c9a0bd4e4a74bfc275fca03ed2e754)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e6479acb98acec96e5b42a7eed8a3cf4 = L.circleMarker(\n", + " var circle_marker_a31ef1213348a615074cb0885768f836 = L.circleMarker(\n", " [37.74966359321169, -122.40834467492677],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9af30d944669a1afd1bca376280c4a58 = L.popup({"maxWidth": "100%"});\n", + " var popup_02524e7e141fc45a84c6fd24fc41f6d7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_45819efad49e8615f6d9f859e8af55d2 = $(`<div id="html_45819efad49e8615f6d9f859e8af55d2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9af30d944669a1afd1bca376280c4a58.setContent(html_45819efad49e8615f6d9f859e8af55d2);\n", + " var html_1ae6db3e80cca307368cf6ecb890ee9d = $(`<div id="html_1ae6db3e80cca307368cf6ecb890ee9d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_02524e7e141fc45a84c6fd24fc41f6d7.setContent(html_1ae6db3e80cca307368cf6ecb890ee9d);\n", " \n", " \n", "\n", - " circle_marker_e6479acb98acec96e5b42a7eed8a3cf4.bindPopup(popup_9af30d944669a1afd1bca376280c4a58)\n", + " circle_marker_a31ef1213348a615074cb0885768f836.bindPopup(popup_02524e7e141fc45a84c6fd24fc41f6d7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ca96c4e95211f98494c9f5aa689c1d44 = L.circleMarker(\n", + " var circle_marker_c4a68ba5cf72c2c9dd0e74b6597a7d4e = L.circleMarker(\n", " [37.76324983366825, -122.41406105319669],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_465e08bb741665a4c79bda5ea4b54b3a = L.popup({"maxWidth": "100%"});\n", + " var popup_ddfc4a5d12fa6ab8cc521b2c48953934 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_472466c06dc1b75bda4e77d0ed55351a = $(`<div id="html_472466c06dc1b75bda4e77d0ed55351a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_465e08bb741665a4c79bda5ea4b54b3a.setContent(html_472466c06dc1b75bda4e77d0ed55351a);\n", + " var html_2148adf30eae32a644b0d3d7420f6821 = $(`<div id="html_2148adf30eae32a644b0d3d7420f6821" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ddfc4a5d12fa6ab8cc521b2c48953934.setContent(html_2148adf30eae32a644b0d3d7420f6821);\n", " \n", " \n", "\n", - " circle_marker_ca96c4e95211f98494c9f5aa689c1d44.bindPopup(popup_465e08bb741665a4c79bda5ea4b54b3a)\n", + " circle_marker_c4a68ba5cf72c2c9dd0e74b6597a7d4e.bindPopup(popup_ddfc4a5d12fa6ab8cc521b2c48953934)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_20971f57f999f2a7e6db7337dd31bd14 = L.circleMarker(\n", + " var circle_marker_28b8f15215b816c34edc363d747dc334 = L.circleMarker(\n", " [37.76134617605315, -122.40869142607274],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3eb0058b2d3d88f153e01356979d4552 = L.popup({"maxWidth": "100%"});\n", + " var popup_26e1e873b6f2ba756fa4feb5e1fcf991 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_840b2b8fbaf945cedc96a1cf224fd007 = $(`<div id="html_840b2b8fbaf945cedc96a1cf224fd007" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3eb0058b2d3d88f153e01356979d4552.setContent(html_840b2b8fbaf945cedc96a1cf224fd007);\n", + " var html_f778e41cac4d68419f3ea3603d267a17 = $(`<div id="html_f778e41cac4d68419f3ea3603d267a17" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_26e1e873b6f2ba756fa4feb5e1fcf991.setContent(html_f778e41cac4d68419f3ea3603d267a17);\n", " \n", " \n", "\n", - " circle_marker_20971f57f999f2a7e6db7337dd31bd14.bindPopup(popup_3eb0058b2d3d88f153e01356979d4552)\n", + " circle_marker_28b8f15215b816c34edc363d747dc334.bindPopup(popup_26e1e873b6f2ba756fa4feb5e1fcf991)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8673ae0c57f9a96db0e55ee260d7818a = L.circleMarker(\n", + " var circle_marker_ce2b70af029f23d950d8c8b369661cdb = L.circleMarker(\n", " [37.75828156322945, -122.41678443341827],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1b54e61ee0cccf6920b7073cf511addc = L.popup({"maxWidth": "100%"});\n", + " var popup_aa91364c5008103f4cb14bf16af5bd9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_62487150749e44d5036278507c60dfdd = $(`<div id="html_62487150749e44d5036278507c60dfdd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1b54e61ee0cccf6920b7073cf511addc.setContent(html_62487150749e44d5036278507c60dfdd);\n", + " var html_33ef48f50fb8e86638d717e14d839a12 = $(`<div id="html_33ef48f50fb8e86638d717e14d839a12" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_aa91364c5008103f4cb14bf16af5bd9e.setContent(html_33ef48f50fb8e86638d717e14d839a12);\n", " \n", " \n", "\n", - " circle_marker_8673ae0c57f9a96db0e55ee260d7818a.bindPopup(popup_1b54e61ee0cccf6920b7073cf511addc)\n", + " circle_marker_ce2b70af029f23d950d8c8b369661cdb.bindPopup(popup_aa91364c5008103f4cb14bf16af5bd9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_14a76f3e3d15f0468ce490a599c07a19 = L.circleMarker(\n", + " var circle_marker_0125290899ba02788d499a3d058b7862 = L.circleMarker(\n", " [37.76390302107111, -122.42491446338698],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3acab77bfae08cee4cd4fe4bc4bda325 = L.popup({"maxWidth": "100%"});\n", + " var popup_566078d97ad5d1ab0fcf3f4e392816a3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f8393019e66a81308c681c9e9820ceb = $(`<div id="html_6f8393019e66a81308c681c9e9820ceb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3acab77bfae08cee4cd4fe4bc4bda325.setContent(html_6f8393019e66a81308c681c9e9820ceb);\n", + " var html_1bb927b3ccbf9ab8415bfd82c3df84ad = $(`<div id="html_1bb927b3ccbf9ab8415bfd82c3df84ad" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_566078d97ad5d1ab0fcf3f4e392816a3.setContent(html_1bb927b3ccbf9ab8415bfd82c3df84ad);\n", " \n", " \n", "\n", - " circle_marker_14a76f3e3d15f0468ce490a599c07a19.bindPopup(popup_3acab77bfae08cee4cd4fe4bc4bda325)\n", + " circle_marker_0125290899ba02788d499a3d058b7862.bindPopup(popup_566078d97ad5d1ab0fcf3f4e392816a3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7cf3502e7f8f5958f641816fe7fe157a = L.circleMarker(\n", + " var circle_marker_6b7375d549396d4847f1b5e9feb3a35f = L.circleMarker(\n", " [37.74575134212079, -122.41524164428937],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f9f6969bce5d5764014b601be01806d6 = L.popup({"maxWidth": "100%"});\n", + " var popup_2e3b5363d9811db79443b8445a7116ad = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_241703458dd02583fee59f3c91a52f2f = $(`<div id="html_241703458dd02583fee59f3c91a52f2f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f9f6969bce5d5764014b601be01806d6.setContent(html_241703458dd02583fee59f3c91a52f2f);\n", + " var html_0f283b3f43198ceabbcc1be7a8a5f796 = $(`<div id="html_0f283b3f43198ceabbcc1be7a8a5f796" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2e3b5363d9811db79443b8445a7116ad.setContent(html_0f283b3f43198ceabbcc1be7a8a5f796);\n", " \n", " \n", "\n", - " circle_marker_7cf3502e7f8f5958f641816fe7fe157a.bindPopup(popup_f9f6969bce5d5764014b601be01806d6)\n", + " circle_marker_6b7375d549396d4847f1b5e9feb3a35f.bindPopup(popup_2e3b5363d9811db79443b8445a7116ad)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_afd75222af5c2f954f0a1e22ec0de97d = L.circleMarker(\n", + " var circle_marker_2ad2b22c1d466daafe6d0243caad1eb5 = L.circleMarker(\n", " [37.75806595539574, -122.42181701677706],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_64552bdec3698e2ffcd9317a4402d2ab = L.popup({"maxWidth": "100%"});\n", + " var popup_f5809c472caacd9a99dd64dd8af5183f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c6d53b99b2e9b32002d8cb0ec95f6c66 = $(`<div id="html_c6d53b99b2e9b32002d8cb0ec95f6c66" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_64552bdec3698e2ffcd9317a4402d2ab.setContent(html_c6d53b99b2e9b32002d8cb0ec95f6c66);\n", + " var html_9f9739d664e8f02644acdf0b97be2991 = $(`<div id="html_9f9739d664e8f02644acdf0b97be2991" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f5809c472caacd9a99dd64dd8af5183f.setContent(html_9f9739d664e8f02644acdf0b97be2991);\n", " \n", " \n", "\n", - " circle_marker_afd75222af5c2f954f0a1e22ec0de97d.bindPopup(popup_64552bdec3698e2ffcd9317a4402d2ab)\n", + " circle_marker_2ad2b22c1d466daafe6d0243caad1eb5.bindPopup(popup_f5809c472caacd9a99dd64dd8af5183f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c3a98ca9640a9a8b19a18768afc275f0 = L.circleMarker(\n", + " var circle_marker_bbb92804186263e97bf829c5095ad471 = L.circleMarker(\n", " [37.75101772588085, -122.41692062210988],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_82e0ffa14936d1d0166de89df5f9b3d4 = L.popup({"maxWidth": "100%"});\n", + " var popup_fdb8746fac2080c27342c144d22cb190 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_28fe2f6871b394de290254e326635520 = $(`<div id="html_28fe2f6871b394de290254e326635520" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_82e0ffa14936d1d0166de89df5f9b3d4.setContent(html_28fe2f6871b394de290254e326635520);\n", + " var html_41edad408cab3facb3e7d8c6d3cd979d = $(`<div id="html_41edad408cab3facb3e7d8c6d3cd979d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_fdb8746fac2080c27342c144d22cb190.setContent(html_41edad408cab3facb3e7d8c6d3cd979d);\n", " \n", " \n", "\n", - " circle_marker_c3a98ca9640a9a8b19a18768afc275f0.bindPopup(popup_82e0ffa14936d1d0166de89df5f9b3d4)\n", + " circle_marker_bbb92804186263e97bf829c5095ad471.bindPopup(popup_fdb8746fac2080c27342c144d22cb190)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6690fe59e02b7cac6d6b0592540360f4 = L.circleMarker(\n", + " var circle_marker_4181daedcce27fe63f6514a857275441 = L.circleMarker(\n", " [37.75267875552496, -122.4129352817101],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_10feb0bbbaaa0e7bb58e997375e4747b = L.popup({"maxWidth": "100%"});\n", + " var popup_b32399655f857bbf99bc9f45b722f7bb = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fad25392257eb4c6056859c6d40e9146 = $(`<div id="html_fad25392257eb4c6056859c6d40e9146" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_10feb0bbbaaa0e7bb58e997375e4747b.setContent(html_fad25392257eb4c6056859c6d40e9146);\n", + " var html_04d324767a7814de7b8ae12f7bca4da3 = $(`<div id="html_04d324767a7814de7b8ae12f7bca4da3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b32399655f857bbf99bc9f45b722f7bb.setContent(html_04d324767a7814de7b8ae12f7bca4da3);\n", " \n", " \n", "\n", - " circle_marker_6690fe59e02b7cac6d6b0592540360f4.bindPopup(popup_10feb0bbbaaa0e7bb58e997375e4747b)\n", + " circle_marker_4181daedcce27fe63f6514a857275441.bindPopup(popup_b32399655f857bbf99bc9f45b722f7bb)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2c20ac1ebbeb7b2b52b6c8dc617bb0b8 = L.circleMarker(\n", + " var circle_marker_a366cd74d9e36560cc4fe314be890c27 = L.circleMarker(\n", " [37.75490098160369, -122.40445957410549],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cbc71466d9175ae29bfbf3fd451e2fe3 = L.popup({"maxWidth": "100%"});\n", + " var popup_ed2fd160db726bfda685209fb3afe8fd = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e0dee2985418ebc8b1705d540a2ef75e = $(`<div id="html_e0dee2985418ebc8b1705d540a2ef75e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cbc71466d9175ae29bfbf3fd451e2fe3.setContent(html_e0dee2985418ebc8b1705d540a2ef75e);\n", + " var html_fa03c32dc272fa2d04557ca06f2108d1 = $(`<div id="html_fa03c32dc272fa2d04557ca06f2108d1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ed2fd160db726bfda685209fb3afe8fd.setContent(html_fa03c32dc272fa2d04557ca06f2108d1);\n", " \n", " \n", "\n", - " circle_marker_2c20ac1ebbeb7b2b52b6c8dc617bb0b8.bindPopup(popup_cbc71466d9175ae29bfbf3fd451e2fe3)\n", + " circle_marker_a366cd74d9e36560cc4fe314be890c27.bindPopup(popup_ed2fd160db726bfda685209fb3afe8fd)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_919f1ca683fdad6dfa104a312a90b253 = L.circleMarker(\n", + " var circle_marker_56c320626d4a4cedd1ccb1e97ae3913e = L.circleMarker(\n", " [37.746517470353716, -122.41939041609294],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cacda0283f6846b72c3157b52fdc6022 = L.popup({"maxWidth": "100%"});\n", + " var popup_44aa7eaa2e23f3b91e1801b977a06720 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ce20ca1434f11106af81b8dca3c7b777 = $(`<div id="html_ce20ca1434f11106af81b8dca3c7b777" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cacda0283f6846b72c3157b52fdc6022.setContent(html_ce20ca1434f11106af81b8dca3c7b777);\n", + " var html_52d11a66a6b07874605a6cbf26226905 = $(`<div id="html_52d11a66a6b07874605a6cbf26226905" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_44aa7eaa2e23f3b91e1801b977a06720.setContent(html_52d11a66a6b07874605a6cbf26226905);\n", " \n", " \n", "\n", - " circle_marker_919f1ca683fdad6dfa104a312a90b253.bindPopup(popup_cacda0283f6846b72c3157b52fdc6022)\n", + " circle_marker_56c320626d4a4cedd1ccb1e97ae3913e.bindPopup(popup_44aa7eaa2e23f3b91e1801b977a06720)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_902323f4c7e52a63747e9435dd22cf3c = L.circleMarker(\n", + " var circle_marker_864dd3afce32075b4411de44ee895508 = L.circleMarker(\n", " [37.75451800575868, -122.41153810982007],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3e96d27d88d9da657ce87baea702e4d9 = L.popup({"maxWidth": "100%"});\n", + " var popup_a8f43208aefcbe794670ee7ada0c7eea = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_17ee5b87e95cf7b48cf9d3813d0ee6c7 = $(`<div id="html_17ee5b87e95cf7b48cf9d3813d0ee6c7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3e96d27d88d9da657ce87baea702e4d9.setContent(html_17ee5b87e95cf7b48cf9d3813d0ee6c7);\n", + " var html_0905b7012290875eb80c3b0b1fbf873d = $(`<div id="html_0905b7012290875eb80c3b0b1fbf873d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a8f43208aefcbe794670ee7ada0c7eea.setContent(html_0905b7012290875eb80c3b0b1fbf873d);\n", " \n", " \n", "\n", - " circle_marker_902323f4c7e52a63747e9435dd22cf3c.bindPopup(popup_3e96d27d88d9da657ce87baea702e4d9)\n", + " circle_marker_864dd3afce32075b4411de44ee895508.bindPopup(popup_a8f43208aefcbe794670ee7ada0c7eea)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_31db984a3de39d214ff8e1450fc6d659 = L.circleMarker(\n", + " var circle_marker_a95f02adbf3ddb9ab7f00f3cd852b6b7 = L.circleMarker(\n", " [37.735965467842085, -122.4232014632692],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f7bf19cb6a290269fbd172c71a6f6300 = L.popup({"maxWidth": "100%"});\n", + " var popup_53fc7c465f733a8a8c7b395888ab634d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5dcf70cd70cfbe3a532e505c3d3d8af4 = $(`<div id="html_5dcf70cd70cfbe3a532e505c3d3d8af4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f7bf19cb6a290269fbd172c71a6f6300.setContent(html_5dcf70cd70cfbe3a532e505c3d3d8af4);\n", + " var html_2de961f2bb2a37c04dd0028d49d4c43b = $(`<div id="html_2de961f2bb2a37c04dd0028d49d4c43b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_53fc7c465f733a8a8c7b395888ab634d.setContent(html_2de961f2bb2a37c04dd0028d49d4c43b);\n", " \n", " \n", "\n", - " circle_marker_31db984a3de39d214ff8e1450fc6d659.bindPopup(popup_f7bf19cb6a290269fbd172c71a6f6300)\n", + " circle_marker_a95f02adbf3ddb9ab7f00f3cd852b6b7.bindPopup(popup_53fc7c465f733a8a8c7b395888ab634d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a1ec23868351a1b7d75f06a90ec832e6 = L.circleMarker(\n", + " var circle_marker_45df9897e5d2fa5753a9ca22b73f74ec = L.circleMarker(\n", " [37.74400636648324, -122.42051691306378],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_388e6cf7194152b2b58908ea4bb4e1db = L.popup({"maxWidth": "100%"});\n", + " var popup_2c918ffb59337c23ce54074bee333e9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9bff7449206931c4d5f5f1c26c61e4a7 = $(`<div id="html_9bff7449206931c4d5f5f1c26c61e4a7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_388e6cf7194152b2b58908ea4bb4e1db.setContent(html_9bff7449206931c4d5f5f1c26c61e4a7);\n", + " var html_5fe0622f9dc5340add06949f91daa5c8 = $(`<div id="html_5fe0622f9dc5340add06949f91daa5c8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2c918ffb59337c23ce54074bee333e9e.setContent(html_5fe0622f9dc5340add06949f91daa5c8);\n", " \n", " \n", "\n", - " circle_marker_a1ec23868351a1b7d75f06a90ec832e6.bindPopup(popup_388e6cf7194152b2b58908ea4bb4e1db)\n", + " circle_marker_45df9897e5d2fa5753a9ca22b73f74ec.bindPopup(popup_2c918ffb59337c23ce54074bee333e9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_867ad9df3560c2e8e41fb0d428e886f2 = L.circleMarker(\n", + " var circle_marker_ef2b72d78ad97f1dcfd9157c79867b70 = L.circleMarker(\n", " [37.74657122463306, -122.4140060513352],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_71caa14f6b926301249bdc6b21ef4a05 = L.popup({"maxWidth": "100%"});\n", + " var popup_250b11b3a81f8ea20a0313e965a42f56 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e0713dc90fc25266f488874a73d77e40 = $(`<div id="html_e0713dc90fc25266f488874a73d77e40" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_71caa14f6b926301249bdc6b21ef4a05.setContent(html_e0713dc90fc25266f488874a73d77e40);\n", + " var html_98bcdd4b863d71ad75e80438f22a09f4 = $(`<div id="html_98bcdd4b863d71ad75e80438f22a09f4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_250b11b3a81f8ea20a0313e965a42f56.setContent(html_98bcdd4b863d71ad75e80438f22a09f4);\n", " \n", " \n", "\n", - " circle_marker_867ad9df3560c2e8e41fb0d428e886f2.bindPopup(popup_71caa14f6b926301249bdc6b21ef4a05)\n", + " circle_marker_ef2b72d78ad97f1dcfd9157c79867b70.bindPopup(popup_250b11b3a81f8ea20a0313e965a42f56)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fe9087b2ae7a0de36347b416bb064277 = L.circleMarker(\n", + " var circle_marker_51a1283fa6f95450bebcd8a7759b0383 = L.circleMarker(\n", " [37.737074528368524, -122.42323994562125],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e8d4e78bf7db9f7be8e0dd2324f168a3 = L.popup({"maxWidth": "100%"});\n", + " var popup_242106b27d3fc44c65359b0ba30d2279 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_438afd8b56d9b02372bb0b1ac2ad0f45 = $(`<div id="html_438afd8b56d9b02372bb0b1ac2ad0f45" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e8d4e78bf7db9f7be8e0dd2324f168a3.setContent(html_438afd8b56d9b02372bb0b1ac2ad0f45);\n", + " var html_a992f63a074416743ef7713c36095b42 = $(`<div id="html_a992f63a074416743ef7713c36095b42" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_242106b27d3fc44c65359b0ba30d2279.setContent(html_a992f63a074416743ef7713c36095b42);\n", " \n", " \n", "\n", - " circle_marker_fe9087b2ae7a0de36347b416bb064277.bindPopup(popup_e8d4e78bf7db9f7be8e0dd2324f168a3)\n", + " circle_marker_51a1283fa6f95450bebcd8a7759b0383.bindPopup(popup_242106b27d3fc44c65359b0ba30d2279)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7467d36d91d17b3a6482a226adbcb2f8 = L.circleMarker(\n", + " var circle_marker_480b2e4303e17d5fc3c6a8ed2014d29f = L.circleMarker(\n", " [37.74022473080378, -122.41188716363442],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d8dcc95caed73eb6c2eaea04157ebb83 = L.popup({"maxWidth": "100%"});\n", + " var popup_5b9bebca00b43334788b2ddb015f284f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1f5b136e4f8062a9e9d6bc0595b73009 = $(`<div id="html_1f5b136e4f8062a9e9d6bc0595b73009" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d8dcc95caed73eb6c2eaea04157ebb83.setContent(html_1f5b136e4f8062a9e9d6bc0595b73009);\n", + " var html_3af17296fb76c39b14f2e434018dee95 = $(`<div id="html_3af17296fb76c39b14f2e434018dee95" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5b9bebca00b43334788b2ddb015f284f.setContent(html_3af17296fb76c39b14f2e434018dee95);\n", " \n", " \n", "\n", - " circle_marker_7467d36d91d17b3a6482a226adbcb2f8.bindPopup(popup_d8dcc95caed73eb6c2eaea04157ebb83)\n", + " circle_marker_480b2e4303e17d5fc3c6a8ed2014d29f.bindPopup(popup_5b9bebca00b43334788b2ddb015f284f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_10591ccef101652290a7fe5edfee1370 = L.circleMarker(\n", + " var circle_marker_d5ae6d359a3a1997bd5cf29f1c37297f = L.circleMarker(\n", " [37.73992108767487, -122.4166609618889],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a8611d2d3da3afccf9bb35f770d95f18 = L.popup({"maxWidth": "100%"});\n", + " var popup_8ca5891cb056bee78aca0685173ab099 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d11f6f082410732b6550f109bffe1631 = $(`<div id="html_d11f6f082410732b6550f109bffe1631" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a8611d2d3da3afccf9bb35f770d95f18.setContent(html_d11f6f082410732b6550f109bffe1631);\n", + " var html_4073313ddf9a3cd921eb40d2e3cd1c1a = $(`<div id="html_4073313ddf9a3cd921eb40d2e3cd1c1a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8ca5891cb056bee78aca0685173ab099.setContent(html_4073313ddf9a3cd921eb40d2e3cd1c1a);\n", " \n", " \n", "\n", - " circle_marker_10591ccef101652290a7fe5edfee1370.bindPopup(popup_a8611d2d3da3afccf9bb35f770d95f18)\n", + " circle_marker_d5ae6d359a3a1997bd5cf29f1c37297f.bindPopup(popup_8ca5891cb056bee78aca0685173ab099)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9e885fb34f82c2c01ef615d8eb6852a8 = L.circleMarker(\n", + " var circle_marker_a4dc051fb70ed5a035803c5466cdddb1 = L.circleMarker(\n", " [37.735330127834594, -122.42451537332036],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c5a72d70daf85064c3c69c6ea6e87c40 = L.popup({"maxWidth": "100%"});\n", + " var popup_0509cf99099d87e12005d63869f55ad4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_974e443619c36c8c7f4fa1004750b9f1 = $(`<div id="html_974e443619c36c8c7f4fa1004750b9f1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c5a72d70daf85064c3c69c6ea6e87c40.setContent(html_974e443619c36c8c7f4fa1004750b9f1);\n", + " var html_f4bd0961ba21afb345a3b50ba58d789f = $(`<div id="html_f4bd0961ba21afb345a3b50ba58d789f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0509cf99099d87e12005d63869f55ad4.setContent(html_f4bd0961ba21afb345a3b50ba58d789f);\n", " \n", " \n", "\n", - " circle_marker_9e885fb34f82c2c01ef615d8eb6852a8.bindPopup(popup_c5a72d70daf85064c3c69c6ea6e87c40)\n", + " circle_marker_a4dc051fb70ed5a035803c5466cdddb1.bindPopup(popup_0509cf99099d87e12005d63869f55ad4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c41dd13fc439463255695102165017f0 = L.circleMarker(\n", + " var circle_marker_451681e5f488414721718b383e805621 = L.circleMarker(\n", " [37.73628248971779, -122.41180484101163],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8372428763b9f91ede6dc1850cdf9d4c = L.popup({"maxWidth": "100%"});\n", + " var popup_436ae32f518b0f147e0ab9fba9476178 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_627758651062c8bd6af3512df97331c4 = $(`<div id="html_627758651062c8bd6af3512df97331c4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8372428763b9f91ede6dc1850cdf9d4c.setContent(html_627758651062c8bd6af3512df97331c4);\n", + " var html_0c6970281817862e9c3de2b78ddeb807 = $(`<div id="html_0c6970281817862e9c3de2b78ddeb807" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_436ae32f518b0f147e0ab9fba9476178.setContent(html_0c6970281817862e9c3de2b78ddeb807);\n", " \n", " \n", "\n", - " circle_marker_c41dd13fc439463255695102165017f0.bindPopup(popup_8372428763b9f91ede6dc1850cdf9d4c)\n", + " circle_marker_451681e5f488414721718b383e805621.bindPopup(popup_436ae32f518b0f147e0ab9fba9476178)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d05878f51553070d8bab0071eb01f674 = L.circleMarker(\n", + " var circle_marker_4cdb1be8a63296a54d4d0094f3ec197e = L.circleMarker(\n", " [37.74417809964479, -122.42355414116491],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_17dbbf157954218af820fae5f61124b9 = L.popup({"maxWidth": "100%"});\n", + " var popup_1f4bf0a2a39b8631678438eaa5c84f5d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fd18c58ac7ef1e925e845b3ee080a06f = $(`<div id="html_fd18c58ac7ef1e925e845b3ee080a06f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_17dbbf157954218af820fae5f61124b9.setContent(html_fd18c58ac7ef1e925e845b3ee080a06f);\n", + " var html_99a4cd1ed9f9954678f2592a08003719 = $(`<div id="html_99a4cd1ed9f9954678f2592a08003719" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1f4bf0a2a39b8631678438eaa5c84f5d.setContent(html_99a4cd1ed9f9954678f2592a08003719);\n", " \n", " \n", "\n", - " circle_marker_d05878f51553070d8bab0071eb01f674.bindPopup(popup_17dbbf157954218af820fae5f61124b9)\n", + " circle_marker_4cdb1be8a63296a54d4d0094f3ec197e.bindPopup(popup_1f4bf0a2a39b8631678438eaa5c84f5d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_814383321894ccc1a36c55a21c29280f = L.circleMarker(\n", + " var circle_marker_76bf3376142622d42e8e299eb9b2c4f3 = L.circleMarker(\n", " [37.75226474936023, -122.40361589363022],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a3c8695bd8f97a5152d4637f0114fbde = L.popup({"maxWidth": "100%"});\n", + " var popup_2f3d0c77dc926eeadc05b7cfda4e7c00 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5dadd7e508ce59c36c56b914723714de = $(`<div id="html_5dadd7e508ce59c36c56b914723714de" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a3c8695bd8f97a5152d4637f0114fbde.setContent(html_5dadd7e508ce59c36c56b914723714de);\n", + " var html_42a57028117811d3563dd254c57ab206 = $(`<div id="html_42a57028117811d3563dd254c57ab206" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2f3d0c77dc926eeadc05b7cfda4e7c00.setContent(html_42a57028117811d3563dd254c57ab206);\n", " \n", " \n", "\n", - " circle_marker_814383321894ccc1a36c55a21c29280f.bindPopup(popup_a3c8695bd8f97a5152d4637f0114fbde)\n", + " circle_marker_76bf3376142622d42e8e299eb9b2c4f3.bindPopup(popup_2f3d0c77dc926eeadc05b7cfda4e7c00)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cb9c9517e9bde908cc8c8534f91525e4 = L.circleMarker(\n", + " var circle_marker_3b59efed58b6887e238d7eaf960a7d87 = L.circleMarker(\n", " [37.735666491828425, -122.4213505852644],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_90fb0abab9940b72d1c41a58e5e2f07e = L.popup({"maxWidth": "100%"});\n", + " var popup_ec8334feec2b4f1c7a500b1b0398dd9b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_31915633586fa7aa2ab09f0ef5ba5635 = $(`<div id="html_31915633586fa7aa2ab09f0ef5ba5635" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_90fb0abab9940b72d1c41a58e5e2f07e.setContent(html_31915633586fa7aa2ab09f0ef5ba5635);\n", + " var html_0cc64f1dfd9b342f447889024be48497 = $(`<div id="html_0cc64f1dfd9b342f447889024be48497" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ec8334feec2b4f1c7a500b1b0398dd9b.setContent(html_0cc64f1dfd9b342f447889024be48497);\n", " \n", " \n", "\n", - " circle_marker_cb9c9517e9bde908cc8c8534f91525e4.bindPopup(popup_90fb0abab9940b72d1c41a58e5e2f07e)\n", + " circle_marker_3b59efed58b6887e238d7eaf960a7d87.bindPopup(popup_ec8334feec2b4f1c7a500b1b0398dd9b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9c836ca8b98172ea7e87b555184979bb = L.circleMarker(\n", + " var circle_marker_e7016942ebed0bf420bcd3dfa59be6b9 = L.circleMarker(\n", " [37.73561618691874, -122.42100984111212],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2843ae9c1d201d44762279d2fcb5d580 = L.popup({"maxWidth": "100%"});\n", + " var popup_7991e27bcd944b702eff0a14423d961e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4714b9679943ece3ed781c15b719cdf6 = $(`<div id="html_4714b9679943ece3ed781c15b719cdf6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2843ae9c1d201d44762279d2fcb5d580.setContent(html_4714b9679943ece3ed781c15b719cdf6);\n", + " var html_f19cfec63b4d0aaecf39cf29b08fca6f = $(`<div id="html_f19cfec63b4d0aaecf39cf29b08fca6f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7991e27bcd944b702eff0a14423d961e.setContent(html_f19cfec63b4d0aaecf39cf29b08fca6f);\n", " \n", " \n", "\n", - " circle_marker_9c836ca8b98172ea7e87b555184979bb.bindPopup(popup_2843ae9c1d201d44762279d2fcb5d580)\n", + " circle_marker_e7016942ebed0bf420bcd3dfa59be6b9.bindPopup(popup_7991e27bcd944b702eff0a14423d961e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_db3ca042ee4e6e110e0d6491479ddd2e = L.circleMarker(\n", + " var circle_marker_2076b0e910d23d624398d5208fc2f475 = L.circleMarker(\n", " [37.74573767903614, -122.42045162186741],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8c93da5eff78b68d23c76fc726669810 = L.popup({"maxWidth": "100%"});\n", + " var popup_2acdd08ac4043e32d75f9add1d645d6a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dcde1b08aa1128d1886744d5769225fd = $(`<div id="html_dcde1b08aa1128d1886744d5769225fd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8c93da5eff78b68d23c76fc726669810.setContent(html_dcde1b08aa1128d1886744d5769225fd);\n", + " var html_a4255ad8d63a237ee4242143c79e0b20 = $(`<div id="html_a4255ad8d63a237ee4242143c79e0b20" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2acdd08ac4043e32d75f9add1d645d6a.setContent(html_a4255ad8d63a237ee4242143c79e0b20);\n", " \n", " \n", "\n", - " circle_marker_db3ca042ee4e6e110e0d6491479ddd2e.bindPopup(popup_8c93da5eff78b68d23c76fc726669810)\n", + " circle_marker_2076b0e910d23d624398d5208fc2f475.bindPopup(popup_2acdd08ac4043e32d75f9add1d645d6a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_37a5a59a1a9278fc8358bf5ea6ea40dc = L.circleMarker(\n", + " var circle_marker_e57f6b4ceadca4b3f8e9aeff3fc5befc = L.circleMarker(\n", " [37.74063905928569, -122.4140979332363],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_488207df8d35a6ec2eab8f371ef27cb4 = L.popup({"maxWidth": "100%"});\n", + " var popup_8c1407ca2d819e4e6dc2e43e15d59bc7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_526cfab109b3bf285d5d73853206090c = $(`<div id="html_526cfab109b3bf285d5d73853206090c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_488207df8d35a6ec2eab8f371ef27cb4.setContent(html_526cfab109b3bf285d5d73853206090c);\n", + " var html_3edf0b96cffa7a3e5336a2d878e5d720 = $(`<div id="html_3edf0b96cffa7a3e5336a2d878e5d720" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8c1407ca2d819e4e6dc2e43e15d59bc7.setContent(html_3edf0b96cffa7a3e5336a2d878e5d720);\n", " \n", " \n", "\n", - " circle_marker_37a5a59a1a9278fc8358bf5ea6ea40dc.bindPopup(popup_488207df8d35a6ec2eab8f371ef27cb4)\n", + " circle_marker_e57f6b4ceadca4b3f8e9aeff3fc5befc.bindPopup(popup_8c1407ca2d819e4e6dc2e43e15d59bc7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b7ef8aa35d0ba6d049f132266810f521 = L.circleMarker(\n", + " var circle_marker_54fd148639bbd9af0e9d82426f2ac954 = L.circleMarker(\n", " [37.73476727461245, -122.41520587274562],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_59406d829cb6d0497b9ee7819ab437f4 = L.popup({"maxWidth": "100%"});\n", + " var popup_f525916cbcda53d341cf8842fd4f8bff = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bf65103223396085c77993017d808f0e = $(`<div id="html_bf65103223396085c77993017d808f0e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_59406d829cb6d0497b9ee7819ab437f4.setContent(html_bf65103223396085c77993017d808f0e);\n", + " var html_d438b2ffa3c9c4a10c3e967167ee08c5 = $(`<div id="html_d438b2ffa3c9c4a10c3e967167ee08c5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f525916cbcda53d341cf8842fd4f8bff.setContent(html_d438b2ffa3c9c4a10c3e967167ee08c5);\n", " \n", " \n", "\n", - " circle_marker_b7ef8aa35d0ba6d049f132266810f521.bindPopup(popup_59406d829cb6d0497b9ee7819ab437f4)\n", + " circle_marker_54fd148639bbd9af0e9d82426f2ac954.bindPopup(popup_f525916cbcda53d341cf8842fd4f8bff)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2a202d3bbabab1967cb6493f955ed982 = L.circleMarker(\n", + " var circle_marker_7998c6470f5193a79432266f845a0000 = L.circleMarker(\n", " [37.76337653617459, -122.41385911135957],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5a35bcc1dffe19719d214842c262b336 = L.popup({"maxWidth": "100%"});\n", + " var popup_ac9a593b2349db959e82da0a8165e85c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e571127c2f40c4643f321a8585b369e5 = $(`<div id="html_e571127c2f40c4643f321a8585b369e5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5a35bcc1dffe19719d214842c262b336.setContent(html_e571127c2f40c4643f321a8585b369e5);\n", + " var html_baf8b9d753d4413a552f509745c80264 = $(`<div id="html_baf8b9d753d4413a552f509745c80264" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ac9a593b2349db959e82da0a8165e85c.setContent(html_baf8b9d753d4413a552f509745c80264);\n", " \n", " \n", "\n", - " circle_marker_2a202d3bbabab1967cb6493f955ed982.bindPopup(popup_5a35bcc1dffe19719d214842c262b336)\n", + " circle_marker_7998c6470f5193a79432266f845a0000.bindPopup(popup_ac9a593b2349db959e82da0a8165e85c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e673946d078e808555b5d5373226908a = L.circleMarker(\n", + " var circle_marker_25dcbe1851cbe2a391b970c29e7a8b6a = L.circleMarker(\n", " [37.754407470692996, -122.42043665185116],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_53f1001712efa2adf2119d469a79c24b = L.popup({"maxWidth": "100%"});\n", + " var popup_0141d8b5291dcc47baa7f8a107f3c2da = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ce200b0214cf9e89620a0b91d2ed9d04 = $(`<div id="html_ce200b0214cf9e89620a0b91d2ed9d04" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_53f1001712efa2adf2119d469a79c24b.setContent(html_ce200b0214cf9e89620a0b91d2ed9d04);\n", + " var html_e436caf3d12ee1d499cd0c6ab7afe54e = $(`<div id="html_e436caf3d12ee1d499cd0c6ab7afe54e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0141d8b5291dcc47baa7f8a107f3c2da.setContent(html_e436caf3d12ee1d499cd0c6ab7afe54e);\n", " \n", " \n", "\n", - " circle_marker_e673946d078e808555b5d5373226908a.bindPopup(popup_53f1001712efa2adf2119d469a79c24b)\n", + " circle_marker_25dcbe1851cbe2a391b970c29e7a8b6a.bindPopup(popup_0141d8b5291dcc47baa7f8a107f3c2da)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4cf22c3d9340d73e756428a001e780d8 = L.circleMarker(\n", + " var circle_marker_98b8aee62cbfff4bde34e6c83ff6dedf = L.circleMarker(\n", " [37.75608277408665, -122.4252097738284],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_faa5a7571daa13125e317a17c17b230f = L.popup({"maxWidth": "100%"});\n", + " var popup_0f581f1ba40f70c596ff9eef7b5de83b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_35ec07d04d9e159e22f9d5f9356184c0 = $(`<div id="html_35ec07d04d9e159e22f9d5f9356184c0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_faa5a7571daa13125e317a17c17b230f.setContent(html_35ec07d04d9e159e22f9d5f9356184c0);\n", + " var html_29d1cea55bc51fa5c61b8a12ec933c16 = $(`<div id="html_29d1cea55bc51fa5c61b8a12ec933c16" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0f581f1ba40f70c596ff9eef7b5de83b.setContent(html_29d1cea55bc51fa5c61b8a12ec933c16);\n", " \n", " \n", "\n", - " circle_marker_4cf22c3d9340d73e756428a001e780d8.bindPopup(popup_faa5a7571daa13125e317a17c17b230f)\n", + " circle_marker_98b8aee62cbfff4bde34e6c83ff6dedf.bindPopup(popup_0f581f1ba40f70c596ff9eef7b5de83b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_906545cc57eab6ab61099644f073e3e7 = L.circleMarker(\n", + " var circle_marker_42e14182d0b786c4669da9da3b9b16de = L.circleMarker(\n", " [37.73782393776602, -122.42118193788865],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_00733bc15adcf8f73e3ef0902b600fbd = L.popup({"maxWidth": "100%"});\n", + " var popup_2d81ae7d370dbb17bdbbcb7372301640 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_20299f627f6d5a7767dc6e554ab8a102 = $(`<div id="html_20299f627f6d5a7767dc6e554ab8a102" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_00733bc15adcf8f73e3ef0902b600fbd.setContent(html_20299f627f6d5a7767dc6e554ab8a102);\n", + " var html_190a678e7db35da81631dc7d394df952 = $(`<div id="html_190a678e7db35da81631dc7d394df952" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2d81ae7d370dbb17bdbbcb7372301640.setContent(html_190a678e7db35da81631dc7d394df952);\n", " \n", " \n", "\n", - " circle_marker_906545cc57eab6ab61099644f073e3e7.bindPopup(popup_00733bc15adcf8f73e3ef0902b600fbd)\n", + " circle_marker_42e14182d0b786c4669da9da3b9b16de.bindPopup(popup_2d81ae7d370dbb17bdbbcb7372301640)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_818bea29c195548da3bbfce2ace98633 = L.circleMarker(\n", + " var circle_marker_43b23aadd2d28e096e6991e0c84a3eb8 = L.circleMarker(\n", " [37.740797233065884, -122.41125572058564],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_84fc804cba5d84f255c2af2deb27ba69 = L.popup({"maxWidth": "100%"});\n", + " var popup_1ada7b71f4f3f0d1806949cfc0b6b110 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d90cde78bb85e08ff10126745a96d2fd = $(`<div id="html_d90cde78bb85e08ff10126745a96d2fd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_84fc804cba5d84f255c2af2deb27ba69.setContent(html_d90cde78bb85e08ff10126745a96d2fd);\n", + " var html_5242e3586baa7b8603091c54766057c4 = $(`<div id="html_5242e3586baa7b8603091c54766057c4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1ada7b71f4f3f0d1806949cfc0b6b110.setContent(html_5242e3586baa7b8603091c54766057c4);\n", " \n", " \n", "\n", - " circle_marker_818bea29c195548da3bbfce2ace98633.bindPopup(popup_84fc804cba5d84f255c2af2deb27ba69)\n", + " circle_marker_43b23aadd2d28e096e6991e0c84a3eb8.bindPopup(popup_1ada7b71f4f3f0d1806949cfc0b6b110)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2eb6b284285d81376cbffda6335e4a5e = L.circleMarker(\n", + " var circle_marker_bd408f8070bd61244e9b580315061c17 = L.circleMarker(\n", " [37.76450303329318, -122.40978938157065],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d35164bfb10fa0831e4cb73387138151 = L.popup({"maxWidth": "100%"});\n", + " var popup_4abeae358fac50285790a159e3ca1913 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_65e2bcc94d1a3673859d162352fdad6f = $(`<div id="html_65e2bcc94d1a3673859d162352fdad6f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d35164bfb10fa0831e4cb73387138151.setContent(html_65e2bcc94d1a3673859d162352fdad6f);\n", + " var html_d4104b025bc59e6df8116af722759f5c = $(`<div id="html_d4104b025bc59e6df8116af722759f5c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4abeae358fac50285790a159e3ca1913.setContent(html_d4104b025bc59e6df8116af722759f5c);\n", " \n", " \n", "\n", - " circle_marker_2eb6b284285d81376cbffda6335e4a5e.bindPopup(popup_d35164bfb10fa0831e4cb73387138151)\n", + " circle_marker_bd408f8070bd61244e9b580315061c17.bindPopup(popup_4abeae358fac50285790a159e3ca1913)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6544140436e11a9868a4636c72027bdd = L.circleMarker(\n", + " var circle_marker_a0b5eed82bd191c62a3ac5d9a92cf690 = L.circleMarker(\n", " [37.75128223638914, -122.42222086466421],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_82112f92ba43fd4a1079577866405b90 = L.popup({"maxWidth": "100%"});\n", + " var popup_6ba9059b5341399c42f2b9e73d68f5a5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e3c031f3a454349a43b15219f456c322 = $(`<div id="html_e3c031f3a454349a43b15219f456c322" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_82112f92ba43fd4a1079577866405b90.setContent(html_e3c031f3a454349a43b15219f456c322);\n", + " var html_97f668b2fe7eae8a4e98620f2c4d8a79 = $(`<div id="html_97f668b2fe7eae8a4e98620f2c4d8a79" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6ba9059b5341399c42f2b9e73d68f5a5.setContent(html_97f668b2fe7eae8a4e98620f2c4d8a79);\n", " \n", " \n", "\n", - " circle_marker_6544140436e11a9868a4636c72027bdd.bindPopup(popup_82112f92ba43fd4a1079577866405b90)\n", + " circle_marker_a0b5eed82bd191c62a3ac5d9a92cf690.bindPopup(popup_6ba9059b5341399c42f2b9e73d68f5a5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9fff73bb75b4fbd475221485e74a6c76 = L.circleMarker(\n", + " var circle_marker_487cbc17cff11624cb8b89123c0eb4a5 = L.circleMarker(\n", " [37.751148483269525, -122.41344777640442],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9bf09d8894d09d907a8f645e5487edd5 = L.popup({"maxWidth": "100%"});\n", + " var popup_40e1925a1671ac94d67f808d62d018e6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1c0bf56e9dd451616211d3e29db440e6 = $(`<div id="html_1c0bf56e9dd451616211d3e29db440e6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9bf09d8894d09d907a8f645e5487edd5.setContent(html_1c0bf56e9dd451616211d3e29db440e6);\n", + " var html_5a593f9a8b4d29e4a343c18ee98700a3 = $(`<div id="html_5a593f9a8b4d29e4a343c18ee98700a3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_40e1925a1671ac94d67f808d62d018e6.setContent(html_5a593f9a8b4d29e4a343c18ee98700a3);\n", " \n", " \n", "\n", - " circle_marker_9fff73bb75b4fbd475221485e74a6c76.bindPopup(popup_9bf09d8894d09d907a8f645e5487edd5)\n", + " circle_marker_487cbc17cff11624cb8b89123c0eb4a5.bindPopup(popup_40e1925a1671ac94d67f808d62d018e6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_aaa66e52be744e4cfd35a10abf56620c = L.circleMarker(\n", + " var circle_marker_b5afa02332995cf7653fa55688c2afb4 = L.circleMarker(\n", " [37.76417974814643, -122.42287692579625],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ea6d53906b502e1427e1946a4c2d2791 = L.popup({"maxWidth": "100%"});\n", + " var popup_3113474f2ca01ddad582096b0001bd3a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f38e0cd339b1844284ec48c25d854fb = $(`<div id="html_6f38e0cd339b1844284ec48c25d854fb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ea6d53906b502e1427e1946a4c2d2791.setContent(html_6f38e0cd339b1844284ec48c25d854fb);\n", + " var html_ce647c4bacb169cc49e90903ab35ae6e = $(`<div id="html_ce647c4bacb169cc49e90903ab35ae6e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3113474f2ca01ddad582096b0001bd3a.setContent(html_ce647c4bacb169cc49e90903ab35ae6e);\n", " \n", " \n", "\n", - " circle_marker_aaa66e52be744e4cfd35a10abf56620c.bindPopup(popup_ea6d53906b502e1427e1946a4c2d2791)\n", + " circle_marker_b5afa02332995cf7653fa55688c2afb4.bindPopup(popup_3113474f2ca01ddad582096b0001bd3a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3ca179a0143e0f3552da109741afc4a8 = L.circleMarker(\n", + " var circle_marker_ac842e927e0aa0d78a3747c8d0eeadc9 = L.circleMarker(\n", " [37.760537804214785, -122.41715126382405],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_48c9bb4397ce36857fc0f37949c16c35 = L.popup({"maxWidth": "100%"});\n", + " var popup_d149ec5000fdad9f7757e4c60f1ca193 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1ebc7143e8c46b89f909db9e1fb36f2a = $(`<div id="html_1ebc7143e8c46b89f909db9e1fb36f2a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_48c9bb4397ce36857fc0f37949c16c35.setContent(html_1ebc7143e8c46b89f909db9e1fb36f2a);\n", + " var html_d39fcc5151c4df5f5dda1f9f7c57b402 = $(`<div id="html_d39fcc5151c4df5f5dda1f9f7c57b402" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d149ec5000fdad9f7757e4c60f1ca193.setContent(html_d39fcc5151c4df5f5dda1f9f7c57b402);\n", " \n", " \n", "\n", - " circle_marker_3ca179a0143e0f3552da109741afc4a8.bindPopup(popup_48c9bb4397ce36857fc0f37949c16c35)\n", + " circle_marker_ac842e927e0aa0d78a3747c8d0eeadc9.bindPopup(popup_d149ec5000fdad9f7757e4c60f1ca193)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bfd4597c6eea21c480e44bf2506c73a5 = L.circleMarker(\n", + " var circle_marker_31e99049c7f0d3fc891671895d4f369c = L.circleMarker(\n", " [37.74173662069288, -122.41070210763999],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f345b4d75370bc5af8e57d056832fbb7 = L.popup({"maxWidth": "100%"});\n", + " var popup_8023e21a1905b0d907b1e260557748e7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_872fc148dda16e6d4be3763fc252f4fc = $(`<div id="html_872fc148dda16e6d4be3763fc252f4fc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f345b4d75370bc5af8e57d056832fbb7.setContent(html_872fc148dda16e6d4be3763fc252f4fc);\n", + " var html_b62b4ed7a32ff9f998b852c3ce67a8f6 = $(`<div id="html_b62b4ed7a32ff9f998b852c3ce67a8f6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8023e21a1905b0d907b1e260557748e7.setContent(html_b62b4ed7a32ff9f998b852c3ce67a8f6);\n", " \n", " \n", "\n", - " circle_marker_bfd4597c6eea21c480e44bf2506c73a5.bindPopup(popup_f345b4d75370bc5af8e57d056832fbb7)\n", + " circle_marker_31e99049c7f0d3fc891671895d4f369c.bindPopup(popup_8023e21a1905b0d907b1e260557748e7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_caf8f1670cb03ad061a027316010f0d6 = L.circleMarker(\n", + " var circle_marker_50f6daf052f62f8b4716e15304ef133c = L.circleMarker(\n", " [37.74512952861252, -122.40778058291968],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_da62a94f3926467dcfd62a8345ec5945 = L.popup({"maxWidth": "100%"});\n", + " var popup_f7300dd52e0b5d7d8e06e7be79ce9430 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_20fc2d96094f58401eab6b228e3f02c7 = $(`<div id="html_20fc2d96094f58401eab6b228e3f02c7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_da62a94f3926467dcfd62a8345ec5945.setContent(html_20fc2d96094f58401eab6b228e3f02c7);\n", + " var html_25a27309d0b5621f2ab23df1916928c2 = $(`<div id="html_25a27309d0b5621f2ab23df1916928c2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f7300dd52e0b5d7d8e06e7be79ce9430.setContent(html_25a27309d0b5621f2ab23df1916928c2);\n", " \n", " \n", "\n", - " circle_marker_caf8f1670cb03ad061a027316010f0d6.bindPopup(popup_da62a94f3926467dcfd62a8345ec5945)\n", + " circle_marker_50f6daf052f62f8b4716e15304ef133c.bindPopup(popup_f7300dd52e0b5d7d8e06e7be79ce9430)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b8ef6e09e7bc7553744a606d004a1cce = L.circleMarker(\n", + " var circle_marker_c2cf9a2e2486f2196a13fd6a4e9048ee = L.circleMarker(\n", " [37.75145743334203, -122.40606052669463],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_921176134d51d86f1e50d70c0af72d3b = L.popup({"maxWidth": "100%"});\n", + " var popup_88caab2cf1f13f2bd36c976471edb49c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3bcd47943b86584e1bebb2ef6b74ce07 = $(`<div id="html_3bcd47943b86584e1bebb2ef6b74ce07" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_921176134d51d86f1e50d70c0af72d3b.setContent(html_3bcd47943b86584e1bebb2ef6b74ce07);\n", + " var html_3b0e0f39f68cff0297748f982fab8935 = $(`<div id="html_3b0e0f39f68cff0297748f982fab8935" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_88caab2cf1f13f2bd36c976471edb49c.setContent(html_3b0e0f39f68cff0297748f982fab8935);\n", " \n", " \n", "\n", - " circle_marker_b8ef6e09e7bc7553744a606d004a1cce.bindPopup(popup_921176134d51d86f1e50d70c0af72d3b)\n", + " circle_marker_c2cf9a2e2486f2196a13fd6a4e9048ee.bindPopup(popup_88caab2cf1f13f2bd36c976471edb49c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_792f643c74db534cd1b3b3aaed1587ce = L.circleMarker(\n", + " var circle_marker_c381e8f953cd13d20edab48d37ce28af = L.circleMarker(\n", " [37.75526782189698, -122.40604437109245],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5d9e86ffbc803ef9419b74ad8d16810b = L.popup({"maxWidth": "100%"});\n", + " var popup_d2fbd1326d669918cd229aa949b3d4ff = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d6956bd5b08c3e40c944589698369114 = $(`<div id="html_d6956bd5b08c3e40c944589698369114" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5d9e86ffbc803ef9419b74ad8d16810b.setContent(html_d6956bd5b08c3e40c944589698369114);\n", + " var html_e15f33518a68d21e6c5f00315c55dedc = $(`<div id="html_e15f33518a68d21e6c5f00315c55dedc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d2fbd1326d669918cd229aa949b3d4ff.setContent(html_e15f33518a68d21e6c5f00315c55dedc);\n", " \n", " \n", "\n", - " circle_marker_792f643c74db534cd1b3b3aaed1587ce.bindPopup(popup_5d9e86ffbc803ef9419b74ad8d16810b)\n", + " circle_marker_c381e8f953cd13d20edab48d37ce28af.bindPopup(popup_d2fbd1326d669918cd229aa949b3d4ff)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cc53d947316622743c1f3c861985f4d2 = L.circleMarker(\n", + " var circle_marker_fa2b57ddeec8218964fe76527e64338e = L.circleMarker(\n", " [37.74871935743222, -122.41004340162493],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6d86a93ab736a6789822c65e6fe6c75a = L.popup({"maxWidth": "100%"});\n", + " var popup_4fbbc819f4b95ecf88533b454b946f42 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a5ec2bbf18caafc09e4adebdc766b0e3 = $(`<div id="html_a5ec2bbf18caafc09e4adebdc766b0e3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6d86a93ab736a6789822c65e6fe6c75a.setContent(html_a5ec2bbf18caafc09e4adebdc766b0e3);\n", + " var html_c40398da31c61601ade735b7b50e7a2c = $(`<div id="html_c40398da31c61601ade735b7b50e7a2c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4fbbc819f4b95ecf88533b454b946f42.setContent(html_c40398da31c61601ade735b7b50e7a2c);\n", " \n", " \n", "\n", - " circle_marker_cc53d947316622743c1f3c861985f4d2.bindPopup(popup_6d86a93ab736a6789822c65e6fe6c75a)\n", + " circle_marker_fa2b57ddeec8218964fe76527e64338e.bindPopup(popup_4fbbc819f4b95ecf88533b454b946f42)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d6f3e8db15b3372085c7813ddd0d97db = L.circleMarker(\n", + " var circle_marker_5c2663f37effebd9746938f2d7dd6be2 = L.circleMarker(\n", " [37.75360537634322, -122.40414432663103],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6c773dacea04cb2d8131b0cb99377cd7 = L.popup({"maxWidth": "100%"});\n", + " var popup_885ebd0b963ca4f5952b9b0851588ee7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bd702dcc1cc8d1aebb23b64e9ffc8a21 = $(`<div id="html_bd702dcc1cc8d1aebb23b64e9ffc8a21" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6c773dacea04cb2d8131b0cb99377cd7.setContent(html_bd702dcc1cc8d1aebb23b64e9ffc8a21);\n", + " var html_3646c92928bd783be02d5f032ccb7c92 = $(`<div id="html_3646c92928bd783be02d5f032ccb7c92" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_885ebd0b963ca4f5952b9b0851588ee7.setContent(html_3646c92928bd783be02d5f032ccb7c92);\n", " \n", " \n", "\n", - " circle_marker_d6f3e8db15b3372085c7813ddd0d97db.bindPopup(popup_6c773dacea04cb2d8131b0cb99377cd7)\n", + " circle_marker_5c2663f37effebd9746938f2d7dd6be2.bindPopup(popup_885ebd0b963ca4f5952b9b0851588ee7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_94a6e3ecc63a004181c4c2c5c74af8ce = L.circleMarker(\n", + " var circle_marker_2fc98cedc67ea20297e7e56729f21926 = L.circleMarker(\n", " [37.75231775479745, -122.41774596037905],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0e623950140060c253c7573273845dd9 = L.popup({"maxWidth": "100%"});\n", + " var popup_333223ac9388f889b4db032da28d2a9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_50589250cae00c2412216b8922368520 = $(`<div id="html_50589250cae00c2412216b8922368520" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0e623950140060c253c7573273845dd9.setContent(html_50589250cae00c2412216b8922368520);\n", + " var html_e8e91275f1e97f8e9c1033a92adab334 = $(`<div id="html_e8e91275f1e97f8e9c1033a92adab334" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_333223ac9388f889b4db032da28d2a9e.setContent(html_e8e91275f1e97f8e9c1033a92adab334);\n", " \n", " \n", "\n", - " circle_marker_94a6e3ecc63a004181c4c2c5c74af8ce.bindPopup(popup_0e623950140060c253c7573273845dd9)\n", + " circle_marker_2fc98cedc67ea20297e7e56729f21926.bindPopup(popup_333223ac9388f889b4db032da28d2a9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_06e7caecf5ba378b8f31c51f248fadae = L.circleMarker(\n", + " var circle_marker_6c0c7fc93a8bf47a03ad00aff1a19aed = L.circleMarker(\n", " [37.74148457789174, -122.41170660507584],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7d17dbf77b9c73710314154b3bb8d2bf = L.popup({"maxWidth": "100%"});\n", + " var popup_4ad4febe68d27eb0c08b0b4020a0a229 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c20dfca5e2c6cc33170686dba6252b35 = $(`<div id="html_c20dfca5e2c6cc33170686dba6252b35" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7d17dbf77b9c73710314154b3bb8d2bf.setContent(html_c20dfca5e2c6cc33170686dba6252b35);\n", + " var html_efcb1207509b08f46f51917c5922f997 = $(`<div id="html_efcb1207509b08f46f51917c5922f997" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4ad4febe68d27eb0c08b0b4020a0a229.setContent(html_efcb1207509b08f46f51917c5922f997);\n", " \n", " \n", "\n", - " circle_marker_06e7caecf5ba378b8f31c51f248fadae.bindPopup(popup_7d17dbf77b9c73710314154b3bb8d2bf)\n", + " circle_marker_6c0c7fc93a8bf47a03ad00aff1a19aed.bindPopup(popup_4ad4febe68d27eb0c08b0b4020a0a229)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_259d43c2521d1324e0d78e874c8c0d37 = L.circleMarker(\n", + " var circle_marker_6675c5860733e69c7c50e495b01fd67f = L.circleMarker(\n", " [37.746234470469986, -122.41278399769651],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6c43a84f5a82e59243cee997afd8af60 = L.popup({"maxWidth": "100%"});\n", + " var popup_e6ab31d110d1d3a9bf55e203dea67806 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_898ff244879c19296861bc25421b13a7 = $(`<div id="html_898ff244879c19296861bc25421b13a7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6c43a84f5a82e59243cee997afd8af60.setContent(html_898ff244879c19296861bc25421b13a7);\n", + " var html_ea67523f254918acba2e3f2827ca8318 = $(`<div id="html_ea67523f254918acba2e3f2827ca8318" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e6ab31d110d1d3a9bf55e203dea67806.setContent(html_ea67523f254918acba2e3f2827ca8318);\n", " \n", " \n", "\n", - " circle_marker_259d43c2521d1324e0d78e874c8c0d37.bindPopup(popup_6c43a84f5a82e59243cee997afd8af60)\n", + " circle_marker_6675c5860733e69c7c50e495b01fd67f.bindPopup(popup_e6ab31d110d1d3a9bf55e203dea67806)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_74ebc07be5fb46366900aa1d7d834eec = L.circleMarker(\n", + " var circle_marker_6b8b4ab1109eac2f04cf7008efbff06a = L.circleMarker(\n", " [37.751786210327225, -122.41401197674212],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_092c6c1877847b80e1899b992ef7d391 = L.popup({"maxWidth": "100%"});\n", + " var popup_e1cf3939074c1e3b56bd6a2091cfb137 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9593aa49a3588b875d30be4ec76aa071 = $(`<div id="html_9593aa49a3588b875d30be4ec76aa071" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_092c6c1877847b80e1899b992ef7d391.setContent(html_9593aa49a3588b875d30be4ec76aa071);\n", + " var html_337f70f8b8830caa010acfd39dcf2139 = $(`<div id="html_337f70f8b8830caa010acfd39dcf2139" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e1cf3939074c1e3b56bd6a2091cfb137.setContent(html_337f70f8b8830caa010acfd39dcf2139);\n", " \n", " \n", "\n", - " circle_marker_74ebc07be5fb46366900aa1d7d834eec.bindPopup(popup_092c6c1877847b80e1899b992ef7d391)\n", + " circle_marker_6b8b4ab1109eac2f04cf7008efbff06a.bindPopup(popup_e1cf3939074c1e3b56bd6a2091cfb137)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a98ffe3f16f5f352682fc250a9d030d0 = L.circleMarker(\n", + " var circle_marker_c63c99a10a733b6f31e2fadaeaa4503f = L.circleMarker(\n", " [37.75392082167846, -122.4139005439404],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b3b0030b5d5a57aada4339784e817d4c = L.popup({"maxWidth": "100%"});\n", + " var popup_cc5171127348bd740f2344e34766bdcf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_af1ef67894dfe7c5a12915873268ecbf = $(`<div id="html_af1ef67894dfe7c5a12915873268ecbf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b3b0030b5d5a57aada4339784e817d4c.setContent(html_af1ef67894dfe7c5a12915873268ecbf);\n", + " var html_9ec02e6ac4571ee62a923dc9bf6f2f5d = $(`<div id="html_9ec02e6ac4571ee62a923dc9bf6f2f5d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_cc5171127348bd740f2344e34766bdcf.setContent(html_9ec02e6ac4571ee62a923dc9bf6f2f5d);\n", " \n", " \n", "\n", - " circle_marker_a98ffe3f16f5f352682fc250a9d030d0.bindPopup(popup_b3b0030b5d5a57aada4339784e817d4c)\n", + " circle_marker_c63c99a10a733b6f31e2fadaeaa4503f.bindPopup(popup_cc5171127348bd740f2344e34766bdcf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_895f9459876339de4dec20a0eac3effd = L.circleMarker(\n", + " var circle_marker_5df4fc50ed9bedcd49a3eb0d4ce50bdf = L.circleMarker(\n", " [37.74632521857674, -122.41191284883185],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3309a24c3ef0f8608814932e9fd801db = L.popup({"maxWidth": "100%"});\n", + " var popup_a92cfc74f1919cf88240dad6ff0d603f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fc828aa3369f920e37580218a5d53c96 = $(`<div id="html_fc828aa3369f920e37580218a5d53c96" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3309a24c3ef0f8608814932e9fd801db.setContent(html_fc828aa3369f920e37580218a5d53c96);\n", + " var html_39b91f01f6014707b7b70b03c33d313c = $(`<div id="html_39b91f01f6014707b7b70b03c33d313c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a92cfc74f1919cf88240dad6ff0d603f.setContent(html_39b91f01f6014707b7b70b03c33d313c);\n", " \n", " \n", "\n", - " circle_marker_895f9459876339de4dec20a0eac3effd.bindPopup(popup_3309a24c3ef0f8608814932e9fd801db)\n", + " circle_marker_5df4fc50ed9bedcd49a3eb0d4ce50bdf.bindPopup(popup_a92cfc74f1919cf88240dad6ff0d603f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b0ab89be1dc611e5ebfbac762184cc59 = L.circleMarker(\n", + " var circle_marker_04307693ee77000d82bf7427755d59d6 = L.circleMarker(\n", " [37.744138258925396, -122.40566585519643],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_26ca7f8d5a576daf22e8359c7c7ef100 = L.popup({"maxWidth": "100%"});\n", + " var popup_0f815de2a54e7e20c68f555917781e79 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_29a78f8489d46decdaac30aac995a08d = $(`<div id="html_29a78f8489d46decdaac30aac995a08d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_26ca7f8d5a576daf22e8359c7c7ef100.setContent(html_29a78f8489d46decdaac30aac995a08d);\n", + " var html_a00795f1307801806088d00f680b056c = $(`<div id="html_a00795f1307801806088d00f680b056c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0f815de2a54e7e20c68f555917781e79.setContent(html_a00795f1307801806088d00f680b056c);\n", " \n", " \n", "\n", - " circle_marker_b0ab89be1dc611e5ebfbac762184cc59.bindPopup(popup_26ca7f8d5a576daf22e8359c7c7ef100)\n", + " circle_marker_04307693ee77000d82bf7427755d59d6.bindPopup(popup_0f815de2a54e7e20c68f555917781e79)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_194ce5ffe4d42a57425aa7283c440f7c = L.circleMarker(\n", + " var circle_marker_4d0c127667fca009aac35bf1790a11e9 = L.circleMarker(\n", " [37.76209659106257, -122.41743903596992],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f0bf6f5db6d1254e410a0946d9ab7b02 = L.popup({"maxWidth": "100%"});\n", + " var popup_e481fb0cef97f9f66f138fb24723c758 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dc8450cd71e164d72b35f60e9b0d09d6 = $(`<div id="html_dc8450cd71e164d72b35f60e9b0d09d6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f0bf6f5db6d1254e410a0946d9ab7b02.setContent(html_dc8450cd71e164d72b35f60e9b0d09d6);\n", + " var html_9e1e50f09b4bcb98dfe254b6d5b20a73 = $(`<div id="html_9e1e50f09b4bcb98dfe254b6d5b20a73" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e481fb0cef97f9f66f138fb24723c758.setContent(html_9e1e50f09b4bcb98dfe254b6d5b20a73);\n", " \n", " \n", "\n", - " circle_marker_194ce5ffe4d42a57425aa7283c440f7c.bindPopup(popup_f0bf6f5db6d1254e410a0946d9ab7b02)\n", + " circle_marker_4d0c127667fca009aac35bf1790a11e9.bindPopup(popup_e481fb0cef97f9f66f138fb24723c758)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e0b86bfebfe449dd628a919fbd6f6c97 = L.circleMarker(\n", + " var circle_marker_092da482ec8844d3fa2d4a301550b17a = L.circleMarker(\n", " [37.755656776209086, -122.40797490641594],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_70bb1e12798da8185e1bc16a5af2ef28 = L.popup({"maxWidth": "100%"});\n", + " var popup_02465eabb024465fdba5141c21bf26f8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_99456f4d73557f6081231edb9d304c1e = $(`<div id="html_99456f4d73557f6081231edb9d304c1e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_70bb1e12798da8185e1bc16a5af2ef28.setContent(html_99456f4d73557f6081231edb9d304c1e);\n", + " var html_26e4ac90686fd32b42607cdebbe8258e = $(`<div id="html_26e4ac90686fd32b42607cdebbe8258e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_02465eabb024465fdba5141c21bf26f8.setContent(html_26e4ac90686fd32b42607cdebbe8258e);\n", " \n", " \n", "\n", - " circle_marker_e0b86bfebfe449dd628a919fbd6f6c97.bindPopup(popup_70bb1e12798da8185e1bc16a5af2ef28)\n", + " circle_marker_092da482ec8844d3fa2d4a301550b17a.bindPopup(popup_02465eabb024465fdba5141c21bf26f8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2d6a1899ba6ccebcfa393841ee5517b5 = L.circleMarker(\n", + " var circle_marker_731b253f481ee6893d37c5ae669ce006 = L.circleMarker(\n", " [37.76304044055552, -122.42601660166785],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_262b3e40edccb527e8b9da5d68d2c41a = L.popup({"maxWidth": "100%"});\n", + " var popup_42f2c2060b3485d28a52280a2c871ff5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f2e0a66fb68d0d8c772c31f849c14505 = $(`<div id="html_f2e0a66fb68d0d8c772c31f849c14505" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_262b3e40edccb527e8b9da5d68d2c41a.setContent(html_f2e0a66fb68d0d8c772c31f849c14505);\n", + " var html_b87c094a9545baac6486a8fcbe640a0d = $(`<div id="html_b87c094a9545baac6486a8fcbe640a0d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_42f2c2060b3485d28a52280a2c871ff5.setContent(html_b87c094a9545baac6486a8fcbe640a0d);\n", " \n", " \n", "\n", - " circle_marker_2d6a1899ba6ccebcfa393841ee5517b5.bindPopup(popup_262b3e40edccb527e8b9da5d68d2c41a)\n", + " circle_marker_731b253f481ee6893d37c5ae669ce006.bindPopup(popup_42f2c2060b3485d28a52280a2c871ff5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_755176600137cee1934770c67d16c360 = L.circleMarker(\n", + " var circle_marker_080e13d1297c56abd20d1372fee1e87c = L.circleMarker(\n", " [37.76128158121274, -122.42475869912616],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e16d30a89bad5891299dccbf0106d3af = L.popup({"maxWidth": "100%"});\n", + " var popup_33c9dc3f33b9dddbe4a7958bc73a58cf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2844ad698a0c4120ebe571f96214cd9e = $(`<div id="html_2844ad698a0c4120ebe571f96214cd9e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e16d30a89bad5891299dccbf0106d3af.setContent(html_2844ad698a0c4120ebe571f96214cd9e);\n", + " var html_30fca15c13bc4b9d961909d68250411e = $(`<div id="html_30fca15c13bc4b9d961909d68250411e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_33c9dc3f33b9dddbe4a7958bc73a58cf.setContent(html_30fca15c13bc4b9d961909d68250411e);\n", " \n", " \n", "\n", - " circle_marker_755176600137cee1934770c67d16c360.bindPopup(popup_e16d30a89bad5891299dccbf0106d3af)\n", + " circle_marker_080e13d1297c56abd20d1372fee1e87c.bindPopup(popup_33c9dc3f33b9dddbe4a7958bc73a58cf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9c20240918ece77a69d46a3c743651bd = L.circleMarker(\n", + " var circle_marker_bd7cf5c48ef7b8d2dcac5fb7b47992b7 = L.circleMarker(\n", " [37.75263168395759, -122.42442533056142],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ae983f643a8492413decc78919631aa7 = L.popup({"maxWidth": "100%"});\n", + " var popup_89f89ec7381d491736c6c33bb7aeaced = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_147c6deb6a31f44b169bd08a885bd025 = $(`<div id="html_147c6deb6a31f44b169bd08a885bd025" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ae983f643a8492413decc78919631aa7.setContent(html_147c6deb6a31f44b169bd08a885bd025);\n", + " var html_2704e8f85b4585e9a39103c124daaa73 = $(`<div id="html_2704e8f85b4585e9a39103c124daaa73" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_89f89ec7381d491736c6c33bb7aeaced.setContent(html_2704e8f85b4585e9a39103c124daaa73);\n", " \n", " \n", "\n", - " circle_marker_9c20240918ece77a69d46a3c743651bd.bindPopup(popup_ae983f643a8492413decc78919631aa7)\n", + " circle_marker_bd7cf5c48ef7b8d2dcac5fb7b47992b7.bindPopup(popup_89f89ec7381d491736c6c33bb7aeaced)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3df438c3ace7a36cd9984e051f2b1f29 = L.circleMarker(\n", + " var circle_marker_0da49f55dbdb203de9795a4372653d50 = L.circleMarker(\n", " [37.76059258583783, -122.4254136565183],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_66a8fa7a61b21b2be56f1b09f6dca760 = L.popup({"maxWidth": "100%"});\n", + " var popup_29584211ba7eea39f90b0b08aef0043a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2fca4df1464b3c7462c5568952c9812c = $(`<div id="html_2fca4df1464b3c7462c5568952c9812c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_66a8fa7a61b21b2be56f1b09f6dca760.setContent(html_2fca4df1464b3c7462c5568952c9812c);\n", + " var html_420b5bb34dd22d38a9d8d45351defafd = $(`<div id="html_420b5bb34dd22d38a9d8d45351defafd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_29584211ba7eea39f90b0b08aef0043a.setContent(html_420b5bb34dd22d38a9d8d45351defafd);\n", " \n", " \n", "\n", - " circle_marker_3df438c3ace7a36cd9984e051f2b1f29.bindPopup(popup_66a8fa7a61b21b2be56f1b09f6dca760)\n", + " circle_marker_0da49f55dbdb203de9795a4372653d50.bindPopup(popup_29584211ba7eea39f90b0b08aef0043a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4b069c94561fc5c24005e0dcacf21d3e = L.circleMarker(\n", + " var circle_marker_6771e0e3bedc297ab8f6917fb89fb4c4 = L.circleMarker(\n", " [37.75104056209607, -122.40794615669083],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cedaeee419bc49c8d6b6abb8de2931e8 = L.popup({"maxWidth": "100%"});\n", + " var popup_b8790620286c56f6ad224ab9b1ea54ab = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b52496d7ab8ce44dc3ac691515e82d45 = $(`<div id="html_b52496d7ab8ce44dc3ac691515e82d45" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cedaeee419bc49c8d6b6abb8de2931e8.setContent(html_b52496d7ab8ce44dc3ac691515e82d45);\n", + " var html_b267c7b8cf528baf8b89594de089d47c = $(`<div id="html_b267c7b8cf528baf8b89594de089d47c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b8790620286c56f6ad224ab9b1ea54ab.setContent(html_b267c7b8cf528baf8b89594de089d47c);\n", " \n", " \n", "\n", - " circle_marker_4b069c94561fc5c24005e0dcacf21d3e.bindPopup(popup_cedaeee419bc49c8d6b6abb8de2931e8)\n", + " circle_marker_6771e0e3bedc297ab8f6917fb89fb4c4.bindPopup(popup_b8790620286c56f6ad224ab9b1ea54ab)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_01889237c1de779bcca16198a0d2c203 = L.circleMarker(\n", + " var circle_marker_a3fdf1b8b3552178cfdf237d12ec896c = L.circleMarker(\n", " [37.73391883126035, -122.4181720236561],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_bd331e5abba605e7e8db82ed7b29bcc6 = L.popup({"maxWidth": "100%"});\n", + " var popup_e0eae27019ec8d3ed14ed47cfcdbf63b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_31b09b363556f6cd3c3bfe41e23d15d4 = $(`<div id="html_31b09b363556f6cd3c3bfe41e23d15d4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_bd331e5abba605e7e8db82ed7b29bcc6.setContent(html_31b09b363556f6cd3c3bfe41e23d15d4);\n", + " var html_e477c98cb88efe32148e9cb47489f0f8 = $(`<div id="html_e477c98cb88efe32148e9cb47489f0f8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e0eae27019ec8d3ed14ed47cfcdbf63b.setContent(html_e477c98cb88efe32148e9cb47489f0f8);\n", " \n", " \n", "\n", - " circle_marker_01889237c1de779bcca16198a0d2c203.bindPopup(popup_bd331e5abba605e7e8db82ed7b29bcc6)\n", + " circle_marker_a3fdf1b8b3552178cfdf237d12ec896c.bindPopup(popup_e0eae27019ec8d3ed14ed47cfcdbf63b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ed8b65c66b33b5bdcaee6f0ac917da60 = L.circleMarker(\n", + " var circle_marker_579b6e8d2276ec37cdd5c2449950e6fa = L.circleMarker(\n", " [37.747082929796356, -122.41075451027352],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ea7dc04540dc9d8984ca17600743b273 = L.popup({"maxWidth": "100%"});\n", + " var popup_5c283f6d9b03eaf13e745ca34373c5e5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3849beb4c424687934bbfc1f50847263 = $(`<div id="html_3849beb4c424687934bbfc1f50847263" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ea7dc04540dc9d8984ca17600743b273.setContent(html_3849beb4c424687934bbfc1f50847263);\n", + " var html_3a7b68f8e776d15746bfbac61dc14d25 = $(`<div id="html_3a7b68f8e776d15746bfbac61dc14d25" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5c283f6d9b03eaf13e745ca34373c5e5.setContent(html_3a7b68f8e776d15746bfbac61dc14d25);\n", " \n", " \n", "\n", - " circle_marker_ed8b65c66b33b5bdcaee6f0ac917da60.bindPopup(popup_ea7dc04540dc9d8984ca17600743b273)\n", + " circle_marker_579b6e8d2276ec37cdd5c2449950e6fa.bindPopup(popup_5c283f6d9b03eaf13e745ca34373c5e5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a9bb1985bc70232fa222a265c7c1125a = L.circleMarker(\n", + " var circle_marker_258f26fc54b05bc75408b8210ee798bc = L.circleMarker(\n", " [37.7612218618984, -122.41012514709995],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d1d133b13ce492ebdec0cc6d8086190c = L.popup({"maxWidth": "100%"});\n", + " var popup_2461e6524f06e690b3d71dbaf825cad4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8ebee4d2ce4b12580d3e5b618eaf10ff = $(`<div id="html_8ebee4d2ce4b12580d3e5b618eaf10ff" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d1d133b13ce492ebdec0cc6d8086190c.setContent(html_8ebee4d2ce4b12580d3e5b618eaf10ff);\n", + " var html_1c46f07332bbcda9f76296a12efd7388 = $(`<div id="html_1c46f07332bbcda9f76296a12efd7388" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2461e6524f06e690b3d71dbaf825cad4.setContent(html_1c46f07332bbcda9f76296a12efd7388);\n", " \n", " \n", "\n", - " circle_marker_a9bb1985bc70232fa222a265c7c1125a.bindPopup(popup_d1d133b13ce492ebdec0cc6d8086190c)\n", + " circle_marker_258f26fc54b05bc75408b8210ee798bc.bindPopup(popup_2461e6524f06e690b3d71dbaf825cad4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_917378ac9a66a445aabea4ff383d1212 = L.circleMarker(\n", + " var circle_marker_c49e1f3b113e18b57999aa36180f55a5 = L.circleMarker(\n", " [37.73742797318685, -122.4099223611867],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8bfa83964e51ddfe176329f269d9d396 = L.popup({"maxWidth": "100%"});\n", + " var popup_85b51a88f9b50c8bd7fdbf578d2ac408 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8415179b9aae7831805b9c33d2c3a0f7 = $(`<div id="html_8415179b9aae7831805b9c33d2c3a0f7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8bfa83964e51ddfe176329f269d9d396.setContent(html_8415179b9aae7831805b9c33d2c3a0f7);\n", + " var html_023847b847a7b39fac8a9e2a0d6b5ae0 = $(`<div id="html_023847b847a7b39fac8a9e2a0d6b5ae0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_85b51a88f9b50c8bd7fdbf578d2ac408.setContent(html_023847b847a7b39fac8a9e2a0d6b5ae0);\n", " \n", " \n", "\n", - " circle_marker_917378ac9a66a445aabea4ff383d1212.bindPopup(popup_8bfa83964e51ddfe176329f269d9d396)\n", + " circle_marker_c49e1f3b113e18b57999aa36180f55a5.bindPopup(popup_85b51a88f9b50c8bd7fdbf578d2ac408)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_79821425e35e08f006f8fb84b26ba48f = L.circleMarker(\n", + " var circle_marker_d47dcf9ad0f743c01c824c1bbf308afc = L.circleMarker(\n", " [37.73341096742464, -122.41526238849185],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_73f1261e8fbc640464d73672d7dce50c = L.popup({"maxWidth": "100%"});\n", + " var popup_7b11f084edab5b4b7e144a25096d5933 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a402574a35c51ba6fe86c5f5d8fc2346 = $(`<div id="html_a402574a35c51ba6fe86c5f5d8fc2346" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_73f1261e8fbc640464d73672d7dce50c.setContent(html_a402574a35c51ba6fe86c5f5d8fc2346);\n", + " var html_e65ead95df2d86e29eeb3a65e8f6c23e = $(`<div id="html_e65ead95df2d86e29eeb3a65e8f6c23e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7b11f084edab5b4b7e144a25096d5933.setContent(html_e65ead95df2d86e29eeb3a65e8f6c23e);\n", " \n", " \n", "\n", - " circle_marker_79821425e35e08f006f8fb84b26ba48f.bindPopup(popup_73f1261e8fbc640464d73672d7dce50c)\n", + " circle_marker_d47dcf9ad0f743c01c824c1bbf308afc.bindPopup(popup_7b11f084edab5b4b7e144a25096d5933)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_272f64814518690fbbee0438d2d6c381 = L.circleMarker(\n", + " var circle_marker_7494fb2e1ccdac2d35fcbceebb88e99a = L.circleMarker(\n", " [37.73218433441669, -122.42346688880976],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ed0a8a2863845324af75fba26f01d713 = L.popup({"maxWidth": "100%"});\n", + " var popup_23aee1d0b2ebbda1a38f81be5bbbfdf4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_aab7ec29ec494f0a80d0fb639cd2bb19 = $(`<div id="html_aab7ec29ec494f0a80d0fb639cd2bb19" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ed0a8a2863845324af75fba26f01d713.setContent(html_aab7ec29ec494f0a80d0fb639cd2bb19);\n", + " var html_70a92689a1e0024872c4a8b233dd9bd7 = $(`<div id="html_70a92689a1e0024872c4a8b233dd9bd7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_23aee1d0b2ebbda1a38f81be5bbbfdf4.setContent(html_70a92689a1e0024872c4a8b233dd9bd7);\n", " \n", " \n", "\n", - " circle_marker_272f64814518690fbbee0438d2d6c381.bindPopup(popup_ed0a8a2863845324af75fba26f01d713)\n", + " circle_marker_7494fb2e1ccdac2d35fcbceebb88e99a.bindPopup(popup_23aee1d0b2ebbda1a38f81be5bbbfdf4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9705b373a916d98262840a91714050e9 = L.circleMarker(\n", + " var circle_marker_b57a5023a00a52a5b0980a729f54813d = L.circleMarker(\n", " [37.73921897271669, -122.408294261493],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c1c7f01df539c7c9daa1471b01561bd0 = L.popup({"maxWidth": "100%"});\n", + " var popup_0534a1e6d72c0c7f832a87966a098558 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_db90baa6e8e95f0cfbc6629d42be5221 = $(`<div id="html_db90baa6e8e95f0cfbc6629d42be5221" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c1c7f01df539c7c9daa1471b01561bd0.setContent(html_db90baa6e8e95f0cfbc6629d42be5221);\n", + " var html_2945ef80e063a4beef91d6140490d160 = $(`<div id="html_2945ef80e063a4beef91d6140490d160" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0534a1e6d72c0c7f832a87966a098558.setContent(html_2945ef80e063a4beef91d6140490d160);\n", " \n", " \n", "\n", - " circle_marker_9705b373a916d98262840a91714050e9.bindPopup(popup_c1c7f01df539c7c9daa1471b01561bd0)\n", + " circle_marker_b57a5023a00a52a5b0980a729f54813d.bindPopup(popup_0534a1e6d72c0c7f832a87966a098558)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1bf95f4a4c79359ecc64e7f6e5d1bc0d = L.circleMarker(\n", + " var circle_marker_f5495b90f112adb31b790551fadb2658 = L.circleMarker(\n", " [37.763334928138605, -122.41975219244812],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_35595c7f19a0809f4a617eed031dec74 = L.popup({"maxWidth": "100%"});\n", + " var popup_a7e758cce88f2eb411ffcd24d3137775 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_78f334f00899acfbee59c6298793d949 = $(`<div id="html_78f334f00899acfbee59c6298793d949" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_35595c7f19a0809f4a617eed031dec74.setContent(html_78f334f00899acfbee59c6298793d949);\n", + " var html_e205c0131233d2799f4fd5026d327003 = $(`<div id="html_e205c0131233d2799f4fd5026d327003" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a7e758cce88f2eb411ffcd24d3137775.setContent(html_e205c0131233d2799f4fd5026d327003);\n", " \n", " \n", "\n", - " circle_marker_1bf95f4a4c79359ecc64e7f6e5d1bc0d.bindPopup(popup_35595c7f19a0809f4a617eed031dec74)\n", + " circle_marker_f5495b90f112adb31b790551fadb2658.bindPopup(popup_a7e758cce88f2eb411ffcd24d3137775)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_93abfd7d31af564cb0ba1bc51d1ffa99 = L.circleMarker(\n", + " var circle_marker_322f2e65ea0b2157774289a1c724bb9f = L.circleMarker(\n", " [37.75283439229456, -122.42436907613654],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6db64fc7a54fd5e880b502663aa670d8 = L.popup({"maxWidth": "100%"});\n", + " var popup_1fe5d100bc2f1e440dca30f86f55b4ce = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_95d792290744a2cf3c8b3398c62a1833 = $(`<div id="html_95d792290744a2cf3c8b3398c62a1833" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6db64fc7a54fd5e880b502663aa670d8.setContent(html_95d792290744a2cf3c8b3398c62a1833);\n", + " var html_ff9e7031d817f495f6fe876e1cce8e1f = $(`<div id="html_ff9e7031d817f495f6fe876e1cce8e1f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1fe5d100bc2f1e440dca30f86f55b4ce.setContent(html_ff9e7031d817f495f6fe876e1cce8e1f);\n", " \n", " \n", "\n", - " circle_marker_93abfd7d31af564cb0ba1bc51d1ffa99.bindPopup(popup_6db64fc7a54fd5e880b502663aa670d8)\n", + " circle_marker_322f2e65ea0b2157774289a1c724bb9f.bindPopup(popup_1fe5d100bc2f1e440dca30f86f55b4ce)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_50761e48a79226df3b4e6b115a706160 = L.circleMarker(\n", + " var circle_marker_37133950e4fd423cb55b70e36e61c25c = L.circleMarker(\n", " [37.73969735334643, -122.41382634618964],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f23fddec16547af920a5c14f4e320c4a = L.popup({"maxWidth": "100%"});\n", + " var popup_7938f422f300caec6c29ee9f3af42444 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8fe66c0916c1b46faf1fb98e986e4f9f = $(`<div id="html_8fe66c0916c1b46faf1fb98e986e4f9f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f23fddec16547af920a5c14f4e320c4a.setContent(html_8fe66c0916c1b46faf1fb98e986e4f9f);\n", + " var html_70f6118b1d440037f3b8637a5903a1a1 = $(`<div id="html_70f6118b1d440037f3b8637a5903a1a1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7938f422f300caec6c29ee9f3af42444.setContent(html_70f6118b1d440037f3b8637a5903a1a1);\n", " \n", " \n", "\n", - " circle_marker_50761e48a79226df3b4e6b115a706160.bindPopup(popup_f23fddec16547af920a5c14f4e320c4a)\n", + " circle_marker_37133950e4fd423cb55b70e36e61c25c.bindPopup(popup_7938f422f300caec6c29ee9f3af42444)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_249dfd399eb1d424c0576baf95010b12 = L.circleMarker(\n", + " var circle_marker_37a2e6cb65de5e27768dda28106f70d8 = L.circleMarker(\n", " [37.75257710605992, -122.40470322706904],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a4579cf0d08c47da592e298c45d09878 = L.popup({"maxWidth": "100%"});\n", + " var popup_cc62d5639d3571697f450baf3a3642eb = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_db01d01363236ca2a9fc3264c5d4e522 = $(`<div id="html_db01d01363236ca2a9fc3264c5d4e522" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a4579cf0d08c47da592e298c45d09878.setContent(html_db01d01363236ca2a9fc3264c5d4e522);\n", + " var html_4a839596aa97631bcd5cdd9b3054d06d = $(`<div id="html_4a839596aa97631bcd5cdd9b3054d06d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_cc62d5639d3571697f450baf3a3642eb.setContent(html_4a839596aa97631bcd5cdd9b3054d06d);\n", " \n", " \n", "\n", - " circle_marker_249dfd399eb1d424c0576baf95010b12.bindPopup(popup_a4579cf0d08c47da592e298c45d09878)\n", + " circle_marker_37a2e6cb65de5e27768dda28106f70d8.bindPopup(popup_cc62d5639d3571697f450baf3a3642eb)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_26fa09af021b48c1df95e73fc36721ba = L.circleMarker(\n", + " var circle_marker_28d9073c29d76f86dfee40256efb1593 = L.circleMarker(\n", " [37.75175323687019, -122.4148893680859],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c0eac6e30066b4fb8fd89fc97542c95f = L.popup({"maxWidth": "100%"});\n", + " var popup_dd231e28884c5c7069109db574f5058a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a3e0663b0d7c8b669604f13677ac1882 = $(`<div id="html_a3e0663b0d7c8b669604f13677ac1882" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c0eac6e30066b4fb8fd89fc97542c95f.setContent(html_a3e0663b0d7c8b669604f13677ac1882);\n", + " var html_b3b862fef1beedfc83b70bbecbe041e5 = $(`<div id="html_b3b862fef1beedfc83b70bbecbe041e5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_dd231e28884c5c7069109db574f5058a.setContent(html_b3b862fef1beedfc83b70bbecbe041e5);\n", " \n", " \n", "\n", - " circle_marker_26fa09af021b48c1df95e73fc36721ba.bindPopup(popup_c0eac6e30066b4fb8fd89fc97542c95f)\n", + " circle_marker_28d9073c29d76f86dfee40256efb1593.bindPopup(popup_dd231e28884c5c7069109db574f5058a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b2a0bfbd794f73c5e39a96e06b586103 = L.circleMarker(\n", + " var circle_marker_44a79446cdad4acdeeb69cef1f9be6b4 = L.circleMarker(\n", " [37.74223349220518, -122.40991900141367],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_873308e62d8b43939fc39dd929aeb953 = L.popup({"maxWidth": "100%"});\n", + " var popup_211b7677644287118752679160cc2b83 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3f7a68bba77afdf7b3f77afd96b638e6 = $(`<div id="html_3f7a68bba77afdf7b3f77afd96b638e6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_873308e62d8b43939fc39dd929aeb953.setContent(html_3f7a68bba77afdf7b3f77afd96b638e6);\n", + " var html_dbc8ae5c95b943b590464bc30580f5de = $(`<div id="html_dbc8ae5c95b943b590464bc30580f5de" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_211b7677644287118752679160cc2b83.setContent(html_dbc8ae5c95b943b590464bc30580f5de);\n", " \n", " \n", "\n", - " circle_marker_b2a0bfbd794f73c5e39a96e06b586103.bindPopup(popup_873308e62d8b43939fc39dd929aeb953)\n", + " circle_marker_44a79446cdad4acdeeb69cef1f9be6b4.bindPopup(popup_211b7677644287118752679160cc2b83)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8957b9b7dff9a7b07aae7ef6df15f794 = L.circleMarker(\n", + " var circle_marker_e53047dbceaf6c286a2420bdd2a3a669 = L.circleMarker(\n", " [37.7387367287149, -122.41840106253402],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8b9d8c0d9346091f3058635152af115f = L.popup({"maxWidth": "100%"});\n", + " var popup_eddf0479c29e72e4f5fee1701fa59c16 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_62e5f72b19a0f0f6c54bcc0bc8a47118 = $(`<div id="html_62e5f72b19a0f0f6c54bcc0bc8a47118" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8b9d8c0d9346091f3058635152af115f.setContent(html_62e5f72b19a0f0f6c54bcc0bc8a47118);\n", + " var html_0e950b92192f1c497aaed73b017abe6b = $(`<div id="html_0e950b92192f1c497aaed73b017abe6b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_eddf0479c29e72e4f5fee1701fa59c16.setContent(html_0e950b92192f1c497aaed73b017abe6b);\n", " \n", " \n", "\n", - " circle_marker_8957b9b7dff9a7b07aae7ef6df15f794.bindPopup(popup_8b9d8c0d9346091f3058635152af115f)\n", + " circle_marker_e53047dbceaf6c286a2420bdd2a3a669.bindPopup(popup_eddf0479c29e72e4f5fee1701fa59c16)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_de030c610d24224802a19eec3753190d = L.circleMarker(\n", + " var circle_marker_f765900e7d54695b4be20994d570fffb = L.circleMarker(\n", " [37.76389286561216, -122.42381965154172],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6e130eceaaacf97830eedbb084ee95c3 = L.popup({"maxWidth": "100%"});\n", + " var popup_0cd42ac1addd4df897f4b7cd5ac18044 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3f27b46275079b0e60edebe7aec377c0 = $(`<div id="html_3f27b46275079b0e60edebe7aec377c0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6e130eceaaacf97830eedbb084ee95c3.setContent(html_3f27b46275079b0e60edebe7aec377c0);\n", + " var html_7d21aab8013bac46b3cace570962fd12 = $(`<div id="html_7d21aab8013bac46b3cace570962fd12" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0cd42ac1addd4df897f4b7cd5ac18044.setContent(html_7d21aab8013bac46b3cace570962fd12);\n", " \n", " \n", "\n", - " circle_marker_de030c610d24224802a19eec3753190d.bindPopup(popup_6e130eceaaacf97830eedbb084ee95c3)\n", + " circle_marker_f765900e7d54695b4be20994d570fffb.bindPopup(popup_0cd42ac1addd4df897f4b7cd5ac18044)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_47e9616b9606b842ddf65290e34109c5 = L.circleMarker(\n", + " var circle_marker_02bb7109f22bd4eb35d113d6374d3e85 = L.circleMarker(\n", " [37.748347233277535, -122.40967803988173],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_543ba6cd7330628fcc616984d153d78e = L.popup({"maxWidth": "100%"});\n", + " var popup_6eef0c661e7b2101285ddd8c7bd7b50b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f0778b7a82e9b86fe026e483bf01f7ac = $(`<div id="html_f0778b7a82e9b86fe026e483bf01f7ac" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_543ba6cd7330628fcc616984d153d78e.setContent(html_f0778b7a82e9b86fe026e483bf01f7ac);\n", + " var html_fae569e48a99858cfd147b39169e718a = $(`<div id="html_fae569e48a99858cfd147b39169e718a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6eef0c661e7b2101285ddd8c7bd7b50b.setContent(html_fae569e48a99858cfd147b39169e718a);\n", " \n", " \n", "\n", - " circle_marker_47e9616b9606b842ddf65290e34109c5.bindPopup(popup_543ba6cd7330628fcc616984d153d78e)\n", + " circle_marker_02bb7109f22bd4eb35d113d6374d3e85.bindPopup(popup_6eef0c661e7b2101285ddd8c7bd7b50b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_559251347c5f15cc7221ee217c226cc2 = L.circleMarker(\n", + " var circle_marker_35e42ba8bba9c5cfd59b0388f95388cc = L.circleMarker(\n", " [37.74026120078767, -122.42276619176752],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_919f568efb4cf31636eeafd1d0fa240d = L.popup({"maxWidth": "100%"});\n", + " var popup_b5c2ec72718cc13b69a7ae85d8fd739b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1b3dfe467a72d74a300cf8367ed8a371 = $(`<div id="html_1b3dfe467a72d74a300cf8367ed8a371" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_919f568efb4cf31636eeafd1d0fa240d.setContent(html_1b3dfe467a72d74a300cf8367ed8a371);\n", + " var html_94a73bf7a920b2fe321c72e1cb12058f = $(`<div id="html_94a73bf7a920b2fe321c72e1cb12058f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b5c2ec72718cc13b69a7ae85d8fd739b.setContent(html_94a73bf7a920b2fe321c72e1cb12058f);\n", " \n", " \n", "\n", - " circle_marker_559251347c5f15cc7221ee217c226cc2.bindPopup(popup_919f568efb4cf31636eeafd1d0fa240d)\n", + " circle_marker_35e42ba8bba9c5cfd59b0388f95388cc.bindPopup(popup_b5c2ec72718cc13b69a7ae85d8fd739b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ac0f5cca8a027fe9ce2282ed6abd8f67 = L.circleMarker(\n", + " var circle_marker_17215cd51cc4f3b84a03ffb6cb62dad8 = L.circleMarker(\n", " [37.75539837180495, -122.42060974443976],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_77da756b090ade7660defc15f55f8635 = L.popup({"maxWidth": "100%"});\n", + " var popup_4307cbca39b4e13accbb1998e4413f8d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_373a5484712d84fd6bcd050551ed5af0 = $(`<div id="html_373a5484712d84fd6bcd050551ed5af0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_77da756b090ade7660defc15f55f8635.setContent(html_373a5484712d84fd6bcd050551ed5af0);\n", + " var html_fd6fb8219772c0f4321b2a8e803efda1 = $(`<div id="html_fd6fb8219772c0f4321b2a8e803efda1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4307cbca39b4e13accbb1998e4413f8d.setContent(html_fd6fb8219772c0f4321b2a8e803efda1);\n", " \n", " \n", "\n", - " circle_marker_ac0f5cca8a027fe9ce2282ed6abd8f67.bindPopup(popup_77da756b090ade7660defc15f55f8635)\n", + " circle_marker_17215cd51cc4f3b84a03ffb6cb62dad8.bindPopup(popup_4307cbca39b4e13accbb1998e4413f8d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_395d5ba9cc682fcb38223d7f8632ac04 = L.circleMarker(\n", + " var circle_marker_03a45c564604c1d5c33d52a680de8fb5 = L.circleMarker(\n", " [37.73770106674906, -122.41892417399505],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_07f58d747b38680b70a59c2c57d068ca = L.popup({"maxWidth": "100%"});\n", + " var popup_e338c642c9b32ff4370f21c2e96aa7bf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c9e9c1a7b54ab5c363576d8c6e6c92d9 = $(`<div id="html_c9e9c1a7b54ab5c363576d8c6e6c92d9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_07f58d747b38680b70a59c2c57d068ca.setContent(html_c9e9c1a7b54ab5c363576d8c6e6c92d9);\n", + " var html_66188e6667b1ee457d9c5145bd9c4fca = $(`<div id="html_66188e6667b1ee457d9c5145bd9c4fca" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e338c642c9b32ff4370f21c2e96aa7bf.setContent(html_66188e6667b1ee457d9c5145bd9c4fca);\n", " \n", " \n", "\n", - " circle_marker_395d5ba9cc682fcb38223d7f8632ac04.bindPopup(popup_07f58d747b38680b70a59c2c57d068ca)\n", + " circle_marker_03a45c564604c1d5c33d52a680de8fb5.bindPopup(popup_e338c642c9b32ff4370f21c2e96aa7bf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_84f479a1cd14119c1b61c781297b86c4 = L.circleMarker(\n", + " var circle_marker_9e19e65818e2c4ecabab8c2829b21e75 = L.circleMarker(\n", " [37.74708820953235, -122.41121543828048],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d57627da5eb1aee1a6bbe93c25a70622 = L.popup({"maxWidth": "100%"});\n", + " var popup_b6b6f13b5f27e09854737032e10921bc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2be80ebae4c6a58dd16550ae78d70cfa = $(`<div id="html_2be80ebae4c6a58dd16550ae78d70cfa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d57627da5eb1aee1a6bbe93c25a70622.setContent(html_2be80ebae4c6a58dd16550ae78d70cfa);\n", + " var html_6af954b2ee14777e1f750bdea7200b59 = $(`<div id="html_6af954b2ee14777e1f750bdea7200b59" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b6b6f13b5f27e09854737032e10921bc.setContent(html_6af954b2ee14777e1f750bdea7200b59);\n", " \n", " \n", "\n", - " circle_marker_84f479a1cd14119c1b61c781297b86c4.bindPopup(popup_d57627da5eb1aee1a6bbe93c25a70622)\n", + " circle_marker_9e19e65818e2c4ecabab8c2829b21e75.bindPopup(popup_b6b6f13b5f27e09854737032e10921bc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_38a924227cd4b9c8dc8d9385a1637182 = L.circleMarker(\n", + " var circle_marker_992db7847127e100118035326f9f0166 = L.circleMarker(\n", " [37.76225919844404, -122.41486518168091],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_22f6c21e4ac57ae4f40ca5ce99911989 = L.popup({"maxWidth": "100%"});\n", + " var popup_b63e2c7464b5772bfe6b14532cc3f2b7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_27e4b268a093628ff752fcdeca461e80 = $(`<div id="html_27e4b268a093628ff752fcdeca461e80" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_22f6c21e4ac57ae4f40ca5ce99911989.setContent(html_27e4b268a093628ff752fcdeca461e80);\n", + " var html_407af8f78b2810a28f065c22d55966f7 = $(`<div id="html_407af8f78b2810a28f065c22d55966f7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b63e2c7464b5772bfe6b14532cc3f2b7.setContent(html_407af8f78b2810a28f065c22d55966f7);\n", " \n", " \n", "\n", - " circle_marker_38a924227cd4b9c8dc8d9385a1637182.bindPopup(popup_22f6c21e4ac57ae4f40ca5ce99911989)\n", + " circle_marker_992db7847127e100118035326f9f0166.bindPopup(popup_b63e2c7464b5772bfe6b14532cc3f2b7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c325644dc136d5a033ede8fc5be67f8c = L.circleMarker(\n", + " var circle_marker_18a8b51b9a839f203043e20ca773bc66 = L.circleMarker(\n", " [37.740568264758494, -122.41163237344158],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3a1f17849b7f388eb9f2fd5b233020df = L.popup({"maxWidth": "100%"});\n", + " var popup_d6fda39bfb2b1f14b3e3e173292ee138 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e51f3a8d6af2126e1a92672f5282a1d7 = $(`<div id="html_e51f3a8d6af2126e1a92672f5282a1d7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3a1f17849b7f388eb9f2fd5b233020df.setContent(html_e51f3a8d6af2126e1a92672f5282a1d7);\n", + " var html_739061944ed22b6bb28d0585c9777988 = $(`<div id="html_739061944ed22b6bb28d0585c9777988" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d6fda39bfb2b1f14b3e3e173292ee138.setContent(html_739061944ed22b6bb28d0585c9777988);\n", " \n", " \n", "\n", - " circle_marker_c325644dc136d5a033ede8fc5be67f8c.bindPopup(popup_3a1f17849b7f388eb9f2fd5b233020df)\n", + " circle_marker_18a8b51b9a839f203043e20ca773bc66.bindPopup(popup_d6fda39bfb2b1f14b3e3e173292ee138)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dd3b91fcb6dde7bc4c77831579005c15 = L.circleMarker(\n", + " var circle_marker_9ac740d63df0b60708394d89fd3f49cd = L.circleMarker(\n", " [37.744682871447594, -122.42039964169358],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6b6f30e2ff2442202a421705747b6878 = L.popup({"maxWidth": "100%"});\n", + " var popup_7ab447f6ba7d6b4295cf79b2e7be3ff8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_737f8818ca5844a6a599bb059832f59f = $(`<div id="html_737f8818ca5844a6a599bb059832f59f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6b6f30e2ff2442202a421705747b6878.setContent(html_737f8818ca5844a6a599bb059832f59f);\n", + " var html_59c1e5b070eec5d1c26c00f8df62ca76 = $(`<div id="html_59c1e5b070eec5d1c26c00f8df62ca76" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7ab447f6ba7d6b4295cf79b2e7be3ff8.setContent(html_59c1e5b070eec5d1c26c00f8df62ca76);\n", " \n", " \n", "\n", - " circle_marker_dd3b91fcb6dde7bc4c77831579005c15.bindPopup(popup_6b6f30e2ff2442202a421705747b6878)\n", + " circle_marker_9ac740d63df0b60708394d89fd3f49cd.bindPopup(popup_7ab447f6ba7d6b4295cf79b2e7be3ff8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_94c6dac6903e2cd1aa2d60180151f0b2 = L.circleMarker(\n", + " var circle_marker_cc179ba800efcc0e9c74d9e474a27450 = L.circleMarker(\n", " [37.76001174749493, -122.41354296784603],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c60a58aac70950112595319775ccba81 = L.popup({"maxWidth": "100%"});\n", + " var popup_f012c14f4319f039d0ab5583b6cca5ac = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_09708bade096fd61bea6412fcceab083 = $(`<div id="html_09708bade096fd61bea6412fcceab083" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c60a58aac70950112595319775ccba81.setContent(html_09708bade096fd61bea6412fcceab083);\n", + " var html_138aa1736458d7bf71b77f5eb2097908 = $(`<div id="html_138aa1736458d7bf71b77f5eb2097908" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f012c14f4319f039d0ab5583b6cca5ac.setContent(html_138aa1736458d7bf71b77f5eb2097908);\n", " \n", " \n", "\n", - " circle_marker_94c6dac6903e2cd1aa2d60180151f0b2.bindPopup(popup_c60a58aac70950112595319775ccba81)\n", + " circle_marker_cc179ba800efcc0e9c74d9e474a27450.bindPopup(popup_f012c14f4319f039d0ab5583b6cca5ac)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_608e0d0a1ee0164940865207450e3260 = L.circleMarker(\n", + " var circle_marker_6758ac2ef7d5d61b0aba58aa2ccff621 = L.circleMarker(\n", " [37.76143653964776, -122.41250374000519],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_38b2ed3dc4489be3475de0bfbdc0161a = L.popup({"maxWidth": "100%"});\n", + " var popup_c574f7c734244f7907a2426a0c7eccb2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_56c4ac4b97778a36f58ed47193a2c766 = $(`<div id="html_56c4ac4b97778a36f58ed47193a2c766" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_38b2ed3dc4489be3475de0bfbdc0161a.setContent(html_56c4ac4b97778a36f58ed47193a2c766);\n", + " var html_9b0313df1fb18a7672725b649a4d8359 = $(`<div id="html_9b0313df1fb18a7672725b649a4d8359" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c574f7c734244f7907a2426a0c7eccb2.setContent(html_9b0313df1fb18a7672725b649a4d8359);\n", " \n", " \n", "\n", - " circle_marker_608e0d0a1ee0164940865207450e3260.bindPopup(popup_38b2ed3dc4489be3475de0bfbdc0161a)\n", + " circle_marker_6758ac2ef7d5d61b0aba58aa2ccff621.bindPopup(popup_c574f7c734244f7907a2426a0c7eccb2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a55f0f2cd93891cc500ac0f385c155aa = L.circleMarker(\n", + " var circle_marker_da27a5f8d514a02dae77afab92a83d49 = L.circleMarker(\n", " [37.758881507967835, -122.42158735975825],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e8a3544f66076f8563a96698b10f4c0d = L.popup({"maxWidth": "100%"});\n", + " var popup_b236688de45df3512c2da6705aa0500c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a48bd34824ea34e65360f962b60f9dcb = $(`<div id="html_a48bd34824ea34e65360f962b60f9dcb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e8a3544f66076f8563a96698b10f4c0d.setContent(html_a48bd34824ea34e65360f962b60f9dcb);\n", + " var html_c0c01c2ba9e169260a4b9d2941c96537 = $(`<div id="html_c0c01c2ba9e169260a4b9d2941c96537" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b236688de45df3512c2da6705aa0500c.setContent(html_c0c01c2ba9e169260a4b9d2941c96537);\n", " \n", " \n", "\n", - " circle_marker_a55f0f2cd93891cc500ac0f385c155aa.bindPopup(popup_e8a3544f66076f8563a96698b10f4c0d)\n", + " circle_marker_da27a5f8d514a02dae77afab92a83d49.bindPopup(popup_b236688de45df3512c2da6705aa0500c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5ac67b29a4a080bd454d84560932a9e1 = L.circleMarker(\n", + " var circle_marker_e640ef8370f095078bafe57eadc95285 = L.circleMarker(\n", " [37.76418120866797, -122.42383388780732],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_673d57119cc89a7d35f8afa596369a2b = L.popup({"maxWidth": "100%"});\n", + " var popup_13c83cf758e977b4ea18a22f053b0c6f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b22123a7bc32cd5515ff250765f7a024 = $(`<div id="html_b22123a7bc32cd5515ff250765f7a024" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_673d57119cc89a7d35f8afa596369a2b.setContent(html_b22123a7bc32cd5515ff250765f7a024);\n", + " var html_a64e88fc8cd354b30990ab168152edd8 = $(`<div id="html_a64e88fc8cd354b30990ab168152edd8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_13c83cf758e977b4ea18a22f053b0c6f.setContent(html_a64e88fc8cd354b30990ab168152edd8);\n", " \n", " \n", "\n", - " circle_marker_5ac67b29a4a080bd454d84560932a9e1.bindPopup(popup_673d57119cc89a7d35f8afa596369a2b)\n", + " circle_marker_e640ef8370f095078bafe57eadc95285.bindPopup(popup_13c83cf758e977b4ea18a22f053b0c6f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_daabb40c39053a1a46878ade5c2cc909 = L.circleMarker(\n", + " var circle_marker_bc511f0b71f7723227dfae0b8e76098b = L.circleMarker(\n", " [37.738930706925785, -122.41100854960864],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2cc0717b0b805bd163b8129d6297fc9d = L.popup({"maxWidth": "100%"});\n", + " var popup_4fa7d3345dcc0cacfcc5d81b056a0e4c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4c6336022760da867bb8a9c6b9cd62c7 = $(`<div id="html_4c6336022760da867bb8a9c6b9cd62c7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2cc0717b0b805bd163b8129d6297fc9d.setContent(html_4c6336022760da867bb8a9c6b9cd62c7);\n", + " var html_21bc6e03fd604ab18181a3147a5502d1 = $(`<div id="html_21bc6e03fd604ab18181a3147a5502d1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4fa7d3345dcc0cacfcc5d81b056a0e4c.setContent(html_21bc6e03fd604ab18181a3147a5502d1);\n", " \n", " \n", "\n", - " circle_marker_daabb40c39053a1a46878ade5c2cc909.bindPopup(popup_2cc0717b0b805bd163b8129d6297fc9d)\n", + " circle_marker_bc511f0b71f7723227dfae0b8e76098b.bindPopup(popup_4fa7d3345dcc0cacfcc5d81b056a0e4c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_578febb9e104bc7590777a3d2e7668c5 = L.circleMarker(\n", + " var circle_marker_47de3a656fa76d6f924f46ae4d6ce3a0 = L.circleMarker(\n", " [37.75658034967026, -122.40436699718947],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f89f8eb4a53e0a1a9cfee99823dffa44 = L.popup({"maxWidth": "100%"});\n", + " var popup_517854381daca17013a46fd278caa86f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b10a2dc2cf6f9dcbdb9e229b43d25e64 = $(`<div id="html_b10a2dc2cf6f9dcbdb9e229b43d25e64" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f89f8eb4a53e0a1a9cfee99823dffa44.setContent(html_b10a2dc2cf6f9dcbdb9e229b43d25e64);\n", + " var html_4d425c19451c288f58cead9a7dd45898 = $(`<div id="html_4d425c19451c288f58cead9a7dd45898" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_517854381daca17013a46fd278caa86f.setContent(html_4d425c19451c288f58cead9a7dd45898);\n", " \n", " \n", "\n", - " circle_marker_578febb9e104bc7590777a3d2e7668c5.bindPopup(popup_f89f8eb4a53e0a1a9cfee99823dffa44)\n", + " circle_marker_47de3a656fa76d6f924f46ae4d6ce3a0.bindPopup(popup_517854381daca17013a46fd278caa86f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_614c9065a5e6e56c925b2de2b0c85e63 = L.circleMarker(\n", + " var circle_marker_109bde2bf064c68853f51543233f6cdc = L.circleMarker(\n", " [37.73885550860088, -122.42208826738184],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_17d13243ee0564cdb903fd267ea7f9a5 = L.popup({"maxWidth": "100%"});\n", + " var popup_d6242c1ff2b92aae6eb5af82b23f62b3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_589c8f4be59e625e5815750de72701f0 = $(`<div id="html_589c8f4be59e625e5815750de72701f0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_17d13243ee0564cdb903fd267ea7f9a5.setContent(html_589c8f4be59e625e5815750de72701f0);\n", + " var html_2d2f41698c42dd1402959c27d0ad1d3b = $(`<div id="html_2d2f41698c42dd1402959c27d0ad1d3b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d6242c1ff2b92aae6eb5af82b23f62b3.setContent(html_2d2f41698c42dd1402959c27d0ad1d3b);\n", " \n", " \n", "\n", - " circle_marker_614c9065a5e6e56c925b2de2b0c85e63.bindPopup(popup_17d13243ee0564cdb903fd267ea7f9a5)\n", + " circle_marker_109bde2bf064c68853f51543233f6cdc.bindPopup(popup_d6242c1ff2b92aae6eb5af82b23f62b3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_abdb9795320820eb2e76b1a70e0eef33 = L.circleMarker(\n", + " var circle_marker_5a62d15255a0fc781eb5bb47d81ca10b = L.circleMarker(\n", " [37.73242889676793, -122.41533486255479],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_13a11a2869be7cabc0f224e05edbff1c = L.popup({"maxWidth": "100%"});\n", + " var popup_f9aca2957a45bbcce1d8c51c9ff2119e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_16816cadcee2a83e443a565bb9f6a545 = $(`<div id="html_16816cadcee2a83e443a565bb9f6a545" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_13a11a2869be7cabc0f224e05edbff1c.setContent(html_16816cadcee2a83e443a565bb9f6a545);\n", + " var html_ce8ae5d8dd2241c37c2694e5559b9fdc = $(`<div id="html_ce8ae5d8dd2241c37c2694e5559b9fdc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f9aca2957a45bbcce1d8c51c9ff2119e.setContent(html_ce8ae5d8dd2241c37c2694e5559b9fdc);\n", " \n", " \n", "\n", - " circle_marker_abdb9795320820eb2e76b1a70e0eef33.bindPopup(popup_13a11a2869be7cabc0f224e05edbff1c)\n", + " circle_marker_5a62d15255a0fc781eb5bb47d81ca10b.bindPopup(popup_f9aca2957a45bbcce1d8c51c9ff2119e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b33d43ff2319e57197e137f3b3687b28 = L.circleMarker(\n", + " var circle_marker_1b0c5d9738fddaa515f3d11acd25bd17 = L.circleMarker(\n", " [37.7460946279338, -122.42327589475202],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_250648de516b054f7af1a6f96a52642c = L.popup({"maxWidth": "100%"});\n", + " var popup_46dafef0b5bae00d181a6acd27b68abe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_907d181fbbe7c3fe39f5568e7f6f2e2f = $(`<div id="html_907d181fbbe7c3fe39f5568e7f6f2e2f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_250648de516b054f7af1a6f96a52642c.setContent(html_907d181fbbe7c3fe39f5568e7f6f2e2f);\n", + " var html_35a50460108a1a4a27137a55c3dbd551 = $(`<div id="html_35a50460108a1a4a27137a55c3dbd551" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_46dafef0b5bae00d181a6acd27b68abe.setContent(html_35a50460108a1a4a27137a55c3dbd551);\n", " \n", " \n", "\n", - " circle_marker_b33d43ff2319e57197e137f3b3687b28.bindPopup(popup_250648de516b054f7af1a6f96a52642c)\n", + " circle_marker_1b0c5d9738fddaa515f3d11acd25bd17.bindPopup(popup_46dafef0b5bae00d181a6acd27b68abe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1966416affba375dd9b2ff7fcd154f57 = L.circleMarker(\n", + " var circle_marker_4d4b826a78a95ad4a3d2fe75d759e47b = L.circleMarker(\n", " [37.74742653113364, -122.41901571198258],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_66250df73296f4afbc46960ee54c5164 = L.popup({"maxWidth": "100%"});\n", + " var popup_e761a7cce38151f09ef5300c98d3e08a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a0ae900a6f0cdb918363fd4b9e8998ab = $(`<div id="html_a0ae900a6f0cdb918363fd4b9e8998ab" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_66250df73296f4afbc46960ee54c5164.setContent(html_a0ae900a6f0cdb918363fd4b9e8998ab);\n", + " var html_818790cd0423638d7bd73a9c2ec93f76 = $(`<div id="html_818790cd0423638d7bd73a9c2ec93f76" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e761a7cce38151f09ef5300c98d3e08a.setContent(html_818790cd0423638d7bd73a9c2ec93f76);\n", " \n", " \n", "\n", - " circle_marker_1966416affba375dd9b2ff7fcd154f57.bindPopup(popup_66250df73296f4afbc46960ee54c5164)\n", + " circle_marker_4d4b826a78a95ad4a3d2fe75d759e47b.bindPopup(popup_e761a7cce38151f09ef5300c98d3e08a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_768233e0132667fe02d911c260b5af52 = L.circleMarker(\n", + " var circle_marker_7f28e53cf5fa24604dd68ce0b2f99c2b = L.circleMarker(\n", " [37.7516461902975, -122.42148292078194],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9eeabf526514140309406a19d7e7c3b6 = L.popup({"maxWidth": "100%"});\n", + " var popup_3f1a16597a2a7c97567e8fd4e2c0048d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_815b0bea3c1deef7345a2ec734153946 = $(`<div id="html_815b0bea3c1deef7345a2ec734153946" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9eeabf526514140309406a19d7e7c3b6.setContent(html_815b0bea3c1deef7345a2ec734153946);\n", + " var html_c4b8fc79d842e05383e61720b1da7e2c = $(`<div id="html_c4b8fc79d842e05383e61720b1da7e2c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3f1a16597a2a7c97567e8fd4e2c0048d.setContent(html_c4b8fc79d842e05383e61720b1da7e2c);\n", " \n", " \n", "\n", - " circle_marker_768233e0132667fe02d911c260b5af52.bindPopup(popup_9eeabf526514140309406a19d7e7c3b6)\n", + " circle_marker_7f28e53cf5fa24604dd68ce0b2f99c2b.bindPopup(popup_3f1a16597a2a7c97567e8fd4e2c0048d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e55665ffda2619315d171f74906d60e2 = L.circleMarker(\n", + " var circle_marker_45c2f309251a02fc9d2a0dd42b8efe6e = L.circleMarker(\n", " [37.73607306850611, -122.41535585953757],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_eeedbd58941fca1b7e5d5d69de7102f2 = L.popup({"maxWidth": "100%"});\n", + " var popup_2464db9582c6a5176088e7ab80446b1a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f45c8ceb8ae824d5e262924c60f6d137 = $(`<div id="html_f45c8ceb8ae824d5e262924c60f6d137" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_eeedbd58941fca1b7e5d5d69de7102f2.setContent(html_f45c8ceb8ae824d5e262924c60f6d137);\n", + " var html_f02de45572b0f508814ce9a505cc0d05 = $(`<div id="html_f02de45572b0f508814ce9a505cc0d05" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2464db9582c6a5176088e7ab80446b1a.setContent(html_f02de45572b0f508814ce9a505cc0d05);\n", " \n", " \n", "\n", - " circle_marker_e55665ffda2619315d171f74906d60e2.bindPopup(popup_eeedbd58941fca1b7e5d5d69de7102f2)\n", + " circle_marker_45c2f309251a02fc9d2a0dd42b8efe6e.bindPopup(popup_2464db9582c6a5176088e7ab80446b1a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_de975c023bc7e1fee2bb8a4097e05d27 = L.circleMarker(\n", + " var circle_marker_cf6be4bc768ea86fb2f0c115586f6c82 = L.circleMarker(\n", " [37.74511425270174, -122.41025793398745],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8ae846e47ea805ab7a03d6e381fd2948 = L.popup({"maxWidth": "100%"});\n", + " var popup_abe9cb7cf12a03f632ad081fb9851207 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f61b81262f01f6fbe044193552ff635a = $(`<div id="html_f61b81262f01f6fbe044193552ff635a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8ae846e47ea805ab7a03d6e381fd2948.setContent(html_f61b81262f01f6fbe044193552ff635a);\n", + " var html_644dcb380199d755c22aef72e688d8c3 = $(`<div id="html_644dcb380199d755c22aef72e688d8c3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_abe9cb7cf12a03f632ad081fb9851207.setContent(html_644dcb380199d755c22aef72e688d8c3);\n", " \n", " \n", "\n", - " circle_marker_de975c023bc7e1fee2bb8a4097e05d27.bindPopup(popup_8ae846e47ea805ab7a03d6e381fd2948)\n", + " circle_marker_cf6be4bc768ea86fb2f0c115586f6c82.bindPopup(popup_abe9cb7cf12a03f632ad081fb9851207)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dead87af1163c6d6bf48f1b902c27c04 = L.circleMarker(\n", + " var circle_marker_cb9b97f8c074ec3ecab05d30dcd0867d = L.circleMarker(\n", " [37.73782696783066, -122.41412809295414],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6206c150dea55e16cbcd4ab43fa31ce4 = L.popup({"maxWidth": "100%"});\n", + " var popup_6b0c061b92149e3858a0fd042a39ff4f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d2316d693638fc1bfff35f8612d2ec93 = $(`<div id="html_d2316d693638fc1bfff35f8612d2ec93" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6206c150dea55e16cbcd4ab43fa31ce4.setContent(html_d2316d693638fc1bfff35f8612d2ec93);\n", + " var html_17484213cc388adc30f0ab8f083fb78e = $(`<div id="html_17484213cc388adc30f0ab8f083fb78e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6b0c061b92149e3858a0fd042a39ff4f.setContent(html_17484213cc388adc30f0ab8f083fb78e);\n", " \n", " \n", "\n", - " circle_marker_dead87af1163c6d6bf48f1b902c27c04.bindPopup(popup_6206c150dea55e16cbcd4ab43fa31ce4)\n", + " circle_marker_cb9b97f8c074ec3ecab05d30dcd0867d.bindPopup(popup_6b0c061b92149e3858a0fd042a39ff4f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_09f1b08f2b97a832d116c788f190de88 = L.circleMarker(\n", + " var circle_marker_a785896b34bacb0d2e475fcdfe15d0f4 = L.circleMarker(\n", " [37.748264951499664, -122.42487627066222],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_596b2ccc5893c7ab8ff28688d93f6866 = L.popup({"maxWidth": "100%"});\n", + " var popup_51965cf147dd0da7eaf72d98c8dabdf2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8d4f02fb358a49ad1d1b0501e9f9b2aa = $(`<div id="html_8d4f02fb358a49ad1d1b0501e9f9b2aa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_596b2ccc5893c7ab8ff28688d93f6866.setContent(html_8d4f02fb358a49ad1d1b0501e9f9b2aa);\n", + " var html_af16c63b8bf79078f2414cc9827fe9f1 = $(`<div id="html_af16c63b8bf79078f2414cc9827fe9f1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_51965cf147dd0da7eaf72d98c8dabdf2.setContent(html_af16c63b8bf79078f2414cc9827fe9f1);\n", " \n", " \n", "\n", - " circle_marker_09f1b08f2b97a832d116c788f190de88.bindPopup(popup_596b2ccc5893c7ab8ff28688d93f6866)\n", + " circle_marker_a785896b34bacb0d2e475fcdfe15d0f4.bindPopup(popup_51965cf147dd0da7eaf72d98c8dabdf2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_837902473e37dc2457042706dc442a71 = L.circleMarker(\n", + " var circle_marker_72d37af0bc563a1dd1c779f4188c55c1 = L.circleMarker(\n", " [37.76375791326102, -122.41948996087152],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2b02cfdb034ba92e51b7ec4dc0fc55d0 = L.popup({"maxWidth": "100%"});\n", + " var popup_68f883e87af7207799a18f692bb927f2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4f80c48c88a5d11e56350709db3d58a1 = $(`<div id="html_4f80c48c88a5d11e56350709db3d58a1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2b02cfdb034ba92e51b7ec4dc0fc55d0.setContent(html_4f80c48c88a5d11e56350709db3d58a1);\n", + " var html_c77fdc3ef8bf8453523e41e45cb405c3 = $(`<div id="html_c77fdc3ef8bf8453523e41e45cb405c3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_68f883e87af7207799a18f692bb927f2.setContent(html_c77fdc3ef8bf8453523e41e45cb405c3);\n", " \n", " \n", "\n", - " circle_marker_837902473e37dc2457042706dc442a71.bindPopup(popup_2b02cfdb034ba92e51b7ec4dc0fc55d0)\n", + " circle_marker_72d37af0bc563a1dd1c779f4188c55c1.bindPopup(popup_68f883e87af7207799a18f692bb927f2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_455958bf30390fc910176d231e0c6cec = L.circleMarker(\n", + " var circle_marker_731da4255088be1887f6760d26c1baf8 = L.circleMarker(\n", " [37.757190231652636, -122.40901934781371],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_480c5dadd68379a13e510e462e07e51e = L.popup({"maxWidth": "100%"});\n", + " var popup_5ee666ec8d677ed48fe857c6a16c0563 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_de1de7660d04e61ea8a065faa64ace91 = $(`<div id="html_de1de7660d04e61ea8a065faa64ace91" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_480c5dadd68379a13e510e462e07e51e.setContent(html_de1de7660d04e61ea8a065faa64ace91);\n", + " var html_fe83f417c52d3b6859489f945c71fdc7 = $(`<div id="html_fe83f417c52d3b6859489f945c71fdc7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5ee666ec8d677ed48fe857c6a16c0563.setContent(html_fe83f417c52d3b6859489f945c71fdc7);\n", " \n", " \n", "\n", - " circle_marker_455958bf30390fc910176d231e0c6cec.bindPopup(popup_480c5dadd68379a13e510e462e07e51e)\n", + " circle_marker_731da4255088be1887f6760d26c1baf8.bindPopup(popup_5ee666ec8d677ed48fe857c6a16c0563)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5752c65a0581191aad2dc3263041bf13 = L.circleMarker(\n", + " var circle_marker_0fb404d79adcd019bf38cef0045f72f4 = L.circleMarker(\n", " [37.7515671364096, -122.41446616923866],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9943ab2e7b5cac0d37340c282fccfea1 = L.popup({"maxWidth": "100%"});\n", + " var popup_2c0fad08e88dc71a15d129f5414611d5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fa5a11fd822ce6156912e223a9f39fd1 = $(`<div id="html_fa5a11fd822ce6156912e223a9f39fd1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9943ab2e7b5cac0d37340c282fccfea1.setContent(html_fa5a11fd822ce6156912e223a9f39fd1);\n", + " var html_601ede2705372e15b2a0d939e4f0607f = $(`<div id="html_601ede2705372e15b2a0d939e4f0607f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2c0fad08e88dc71a15d129f5414611d5.setContent(html_601ede2705372e15b2a0d939e4f0607f);\n", " \n", " \n", "\n", - " circle_marker_5752c65a0581191aad2dc3263041bf13.bindPopup(popup_9943ab2e7b5cac0d37340c282fccfea1)\n", + " circle_marker_0fb404d79adcd019bf38cef0045f72f4.bindPopup(popup_2c0fad08e88dc71a15d129f5414611d5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_eac2f07aa7708b3b4226800e048c9b0a = L.circleMarker(\n", + " var circle_marker_f8b24b8328df7cbc18160dac994729e7 = L.circleMarker(\n", " [37.75843991693097, -122.41145761273533],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8117327c6faaf899102761c3d992c370 = L.popup({"maxWidth": "100%"});\n", + " var popup_e63e7b4221d57a73cdde160be682b0ce = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_44c95563584f74fa3e4fc7052a30ebd6 = $(`<div id="html_44c95563584f74fa3e4fc7052a30ebd6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8117327c6faaf899102761c3d992c370.setContent(html_44c95563584f74fa3e4fc7052a30ebd6);\n", + " var html_498a8b40f627d3a4929090312069c427 = $(`<div id="html_498a8b40f627d3a4929090312069c427" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e63e7b4221d57a73cdde160be682b0ce.setContent(html_498a8b40f627d3a4929090312069c427);\n", " \n", " \n", "\n", - " circle_marker_eac2f07aa7708b3b4226800e048c9b0a.bindPopup(popup_8117327c6faaf899102761c3d992c370)\n", + " circle_marker_f8b24b8328df7cbc18160dac994729e7.bindPopup(popup_e63e7b4221d57a73cdde160be682b0ce)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9b14326716da87347d9d5158ac2e13ed = L.circleMarker(\n", + " var circle_marker_29e8b428565b5bfd0d98c48c42b9172e = L.circleMarker(\n", " [37.75163337537155, -122.42137810541736],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f87b9d96f09ae959c9c9941a53f2d5d1 = L.popup({"maxWidth": "100%"});\n", + " var popup_047de5d5d21fe65642787887b56f3b9b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_490438d67e40fa3bad812c1cfd51b2cf = $(`<div id="html_490438d67e40fa3bad812c1cfd51b2cf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f87b9d96f09ae959c9c9941a53f2d5d1.setContent(html_490438d67e40fa3bad812c1cfd51b2cf);\n", + " var html_fe2d84230286118ab3ddb6e501907fae = $(`<div id="html_fe2d84230286118ab3ddb6e501907fae" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_047de5d5d21fe65642787887b56f3b9b.setContent(html_fe2d84230286118ab3ddb6e501907fae);\n", " \n", " \n", "\n", - " circle_marker_9b14326716da87347d9d5158ac2e13ed.bindPopup(popup_f87b9d96f09ae959c9c9941a53f2d5d1)\n", + " circle_marker_29e8b428565b5bfd0d98c48c42b9172e.bindPopup(popup_047de5d5d21fe65642787887b56f3b9b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1ce0f0c6f8b917883b50e919871ac95f = L.circleMarker(\n", + " var circle_marker_aa737dff368c09d80c54efcca3b5bb80 = L.circleMarker(\n", " [37.764481854652736, -122.41993600982686],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8ac75ab90de7dd03296cd89f0424d51f = L.popup({"maxWidth": "100%"});\n", + " var popup_2e2946e9626e6ede7f73c0d3f945e97b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c6f86801740b0db0ad95e5c0bf5d92d8 = $(`<div id="html_c6f86801740b0db0ad95e5c0bf5d92d8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8ac75ab90de7dd03296cd89f0424d51f.setContent(html_c6f86801740b0db0ad95e5c0bf5d92d8);\n", + " var html_83df823b82ea906569b3f9c04545db76 = $(`<div id="html_83df823b82ea906569b3f9c04545db76" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2e2946e9626e6ede7f73c0d3f945e97b.setContent(html_83df823b82ea906569b3f9c04545db76);\n", " \n", " \n", "\n", - " circle_marker_1ce0f0c6f8b917883b50e919871ac95f.bindPopup(popup_8ac75ab90de7dd03296cd89f0424d51f)\n", + " circle_marker_aa737dff368c09d80c54efcca3b5bb80.bindPopup(popup_2e2946e9626e6ede7f73c0d3f945e97b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c7a32f6c2e580c9d89afdd88f3942a78 = L.circleMarker(\n", + " var circle_marker_af0e5b96cb1d5abf1902b4eeb737183d = L.circleMarker(\n", " [37.76406227103009, -122.4226566332339],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_bf1998b165e245fcae6ffb845a467586 = L.popup({"maxWidth": "100%"});\n", + " var popup_cbd502461857a66f33314b7d1260c7f8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d7a41305b5d2571a2ace8fac3dab264d = $(`<div id="html_d7a41305b5d2571a2ace8fac3dab264d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_bf1998b165e245fcae6ffb845a467586.setContent(html_d7a41305b5d2571a2ace8fac3dab264d);\n", + " var html_48ec6123183e98258665d98c6befd558 = $(`<div id="html_48ec6123183e98258665d98c6befd558" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_cbd502461857a66f33314b7d1260c7f8.setContent(html_48ec6123183e98258665d98c6befd558);\n", " \n", " \n", "\n", - " circle_marker_c7a32f6c2e580c9d89afdd88f3942a78.bindPopup(popup_bf1998b165e245fcae6ffb845a467586)\n", + " circle_marker_af0e5b96cb1d5abf1902b4eeb737183d.bindPopup(popup_cbd502461857a66f33314b7d1260c7f8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ef7a0fb5b23e14bb785e56c4bad63ba7 = L.circleMarker(\n", + " var circle_marker_b15faee7913a0e7fb2732e006955d9b2 = L.circleMarker(\n", " [37.76149261428097, -122.41246627252544],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2b88ffd6286f505497d33e6f7a7b8ff2 = L.popup({"maxWidth": "100%"});\n", + " var popup_4a45d8acc134f5472c23fa021093317f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_51e60d34457afe74fd54e936c08f6682 = $(`<div id="html_51e60d34457afe74fd54e936c08f6682" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2b88ffd6286f505497d33e6f7a7b8ff2.setContent(html_51e60d34457afe74fd54e936c08f6682);\n", + " var html_eda18d30573465178e1e7aedeb60494a = $(`<div id="html_eda18d30573465178e1e7aedeb60494a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4a45d8acc134f5472c23fa021093317f.setContent(html_eda18d30573465178e1e7aedeb60494a);\n", " \n", " \n", "\n", - " circle_marker_ef7a0fb5b23e14bb785e56c4bad63ba7.bindPopup(popup_2b88ffd6286f505497d33e6f7a7b8ff2)\n", + " circle_marker_b15faee7913a0e7fb2732e006955d9b2.bindPopup(popup_4a45d8acc134f5472c23fa021093317f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_206eddc64398201b357754dcd7bbaef8 = L.circleMarker(\n", + " var circle_marker_a88a48858a515b773f4c2f8af9f160fc = L.circleMarker(\n", " [37.76062461888235, -122.42108957360912],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_22523ac49bb38e2215e6c38e33ba1879 = L.popup({"maxWidth": "100%"});\n", + " var popup_1c6c49ab32e3768f0e5cc255f1a6fb1d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_21dfe319f6c26627ba0e25618fc9359c = $(`<div id="html_21dfe319f6c26627ba0e25618fc9359c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_22523ac49bb38e2215e6c38e33ba1879.setContent(html_21dfe319f6c26627ba0e25618fc9359c);\n", + " var html_8ce846c8d8d9311df09ef2dd34e9dfc3 = $(`<div id="html_8ce846c8d8d9311df09ef2dd34e9dfc3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1c6c49ab32e3768f0e5cc255f1a6fb1d.setContent(html_8ce846c8d8d9311df09ef2dd34e9dfc3);\n", " \n", " \n", "\n", - " circle_marker_206eddc64398201b357754dcd7bbaef8.bindPopup(popup_22523ac49bb38e2215e6c38e33ba1879)\n", + " circle_marker_a88a48858a515b773f4c2f8af9f160fc.bindPopup(popup_1c6c49ab32e3768f0e5cc255f1a6fb1d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_42f2f521b8451c99ffb74a847850b906 = L.circleMarker(\n", + " var circle_marker_970329b6cc48792d55a9ed999b0d4680 = L.circleMarker(\n", " [37.736623528205754, -122.41970410021572],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_df9383356b6d441af443d3786c053527 = L.popup({"maxWidth": "100%"});\n", + " var popup_a5e727d9e1db2112a2b29da51540f127 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b62d99ac8c11eb5b3d510808d5d9322e = $(`<div id="html_b62d99ac8c11eb5b3d510808d5d9322e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_df9383356b6d441af443d3786c053527.setContent(html_b62d99ac8c11eb5b3d510808d5d9322e);\n", + " var html_d76b727c2c8179b03ba85c12673c813d = $(`<div id="html_d76b727c2c8179b03ba85c12673c813d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a5e727d9e1db2112a2b29da51540f127.setContent(html_d76b727c2c8179b03ba85c12673c813d);\n", " \n", " \n", "\n", - " circle_marker_42f2f521b8451c99ffb74a847850b906.bindPopup(popup_df9383356b6d441af443d3786c053527)\n", + " circle_marker_970329b6cc48792d55a9ed999b0d4680.bindPopup(popup_a5e727d9e1db2112a2b29da51540f127)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ffa1dde59fc3373a6a195396ee821f67 = L.circleMarker(\n", + " var circle_marker_77feee7ac45e70770785faa24eaf7f39 = L.circleMarker(\n", " [37.75345065474162, -122.41586666626333],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e23da6235015eaed650b5288955adcdc = L.popup({"maxWidth": "100%"});\n", + " var popup_1a4f253ff3d96f713f16ac41afda3ea7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0dd0f5471cc2e107164bca1ad424250f = $(`<div id="html_0dd0f5471cc2e107164bca1ad424250f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e23da6235015eaed650b5288955adcdc.setContent(html_0dd0f5471cc2e107164bca1ad424250f);\n", + " var html_69ad0483abde8df27789e8178fd02851 = $(`<div id="html_69ad0483abde8df27789e8178fd02851" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1a4f253ff3d96f713f16ac41afda3ea7.setContent(html_69ad0483abde8df27789e8178fd02851);\n", " \n", " \n", "\n", - " circle_marker_ffa1dde59fc3373a6a195396ee821f67.bindPopup(popup_e23da6235015eaed650b5288955adcdc)\n", + " circle_marker_77feee7ac45e70770785faa24eaf7f39.bindPopup(popup_1a4f253ff3d96f713f16ac41afda3ea7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0207b8f6b803c1d804cd3173de1f3969 = L.circleMarker(\n", + " var circle_marker_97bb81b29c37bd246e22bcc4457f73dc = L.circleMarker(\n", " [37.73623856050469, -122.41915845180576],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_07cc00fa0fe32a564a8fd3db6dc011da = L.popup({"maxWidth": "100%"});\n", + " var popup_1e9ce97eff59537bf4783714d7df79bc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_cfaa5cc499f191d180f9362f61a72dcb = $(`<div id="html_cfaa5cc499f191d180f9362f61a72dcb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_07cc00fa0fe32a564a8fd3db6dc011da.setContent(html_cfaa5cc499f191d180f9362f61a72dcb);\n", + " var html_643f44b5da44d8c8373d6088207fdf24 = $(`<div id="html_643f44b5da44d8c8373d6088207fdf24" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1e9ce97eff59537bf4783714d7df79bc.setContent(html_643f44b5da44d8c8373d6088207fdf24);\n", " \n", " \n", "\n", - " circle_marker_0207b8f6b803c1d804cd3173de1f3969.bindPopup(popup_07cc00fa0fe32a564a8fd3db6dc011da)\n", + " circle_marker_97bb81b29c37bd246e22bcc4457f73dc.bindPopup(popup_1e9ce97eff59537bf4783714d7df79bc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2db6a9e2419328071c13d43a3ffab617 = L.circleMarker(\n", + " var circle_marker_aea38175792b57f22bb5bdb0637e995c = L.circleMarker(\n", " [37.73923240960833, -122.41551073208204],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d1fc48478bef577e2fce583e2163eb9f = L.popup({"maxWidth": "100%"});\n", + " var popup_23f8ed7abb58c78320775eed74888876 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_64802e410b1e6d129c8801058df30fc0 = $(`<div id="html_64802e410b1e6d129c8801058df30fc0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d1fc48478bef577e2fce583e2163eb9f.setContent(html_64802e410b1e6d129c8801058df30fc0);\n", + " var html_bff4d58e3b6e1fc914b1cb2a69ab42e8 = $(`<div id="html_bff4d58e3b6e1fc914b1cb2a69ab42e8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_23f8ed7abb58c78320775eed74888876.setContent(html_bff4d58e3b6e1fc914b1cb2a69ab42e8);\n", " \n", " \n", "\n", - " circle_marker_2db6a9e2419328071c13d43a3ffab617.bindPopup(popup_d1fc48478bef577e2fce583e2163eb9f)\n", + " circle_marker_aea38175792b57f22bb5bdb0637e995c.bindPopup(popup_23f8ed7abb58c78320775eed74888876)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9764effff7752995f2612765df450d3e = L.circleMarker(\n", + " var circle_marker_dfe48c6e2d874d117c9d7dc3c30a05ff = L.circleMarker(\n", " [37.761078335088655, -122.42607748635427],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_755a39da7104759a730673af08f6186d = L.popup({"maxWidth": "100%"});\n", + " var popup_0afc00ffd07bdf1f36bab4f49aaa771b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e7b1538395bcc66bf771c17f353b23a9 = $(`<div id="html_e7b1538395bcc66bf771c17f353b23a9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_755a39da7104759a730673af08f6186d.setContent(html_e7b1538395bcc66bf771c17f353b23a9);\n", + " var html_455f8a8bb197b682e78c789368c57438 = $(`<div id="html_455f8a8bb197b682e78c789368c57438" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0afc00ffd07bdf1f36bab4f49aaa771b.setContent(html_455f8a8bb197b682e78c789368c57438);\n", " \n", " \n", "\n", - " circle_marker_9764effff7752995f2612765df450d3e.bindPopup(popup_755a39da7104759a730673af08f6186d)\n", + " circle_marker_dfe48c6e2d874d117c9d7dc3c30a05ff.bindPopup(popup_0afc00ffd07bdf1f36bab4f49aaa771b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_46cfb752add51a15b7428f1f20cc1938 = L.circleMarker(\n", + " var circle_marker_f5d750bf2429fb2198607ab97e96676a = L.circleMarker(\n", " [37.75805957305026, -122.4054100676619],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5d215eb125f227915e0549174d93104b = L.popup({"maxWidth": "100%"});\n", + " var popup_886e4a6d029456044b68edd92e2619cf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_539d0f779bf3e31896d8406f52716c73 = $(`<div id="html_539d0f779bf3e31896d8406f52716c73" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5d215eb125f227915e0549174d93104b.setContent(html_539d0f779bf3e31896d8406f52716c73);\n", + " var html_2385a863c930d9d595a97f8b210ac53d = $(`<div id="html_2385a863c930d9d595a97f8b210ac53d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_886e4a6d029456044b68edd92e2619cf.setContent(html_2385a863c930d9d595a97f8b210ac53d);\n", " \n", " \n", "\n", - " circle_marker_46cfb752add51a15b7428f1f20cc1938.bindPopup(popup_5d215eb125f227915e0549174d93104b)\n", + " circle_marker_f5d750bf2429fb2198607ab97e96676a.bindPopup(popup_886e4a6d029456044b68edd92e2619cf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dc5b46e016570becff973cbd67ff1a70 = L.circleMarker(\n", + " var circle_marker_3f87a3cc0635e8ec023455401e24af39 = L.circleMarker(\n", " [37.73432756040431, -122.42006414249477],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_4468317d302883dc04baad5772dfc1d1 = L.popup({"maxWidth": "100%"});\n", + " var popup_e37a86b035f8af75e55d425ee1f2deb4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_88d5498d71bf4c1834142effc5c70343 = $(`<div id="html_88d5498d71bf4c1834142effc5c70343" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_4468317d302883dc04baad5772dfc1d1.setContent(html_88d5498d71bf4c1834142effc5c70343);\n", + " var html_a1238644357f7806642dd76332f899b1 = $(`<div id="html_a1238644357f7806642dd76332f899b1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e37a86b035f8af75e55d425ee1f2deb4.setContent(html_a1238644357f7806642dd76332f899b1);\n", " \n", " \n", "\n", - " circle_marker_dc5b46e016570becff973cbd67ff1a70.bindPopup(popup_4468317d302883dc04baad5772dfc1d1)\n", + " circle_marker_3f87a3cc0635e8ec023455401e24af39.bindPopup(popup_e37a86b035f8af75e55d425ee1f2deb4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_81e06ef39ab3f84495d807c3aa536ede = L.circleMarker(\n", + " var circle_marker_a1927f0cfa8cbda916cbbc97c5170d10 = L.circleMarker(\n", " [37.73950355490107, -122.41817054462335],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_576cb97acb2b9e9328bb724b4f859fd9 = L.popup({"maxWidth": "100%"});\n", + " var popup_d203f31a30cd306a17fd4d651f679989 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_75b734fa8dbf373da5108d6f25e670c8 = $(`<div id="html_75b734fa8dbf373da5108d6f25e670c8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_576cb97acb2b9e9328bb724b4f859fd9.setContent(html_75b734fa8dbf373da5108d6f25e670c8);\n", + " var html_94aa9ebe17ed7fee7de2520057a545e3 = $(`<div id="html_94aa9ebe17ed7fee7de2520057a545e3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d203f31a30cd306a17fd4d651f679989.setContent(html_94aa9ebe17ed7fee7de2520057a545e3);\n", " \n", " \n", "\n", - " circle_marker_81e06ef39ab3f84495d807c3aa536ede.bindPopup(popup_576cb97acb2b9e9328bb724b4f859fd9)\n", + " circle_marker_a1927f0cfa8cbda916cbbc97c5170d10.bindPopup(popup_d203f31a30cd306a17fd4d651f679989)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_32d355ac841ad8c626e51c910a788f7e = L.circleMarker(\n", + " var circle_marker_ac14b855c36fa7cbc7cd54b20ab3434c = L.circleMarker(\n", " [37.73658262871167, -122.40888503839128],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_42967e7572afbf67259ecc30d8a71d75 = L.popup({"maxWidth": "100%"});\n", + " var popup_a290d5a371777b38d0437a942281a8b5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e3791f93f81448d8988e5752cf46957f = $(`<div id="html_e3791f93f81448d8988e5752cf46957f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_42967e7572afbf67259ecc30d8a71d75.setContent(html_e3791f93f81448d8988e5752cf46957f);\n", + " var html_f8517ecde16e3c0b324ebe9bc747591b = $(`<div id="html_f8517ecde16e3c0b324ebe9bc747591b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a290d5a371777b38d0437a942281a8b5.setContent(html_f8517ecde16e3c0b324ebe9bc747591b);\n", " \n", " \n", "\n", - " circle_marker_32d355ac841ad8c626e51c910a788f7e.bindPopup(popup_42967e7572afbf67259ecc30d8a71d75)\n", + " circle_marker_ac14b855c36fa7cbc7cd54b20ab3434c.bindPopup(popup_a290d5a371777b38d0437a942281a8b5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_75f66ed99a6fc5acb523805dd21b55de = L.circleMarker(\n", + " var circle_marker_01ca4bd9060c78ce29d0e06eb14a5d38 = L.circleMarker(\n", " [37.73995333620304, -122.41140314623527],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_82cea8e56bb216b2b85b3c0b72f1b6c9 = L.popup({"maxWidth": "100%"});\n", + " var popup_b81273ab457850836d5318182f9d1114 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a4ec114863f39d55e9a4a4dc144616ee = $(`<div id="html_a4ec114863f39d55e9a4a4dc144616ee" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_82cea8e56bb216b2b85b3c0b72f1b6c9.setContent(html_a4ec114863f39d55e9a4a4dc144616ee);\n", + " var html_d46a86d75d618cc2696b128f6ebd1b07 = $(`<div id="html_d46a86d75d618cc2696b128f6ebd1b07" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b81273ab457850836d5318182f9d1114.setContent(html_d46a86d75d618cc2696b128f6ebd1b07);\n", " \n", " \n", "\n", - " circle_marker_75f66ed99a6fc5acb523805dd21b55de.bindPopup(popup_82cea8e56bb216b2b85b3c0b72f1b6c9)\n", + " circle_marker_01ca4bd9060c78ce29d0e06eb14a5d38.bindPopup(popup_b81273ab457850836d5318182f9d1114)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4a0c89eeeba56cd4b37f63ee8f1c951e = L.circleMarker(\n", + " var circle_marker_ced6fb30d2f6dfd7686c70df92d437fa = L.circleMarker(\n", " [37.750638766365256, -122.41783069338953],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cd92feb0b13f7886ece4889acf43910c = L.popup({"maxWidth": "100%"});\n", + " var popup_ec89ff168441fa5b48e44a6b0e5df415 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5ed52f751536880291ff9c691c87eeb2 = $(`<div id="html_5ed52f751536880291ff9c691c87eeb2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cd92feb0b13f7886ece4889acf43910c.setContent(html_5ed52f751536880291ff9c691c87eeb2);\n", + " var html_669aaff9f753aa280e34864910d8c1c3 = $(`<div id="html_669aaff9f753aa280e34864910d8c1c3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ec89ff168441fa5b48e44a6b0e5df415.setContent(html_669aaff9f753aa280e34864910d8c1c3);\n", " \n", " \n", "\n", - " circle_marker_4a0c89eeeba56cd4b37f63ee8f1c951e.bindPopup(popup_cd92feb0b13f7886ece4889acf43910c)\n", + " circle_marker_ced6fb30d2f6dfd7686c70df92d437fa.bindPopup(popup_ec89ff168441fa5b48e44a6b0e5df415)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_835fc66acc45cbf957e2c9daa42a553d = L.circleMarker(\n", + " var circle_marker_70f7d693b698778d7b74697801caa8d6 = L.circleMarker(\n", " [37.756449811909334, -122.40658575420164],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_73b3417178aebe6f2052ae241c54d54a = L.popup({"maxWidth": "100%"});\n", + " var popup_b86b9e874ce90be683c0a826523aa6c5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fbbf2db117e18f2363b504cf8e9b4ffd = $(`<div id="html_fbbf2db117e18f2363b504cf8e9b4ffd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_73b3417178aebe6f2052ae241c54d54a.setContent(html_fbbf2db117e18f2363b504cf8e9b4ffd);\n", + " var html_b229cc004ce5b39eb18314acab82d91f = $(`<div id="html_b229cc004ce5b39eb18314acab82d91f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b86b9e874ce90be683c0a826523aa6c5.setContent(html_b229cc004ce5b39eb18314acab82d91f);\n", " \n", " \n", "\n", - " circle_marker_835fc66acc45cbf957e2c9daa42a553d.bindPopup(popup_73b3417178aebe6f2052ae241c54d54a)\n", + " circle_marker_70f7d693b698778d7b74697801caa8d6.bindPopup(popup_b86b9e874ce90be683c0a826523aa6c5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bd887493a2379c83785ad8ab999b1475 = L.circleMarker(\n", + " var circle_marker_4e27f53f99da4656974bc01ef186595a = L.circleMarker(\n", " [37.73605302291012, -122.42166950005372],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ca6d6cdd0cfd68a5838bb21dad3fc22f = L.popup({"maxWidth": "100%"});\n", + " var popup_a22f3bda27a8fb249296dbe37a5df755 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c1dec5f3ba5c35a464f38c19d2ca7db3 = $(`<div id="html_c1dec5f3ba5c35a464f38c19d2ca7db3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ca6d6cdd0cfd68a5838bb21dad3fc22f.setContent(html_c1dec5f3ba5c35a464f38c19d2ca7db3);\n", + " var html_c101be4eead9d4926679161bd366363c = $(`<div id="html_c101be4eead9d4926679161bd366363c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a22f3bda27a8fb249296dbe37a5df755.setContent(html_c101be4eead9d4926679161bd366363c);\n", " \n", " \n", "\n", - " circle_marker_bd887493a2379c83785ad8ab999b1475.bindPopup(popup_ca6d6cdd0cfd68a5838bb21dad3fc22f)\n", + " circle_marker_4e27f53f99da4656974bc01ef186595a.bindPopup(popup_a22f3bda27a8fb249296dbe37a5df755)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0df865c7e2ad2870f7413c79f7f3a1f1 = L.circleMarker(\n", + " var circle_marker_bb3396ed5b833bb2d03ad853e9d30c35 = L.circleMarker(\n", " [37.74717190213178, -122.42187930857803],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b11676a0ec5db7de2ac499e2c070bc36 = L.popup({"maxWidth": "100%"});\n", + " var popup_81c665cca990478fbe0ae3d30e3bef40 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_33c5ff001a7de24707c8a866aaed6d09 = $(`<div id="html_33c5ff001a7de24707c8a866aaed6d09" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b11676a0ec5db7de2ac499e2c070bc36.setContent(html_33c5ff001a7de24707c8a866aaed6d09);\n", + " var html_6c1da6971cd86c192921a5dc8c77f25f = $(`<div id="html_6c1da6971cd86c192921a5dc8c77f25f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_81c665cca990478fbe0ae3d30e3bef40.setContent(html_6c1da6971cd86c192921a5dc8c77f25f);\n", " \n", " \n", "\n", - " circle_marker_0df865c7e2ad2870f7413c79f7f3a1f1.bindPopup(popup_b11676a0ec5db7de2ac499e2c070bc36)\n", + " circle_marker_bb3396ed5b833bb2d03ad853e9d30c35.bindPopup(popup_81c665cca990478fbe0ae3d30e3bef40)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_97451d1e5311c11967c79c7d0397a23a = L.circleMarker(\n", + " var circle_marker_d096594f773d5e6e018d849a0007fec9 = L.circleMarker(\n", " [37.75537378026224, -122.41111606218875],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_dad931f19ef50201c3ff600c0aee870d = L.popup({"maxWidth": "100%"});\n", + " var popup_d8240a2cca7464503aaccba5d0f2e892 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5eaebfcf02e218db3523143d69d62a1e = $(`<div id="html_5eaebfcf02e218db3523143d69d62a1e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_dad931f19ef50201c3ff600c0aee870d.setContent(html_5eaebfcf02e218db3523143d69d62a1e);\n", + " var html_32ea18f48f0436632ed905ab753f2c1c = $(`<div id="html_32ea18f48f0436632ed905ab753f2c1c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d8240a2cca7464503aaccba5d0f2e892.setContent(html_32ea18f48f0436632ed905ab753f2c1c);\n", " \n", " \n", "\n", - " circle_marker_97451d1e5311c11967c79c7d0397a23a.bindPopup(popup_dad931f19ef50201c3ff600c0aee870d)\n", + " circle_marker_d096594f773d5e6e018d849a0007fec9.bindPopup(popup_d8240a2cca7464503aaccba5d0f2e892)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4e7ac887f05510f84cb013250c3dad1d = L.circleMarker(\n", + " var circle_marker_9d7be570f7b77656b8455f1044d6e37b = L.circleMarker(\n", " [37.74456173838566, -122.42133239235675],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7f420800d7c53c9a0237b708191fd611 = L.popup({"maxWidth": "100%"});\n", + " var popup_706b77ec8399a88ac7a7a0f240d1db3f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_31c026313d62c853984a0d6356cb2c4d = $(`<div id="html_31c026313d62c853984a0d6356cb2c4d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7f420800d7c53c9a0237b708191fd611.setContent(html_31c026313d62c853984a0d6356cb2c4d);\n", + " var html_fec652dd42bdd62ace4612baf8a34b51 = $(`<div id="html_fec652dd42bdd62ace4612baf8a34b51" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_706b77ec8399a88ac7a7a0f240d1db3f.setContent(html_fec652dd42bdd62ace4612baf8a34b51);\n", " \n", " \n", "\n", - " circle_marker_4e7ac887f05510f84cb013250c3dad1d.bindPopup(popup_7f420800d7c53c9a0237b708191fd611)\n", + " circle_marker_9d7be570f7b77656b8455f1044d6e37b.bindPopup(popup_706b77ec8399a88ac7a7a0f240d1db3f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0f1c87558887d0d99cc42456bbfd48eb = L.circleMarker(\n", + " var circle_marker_6c2b5f2c955e5d23d4af02b74978c0fa = L.circleMarker(\n", " [37.75855610670547, -122.42394850602186],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9abb831cfe1ada71812b53d6ce7d81b7 = L.popup({"maxWidth": "100%"});\n", + " var popup_54bfe57a4d4cf5e7f23f9bd1366b7672 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_10b8c42b2e6eebf035a7e89dc03fbdbd = $(`<div id="html_10b8c42b2e6eebf035a7e89dc03fbdbd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9abb831cfe1ada71812b53d6ce7d81b7.setContent(html_10b8c42b2e6eebf035a7e89dc03fbdbd);\n", + " var html_6070473dcf681214a19b088697ff8037 = $(`<div id="html_6070473dcf681214a19b088697ff8037" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_54bfe57a4d4cf5e7f23f9bd1366b7672.setContent(html_6070473dcf681214a19b088697ff8037);\n", " \n", " \n", "\n", - " circle_marker_0f1c87558887d0d99cc42456bbfd48eb.bindPopup(popup_9abb831cfe1ada71812b53d6ce7d81b7)\n", + " circle_marker_6c2b5f2c955e5d23d4af02b74978c0fa.bindPopup(popup_54bfe57a4d4cf5e7f23f9bd1366b7672)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_12a29560f5a4c477e52d8f3f17dc5536 = L.circleMarker(\n", + " var circle_marker_5713ac71eba74b92e3e3ba00dfb7bd57 = L.circleMarker(\n", " [37.75817465417819, -122.40867766046134],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c61984fe38add7daea707237038ef69b = L.popup({"maxWidth": "100%"});\n", + " var popup_2827485c2dada7b3c2b95cf9550bf314 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1cdb05a7c3619b4bf57758762fd42369 = $(`<div id="html_1cdb05a7c3619b4bf57758762fd42369" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c61984fe38add7daea707237038ef69b.setContent(html_1cdb05a7c3619b4bf57758762fd42369);\n", + " var html_af3e5b51bca6449ce572b70373f0518a = $(`<div id="html_af3e5b51bca6449ce572b70373f0518a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2827485c2dada7b3c2b95cf9550bf314.setContent(html_af3e5b51bca6449ce572b70373f0518a);\n", " \n", " \n", "\n", - " circle_marker_12a29560f5a4c477e52d8f3f17dc5536.bindPopup(popup_c61984fe38add7daea707237038ef69b)\n", + " circle_marker_5713ac71eba74b92e3e3ba00dfb7bd57.bindPopup(popup_2827485c2dada7b3c2b95cf9550bf314)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fb8889a673415de9cecc6a73473d1aff = L.circleMarker(\n", + " var circle_marker_8914f302a7581aa8dc41a97485d5a7a1 = L.circleMarker(\n", " [37.74435235234791, -122.42194819694559],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_21f72c9232cb7e6bbc38dd2ed112d8d0 = L.popup({"maxWidth": "100%"});\n", + " var popup_33755f980452d04ace6f942644838b6c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1049de954b9045016f7345d345b91518 = $(`<div id="html_1049de954b9045016f7345d345b91518" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_21f72c9232cb7e6bbc38dd2ed112d8d0.setContent(html_1049de954b9045016f7345d345b91518);\n", + " var html_d193885621287694c5450587e56bd3df = $(`<div id="html_d193885621287694c5450587e56bd3df" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_33755f980452d04ace6f942644838b6c.setContent(html_d193885621287694c5450587e56bd3df);\n", " \n", " \n", "\n", - " circle_marker_fb8889a673415de9cecc6a73473d1aff.bindPopup(popup_21f72c9232cb7e6bbc38dd2ed112d8d0)\n", + " circle_marker_8914f302a7581aa8dc41a97485d5a7a1.bindPopup(popup_33755f980452d04ace6f942644838b6c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f2ec62ab5a8603a85b72f397f0c3162d = L.circleMarker(\n", + " var circle_marker_6aa88469b4728e18788f6af11ec11cae = L.circleMarker(\n", " [37.740893604514234, -122.41356130372293],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_de5191f26a9e632806abd7e6b69ef42e = L.popup({"maxWidth": "100%"});\n", + " var popup_268cc01a2fecad6e16b93a4efc3e2290 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2dfd0201c7c0e96e3d233136d9aa6fc5 = $(`<div id="html_2dfd0201c7c0e96e3d233136d9aa6fc5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_de5191f26a9e632806abd7e6b69ef42e.setContent(html_2dfd0201c7c0e96e3d233136d9aa6fc5);\n", + " var html_aa2fdc113b49fd5878b38142b5ce1903 = $(`<div id="html_aa2fdc113b49fd5878b38142b5ce1903" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_268cc01a2fecad6e16b93a4efc3e2290.setContent(html_aa2fdc113b49fd5878b38142b5ce1903);\n", " \n", " \n", "\n", - " circle_marker_f2ec62ab5a8603a85b72f397f0c3162d.bindPopup(popup_de5191f26a9e632806abd7e6b69ef42e)\n", + " circle_marker_6aa88469b4728e18788f6af11ec11cae.bindPopup(popup_268cc01a2fecad6e16b93a4efc3e2290)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_33aed7db5c084d3b5a6f77441d860ee1 = L.circleMarker(\n", + " var circle_marker_e5f6188e84305e64538f239144de8d49 = L.circleMarker(\n", " [37.7382987149878, -122.4191004858632],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_065f065bf2b6a21a407eb1ddd83c970a = L.popup({"maxWidth": "100%"});\n", + " var popup_9c988db51c2c2a0e0d636bf3c0bdad7d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7d15fd08487070ae414ee8bea7a9b667 = $(`<div id="html_7d15fd08487070ae414ee8bea7a9b667" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_065f065bf2b6a21a407eb1ddd83c970a.setContent(html_7d15fd08487070ae414ee8bea7a9b667);\n", + " var html_61ddbc9d022b1123ef8071b4320100f8 = $(`<div id="html_61ddbc9d022b1123ef8071b4320100f8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_9c988db51c2c2a0e0d636bf3c0bdad7d.setContent(html_61ddbc9d022b1123ef8071b4320100f8);\n", " \n", " \n", "\n", - " circle_marker_33aed7db5c084d3b5a6f77441d860ee1.bindPopup(popup_065f065bf2b6a21a407eb1ddd83c970a)\n", + " circle_marker_e5f6188e84305e64538f239144de8d49.bindPopup(popup_9c988db51c2c2a0e0d636bf3c0bdad7d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1b3a856df36389e1732e7a60bfdc6d59 = L.circleMarker(\n", + " var circle_marker_832cc2d3ab1b78f7068bfee086857983 = L.circleMarker(\n", " [37.73307788209335, -122.41682592303474],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f32480c3673a1f13353586243080daa6 = L.popup({"maxWidth": "100%"});\n", + " var popup_f565ef256f24c3744cec057aa8a78ce5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_00ba6cf5092d5041a79212d2fa3dbce5 = $(`<div id="html_00ba6cf5092d5041a79212d2fa3dbce5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f32480c3673a1f13353586243080daa6.setContent(html_00ba6cf5092d5041a79212d2fa3dbce5);\n", + " var html_86aa6f451ff8a4e5e654326ca6acf466 = $(`<div id="html_86aa6f451ff8a4e5e654326ca6acf466" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f565ef256f24c3744cec057aa8a78ce5.setContent(html_86aa6f451ff8a4e5e654326ca6acf466);\n", " \n", " \n", "\n", - " circle_marker_1b3a856df36389e1732e7a60bfdc6d59.bindPopup(popup_f32480c3673a1f13353586243080daa6)\n", + " circle_marker_832cc2d3ab1b78f7068bfee086857983.bindPopup(popup_f565ef256f24c3744cec057aa8a78ce5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ad2c68f8cfe347bca8eaa4599a73e885 = L.circleMarker(\n", + " var circle_marker_f9ff490fb7cfea4d35685e6336ebcc07 = L.circleMarker(\n", " [37.742057632289225, -122.41531864893646],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0e9549dfa63a0c6865b156fd2efbf7bf = L.popup({"maxWidth": "100%"});\n", + " var popup_ebd7003a3f9adc47d6c0a1a1de1cf74f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_00ae24cd5b45a22ea3df63a4a0a75ac2 = $(`<div id="html_00ae24cd5b45a22ea3df63a4a0a75ac2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0e9549dfa63a0c6865b156fd2efbf7bf.setContent(html_00ae24cd5b45a22ea3df63a4a0a75ac2);\n", + " var html_e353c33bb531cbcfaf8b658c44a7aac0 = $(`<div id="html_e353c33bb531cbcfaf8b658c44a7aac0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ebd7003a3f9adc47d6c0a1a1de1cf74f.setContent(html_e353c33bb531cbcfaf8b658c44a7aac0);\n", " \n", " \n", "\n", - " circle_marker_ad2c68f8cfe347bca8eaa4599a73e885.bindPopup(popup_0e9549dfa63a0c6865b156fd2efbf7bf)\n", + " circle_marker_f9ff490fb7cfea4d35685e6336ebcc07.bindPopup(popup_ebd7003a3f9adc47d6c0a1a1de1cf74f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_862ae71948f6b5672c8ad09cee74b2dd = L.circleMarker(\n", + " var circle_marker_c8c45fcf84b052c94c5f4d6902814b45 = L.circleMarker(\n", " [37.76440867305686, -122.41381831239967],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_20ee5c3902fdcce8646e547269c7c0f2 = L.popup({"maxWidth": "100%"});\n", + " var popup_c856fb27017b478f43dc606e731bfe5b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1c8f7109c157f1f82550fa1a79c0f3e2 = $(`<div id="html_1c8f7109c157f1f82550fa1a79c0f3e2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_20ee5c3902fdcce8646e547269c7c0f2.setContent(html_1c8f7109c157f1f82550fa1a79c0f3e2);\n", + " var html_f068ee12eacc358008582d7ffadb5256 = $(`<div id="html_f068ee12eacc358008582d7ffadb5256" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c856fb27017b478f43dc606e731bfe5b.setContent(html_f068ee12eacc358008582d7ffadb5256);\n", " \n", " \n", "\n", - " circle_marker_862ae71948f6b5672c8ad09cee74b2dd.bindPopup(popup_20ee5c3902fdcce8646e547269c7c0f2)\n", + " circle_marker_c8c45fcf84b052c94c5f4d6902814b45.bindPopup(popup_c856fb27017b478f43dc606e731bfe5b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_414d649fe97c9a4a2844a5cebd4d8e9d = L.circleMarker(\n", + " var circle_marker_5f0c9ba44de117cdc40f467a33704a60 = L.circleMarker(\n", " [37.74901705715819, -122.41757863525594],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f34e42f64afe377e19e03519868c811e = L.popup({"maxWidth": "100%"});\n", + " var popup_8cd11402f93528bdcaa2288a27c30890 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e2c30ce89d469e0a1ec7ad612400b1d2 = $(`<div id="html_e2c30ce89d469e0a1ec7ad612400b1d2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f34e42f64afe377e19e03519868c811e.setContent(html_e2c30ce89d469e0a1ec7ad612400b1d2);\n", + " var html_3488c3b6489655674fd83f97302f736b = $(`<div id="html_3488c3b6489655674fd83f97302f736b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8cd11402f93528bdcaa2288a27c30890.setContent(html_3488c3b6489655674fd83f97302f736b);\n", " \n", " \n", "\n", - " circle_marker_414d649fe97c9a4a2844a5cebd4d8e9d.bindPopup(popup_f34e42f64afe377e19e03519868c811e)\n", + " circle_marker_5f0c9ba44de117cdc40f467a33704a60.bindPopup(popup_8cd11402f93528bdcaa2288a27c30890)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a2f6af74c4a9f0e047529792906f757e = L.circleMarker(\n", + " var circle_marker_8187fea7fa00c45348e05cb5be775ab2 = L.circleMarker(\n", " [37.75488633070316, -122.41487544794536],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_fffe7a0f66ae6cafac3a73f387318ad3 = L.popup({"maxWidth": "100%"});\n", + " var popup_f0c89aea1293abe267e69f9cd6897b73 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_845ac1789629da1182b023edcd04a7f2 = $(`<div id="html_845ac1789629da1182b023edcd04a7f2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_fffe7a0f66ae6cafac3a73f387318ad3.setContent(html_845ac1789629da1182b023edcd04a7f2);\n", + " var html_7c3942a17eed82567d31863d3c4ba563 = $(`<div id="html_7c3942a17eed82567d31863d3c4ba563" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f0c89aea1293abe267e69f9cd6897b73.setContent(html_7c3942a17eed82567d31863d3c4ba563);\n", " \n", " \n", "\n", - " circle_marker_a2f6af74c4a9f0e047529792906f757e.bindPopup(popup_fffe7a0f66ae6cafac3a73f387318ad3)\n", + " circle_marker_8187fea7fa00c45348e05cb5be775ab2.bindPopup(popup_f0c89aea1293abe267e69f9cd6897b73)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_03dcaaa4892d41c2b0840ef4e6c1077b = L.circleMarker(\n", + " var circle_marker_0d492a30b638b241f9c31421f20531b7 = L.circleMarker(\n", " [37.73596321664609, -122.42148375412637],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_62da64645b34b1be5805e062be4ae8cb = L.popup({"maxWidth": "100%"});\n", + " var popup_7de1e9fb739acd0ea3c071f119ae55f7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dcec83323cf909cb7f39434bc137fde5 = $(`<div id="html_dcec83323cf909cb7f39434bc137fde5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_62da64645b34b1be5805e062be4ae8cb.setContent(html_dcec83323cf909cb7f39434bc137fde5);\n", + " var html_da1bc3f5499d643acf4aa181bd56faa7 = $(`<div id="html_da1bc3f5499d643acf4aa181bd56faa7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7de1e9fb739acd0ea3c071f119ae55f7.setContent(html_da1bc3f5499d643acf4aa181bd56faa7);\n", " \n", " \n", "\n", - " circle_marker_03dcaaa4892d41c2b0840ef4e6c1077b.bindPopup(popup_62da64645b34b1be5805e062be4ae8cb)\n", + " circle_marker_0d492a30b638b241f9c31421f20531b7.bindPopup(popup_7de1e9fb739acd0ea3c071f119ae55f7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_105f0e3dcdcf1c9c3ecfaee7e7e65250 = L.circleMarker(\n", + " var circle_marker_9df38b305cb822edfb977cc8a51f6599 = L.circleMarker(\n", " [37.764304983194315, -122.41854278041016],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a8ab5de700158bf7a1f0803904f6cd2f = L.popup({"maxWidth": "100%"});\n", + " var popup_51402ada078f8fbbb5fc6b4f38f58585 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_63610cf6507ed998f7110c19a8876da2 = $(`<div id="html_63610cf6507ed998f7110c19a8876da2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a8ab5de700158bf7a1f0803904f6cd2f.setContent(html_63610cf6507ed998f7110c19a8876da2);\n", + " var html_84d8e81d65b5b59d7061daecf148e055 = $(`<div id="html_84d8e81d65b5b59d7061daecf148e055" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_51402ada078f8fbbb5fc6b4f38f58585.setContent(html_84d8e81d65b5b59d7061daecf148e055);\n", " \n", " \n", "\n", - " circle_marker_105f0e3dcdcf1c9c3ecfaee7e7e65250.bindPopup(popup_a8ab5de700158bf7a1f0803904f6cd2f)\n", + " circle_marker_9df38b305cb822edfb977cc8a51f6599.bindPopup(popup_51402ada078f8fbbb5fc6b4f38f58585)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_423bb6a6317f1fcd59432b0587e98d00 = L.circleMarker(\n", + " var circle_marker_f8b878ad9e842a0a332690fceb2ac07d = L.circleMarker(\n", " [37.76250964248838, -122.42379568293042],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_58de236b00a6735e2786f4e8250badcc = L.popup({"maxWidth": "100%"});\n", + " var popup_39ca967c936d8da10f719f01556bca32 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d51d7f3a0eacb8f11196da607450a1b8 = $(`<div id="html_d51d7f3a0eacb8f11196da607450a1b8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_58de236b00a6735e2786f4e8250badcc.setContent(html_d51d7f3a0eacb8f11196da607450a1b8);\n", + " var html_93218e718ed5e929438b6393e8804b15 = $(`<div id="html_93218e718ed5e929438b6393e8804b15" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_39ca967c936d8da10f719f01556bca32.setContent(html_93218e718ed5e929438b6393e8804b15);\n", " \n", " \n", "\n", - " circle_marker_423bb6a6317f1fcd59432b0587e98d00.bindPopup(popup_58de236b00a6735e2786f4e8250badcc)\n", + " circle_marker_f8b878ad9e842a0a332690fceb2ac07d.bindPopup(popup_39ca967c936d8da10f719f01556bca32)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_10feff495f0e04a1da810c56a817477a = L.circleMarker(\n", + " var circle_marker_91ae45fd4fedb3775e0565a6a9c67f87 = L.circleMarker(\n", " [37.747198302368524, -122.41468049513983],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7e74e1bd984ebec84d460404569d1e7f = L.popup({"maxWidth": "100%"});\n", + " var popup_f0b7552efbee9bfc4af16a7320ade410 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_07717d23df872e3e49fe4daf3f414bd7 = $(`<div id="html_07717d23df872e3e49fe4daf3f414bd7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7e74e1bd984ebec84d460404569d1e7f.setContent(html_07717d23df872e3e49fe4daf3f414bd7);\n", + " var html_c807b4d201bc267f090f3637e17aa914 = $(`<div id="html_c807b4d201bc267f090f3637e17aa914" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f0b7552efbee9bfc4af16a7320ade410.setContent(html_c807b4d201bc267f090f3637e17aa914);\n", " \n", " \n", "\n", - " circle_marker_10feff495f0e04a1da810c56a817477a.bindPopup(popup_7e74e1bd984ebec84d460404569d1e7f)\n", + " circle_marker_91ae45fd4fedb3775e0565a6a9c67f87.bindPopup(popup_f0b7552efbee9bfc4af16a7320ade410)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b6f801f974f2bad5daf58f5513f11e1b = L.circleMarker(\n", + " var circle_marker_912e9a562ab40dc719acbd8cd9144bb8 = L.circleMarker(\n", " [37.74725626848265, -122.40603654972017],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8e0f49832b3de3043304be7635ad2eff = L.popup({"maxWidth": "100%"});\n", + " var popup_773f46da32e4b117d93fd067a503ceee = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_153e18e9a82629269a2bb37898b79293 = $(`<div id="html_153e18e9a82629269a2bb37898b79293" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8e0f49832b3de3043304be7635ad2eff.setContent(html_153e18e9a82629269a2bb37898b79293);\n", + " var html_75657058f14f93eacaf0e06b2a2a535a = $(`<div id="html_75657058f14f93eacaf0e06b2a2a535a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_773f46da32e4b117d93fd067a503ceee.setContent(html_75657058f14f93eacaf0e06b2a2a535a);\n", " \n", " \n", "\n", - " circle_marker_b6f801f974f2bad5daf58f5513f11e1b.bindPopup(popup_8e0f49832b3de3043304be7635ad2eff)\n", + " circle_marker_912e9a562ab40dc719acbd8cd9144bb8.bindPopup(popup_773f46da32e4b117d93fd067a503ceee)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c080a072d67478b6447575bf8b86960e = L.circleMarker(\n", + " var circle_marker_a4f5d0d62506ce533233da085139cfa8 = L.circleMarker(\n", " [37.745215819217684, -122.41007117187876],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_77e1e6acac9358d1a21d5e5346f3ba37 = L.popup({"maxWidth": "100%"});\n", + " var popup_d57e14cb56127ae7625d92d0e3b6a5d1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_219f229a80bad94fcbd0a4d6e5b39e5c = $(`<div id="html_219f229a80bad94fcbd0a4d6e5b39e5c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_77e1e6acac9358d1a21d5e5346f3ba37.setContent(html_219f229a80bad94fcbd0a4d6e5b39e5c);\n", + " var html_239bdaec49c1bcb8c0b4329387281978 = $(`<div id="html_239bdaec49c1bcb8c0b4329387281978" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d57e14cb56127ae7625d92d0e3b6a5d1.setContent(html_239bdaec49c1bcb8c0b4329387281978);\n", " \n", " \n", "\n", - " circle_marker_c080a072d67478b6447575bf8b86960e.bindPopup(popup_77e1e6acac9358d1a21d5e5346f3ba37)\n", + " circle_marker_a4f5d0d62506ce533233da085139cfa8.bindPopup(popup_d57e14cb56127ae7625d92d0e3b6a5d1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a88474138911b037ee0c1f42486cbdda = L.circleMarker(\n", + " var circle_marker_b449e5a53bcd33ac3d8c966960697e01 = L.circleMarker(\n", " [37.75518197689151, -122.40547424149503],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0eb6ea7f7d77cd0f312d9c460cd8db77 = L.popup({"maxWidth": "100%"});\n", + " var popup_3c7b5b8dde609f0ca5968adf444efd66 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f145b1cfe4ee59f2cb80ba6b652250b = $(`<div id="html_6f145b1cfe4ee59f2cb80ba6b652250b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0eb6ea7f7d77cd0f312d9c460cd8db77.setContent(html_6f145b1cfe4ee59f2cb80ba6b652250b);\n", + " var html_4be2fb7c71ac18e52bcd5a056345368a = $(`<div id="html_4be2fb7c71ac18e52bcd5a056345368a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3c7b5b8dde609f0ca5968adf444efd66.setContent(html_4be2fb7c71ac18e52bcd5a056345368a);\n", " \n", " \n", "\n", - " circle_marker_a88474138911b037ee0c1f42486cbdda.bindPopup(popup_0eb6ea7f7d77cd0f312d9c460cd8db77)\n", + " circle_marker_b449e5a53bcd33ac3d8c966960697e01.bindPopup(popup_3c7b5b8dde609f0ca5968adf444efd66)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_79a3c3db7cf8cc45408d4269cd77d3c3 = L.circleMarker(\n", + " var circle_marker_8dd87b47b10b9c4b76f3970319fb55f1 = L.circleMarker(\n", " [37.742773768312524, -122.41069845878158],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_bf39e341426212abc3f4724c5955f80c = L.popup({"maxWidth": "100%"});\n", + " var popup_fc706f11e787a1d2361f2d970326ffe2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7d902dea8328d6ba273c0fb84e6b2285 = $(`<div id="html_7d902dea8328d6ba273c0fb84e6b2285" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_bf39e341426212abc3f4724c5955f80c.setContent(html_7d902dea8328d6ba273c0fb84e6b2285);\n", + " var html_198643d7ad47d0c4440c03fd7fdf0275 = $(`<div id="html_198643d7ad47d0c4440c03fd7fdf0275" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_fc706f11e787a1d2361f2d970326ffe2.setContent(html_198643d7ad47d0c4440c03fd7fdf0275);\n", " \n", " \n", "\n", - " circle_marker_79a3c3db7cf8cc45408d4269cd77d3c3.bindPopup(popup_bf39e341426212abc3f4724c5955f80c)\n", + " circle_marker_8dd87b47b10b9c4b76f3970319fb55f1.bindPopup(popup_fc706f11e787a1d2361f2d970326ffe2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6ef631184a46e1990ccee1c22a6cbbc5 = L.circleMarker(\n", + " var circle_marker_58552afd27dd58ad4acbb2fc216012b2 = L.circleMarker(\n", " [37.75333381902695, -122.40923776500622],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8ee9e05cbb42009b0cf46e83d2c875db = L.popup({"maxWidth": "100%"});\n", + " var popup_ae230f0133ab480c3f69c71a3758f196 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_945caa8a378ef52cbc93f4d709899ebe = $(`<div id="html_945caa8a378ef52cbc93f4d709899ebe" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8ee9e05cbb42009b0cf46e83d2c875db.setContent(html_945caa8a378ef52cbc93f4d709899ebe);\n", + " var html_2594ffc25ce450d1979513be52ee3a1d = $(`<div id="html_2594ffc25ce450d1979513be52ee3a1d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ae230f0133ab480c3f69c71a3758f196.setContent(html_2594ffc25ce450d1979513be52ee3a1d);\n", " \n", " \n", "\n", - " circle_marker_6ef631184a46e1990ccee1c22a6cbbc5.bindPopup(popup_8ee9e05cbb42009b0cf46e83d2c875db)\n", + " circle_marker_58552afd27dd58ad4acbb2fc216012b2.bindPopup(popup_ae230f0133ab480c3f69c71a3758f196)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_af1731e067952e4c0cf71d20aff7d6b8 = L.circleMarker(\n", + " var circle_marker_794edc8f2ea3d160a7be4efef9ec9191 = L.circleMarker(\n", " [37.737048133592474, -122.42244404189351],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_09e1ccd9ecf26d9e227211681b599589 = L.popup({"maxWidth": "100%"});\n", + " var popup_5066a4d7d8d234bc177f157de9daf12d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f8ae1217c6952ae553c8f0183f81758 = $(`<div id="html_6f8ae1217c6952ae553c8f0183f81758" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_09e1ccd9ecf26d9e227211681b599589.setContent(html_6f8ae1217c6952ae553c8f0183f81758);\n", + " var html_f695d3df35617c7aa4895b7c510ca051 = $(`<div id="html_f695d3df35617c7aa4895b7c510ca051" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5066a4d7d8d234bc177f157de9daf12d.setContent(html_f695d3df35617c7aa4895b7c510ca051);\n", " \n", " \n", "\n", - " circle_marker_af1731e067952e4c0cf71d20aff7d6b8.bindPopup(popup_09e1ccd9ecf26d9e227211681b599589)\n", + " circle_marker_794edc8f2ea3d160a7be4efef9ec9191.bindPopup(popup_5066a4d7d8d234bc177f157de9daf12d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d1ee3a5aca132497c959bb9c4dfb926b = L.circleMarker(\n", + " var circle_marker_7f78a8ed8cd20cdb4a06f2c9f9a87dd1 = L.circleMarker(\n", " [37.76439953782074, -122.40822541947725],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_11c7e1ce175ab74584645fb490a9c2ad = L.popup({"maxWidth": "100%"});\n", + " var popup_65ac22ed7f8963193f196d4386bb56e8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c36ad04040397212dbbcaa94722780d5 = $(`<div id="html_c36ad04040397212dbbcaa94722780d5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_11c7e1ce175ab74584645fb490a9c2ad.setContent(html_c36ad04040397212dbbcaa94722780d5);\n", + " var html_0a3161fa6a379697dbb2740198faf2c1 = $(`<div id="html_0a3161fa6a379697dbb2740198faf2c1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_65ac22ed7f8963193f196d4386bb56e8.setContent(html_0a3161fa6a379697dbb2740198faf2c1);\n", " \n", " \n", "\n", - " circle_marker_d1ee3a5aca132497c959bb9c4dfb926b.bindPopup(popup_11c7e1ce175ab74584645fb490a9c2ad)\n", + " circle_marker_7f78a8ed8cd20cdb4a06f2c9f9a87dd1.bindPopup(popup_65ac22ed7f8963193f196d4386bb56e8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f90253aa9a5a01fb60a0e9a3b9c1e258 = L.circleMarker(\n", + " var circle_marker_6a9c80d8e4e6bbadd6a17579bc4ed377 = L.circleMarker(\n", " [37.751790025694, -122.41686980413054],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6828f041e8ae4a3f3cae0c6feb64200f = L.popup({"maxWidth": "100%"});\n", + " var popup_12701e7cb86c9aa5b82a3ea37a58bbe2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_13be4ad2b062fc4d295e4266b4ba1891 = $(`<div id="html_13be4ad2b062fc4d295e4266b4ba1891" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6828f041e8ae4a3f3cae0c6feb64200f.setContent(html_13be4ad2b062fc4d295e4266b4ba1891);\n", + " var html_967cf276c51347bfe39ce11ba9bf13c0 = $(`<div id="html_967cf276c51347bfe39ce11ba9bf13c0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_12701e7cb86c9aa5b82a3ea37a58bbe2.setContent(html_967cf276c51347bfe39ce11ba9bf13c0);\n", " \n", " \n", "\n", - " circle_marker_f90253aa9a5a01fb60a0e9a3b9c1e258.bindPopup(popup_6828f041e8ae4a3f3cae0c6feb64200f)\n", + " circle_marker_6a9c80d8e4e6bbadd6a17579bc4ed377.bindPopup(popup_12701e7cb86c9aa5b82a3ea37a58bbe2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_56d0f63fd00432bcc0aead34db4bf2fd = L.circleMarker(\n", + " var circle_marker_30eb1f00d0cc6909cce3352500360350 = L.circleMarker(\n", " [37.74720898883046, -122.406658040105],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_191b46b1c96fe881c09874608b906c56 = L.popup({"maxWidth": "100%"});\n", + " var popup_f43ddba68dd6f31122b8b1ebdd74b527 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_652719937584352aef34103bf1637abf = $(`<div id="html_652719937584352aef34103bf1637abf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_191b46b1c96fe881c09874608b906c56.setContent(html_652719937584352aef34103bf1637abf);\n", + " var html_ae48c4dd777ee6316140fb1516cace94 = $(`<div id="html_ae48c4dd777ee6316140fb1516cace94" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f43ddba68dd6f31122b8b1ebdd74b527.setContent(html_ae48c4dd777ee6316140fb1516cace94);\n", " \n", " \n", "\n", - " circle_marker_56d0f63fd00432bcc0aead34db4bf2fd.bindPopup(popup_191b46b1c96fe881c09874608b906c56)\n", + " circle_marker_30eb1f00d0cc6909cce3352500360350.bindPopup(popup_f43ddba68dd6f31122b8b1ebdd74b527)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8b155ebf6c5383b22be80df2cf2bf277 = L.circleMarker(\n", + " var circle_marker_825c2962e23d72970c614255a63b7a56 = L.circleMarker(\n", " [37.75126832579771, -122.40425189587008],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0eefa514833be2057992fa56d2e5b0e6 = L.popup({"maxWidth": "100%"});\n", + " var popup_893036f9c996694ee22319c48ff84d7a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_628df307c82ae9738be217a22ac5edac = $(`<div id="html_628df307c82ae9738be217a22ac5edac" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0eefa514833be2057992fa56d2e5b0e6.setContent(html_628df307c82ae9738be217a22ac5edac);\n", + " var html_136b11cb2c3ad74e962a98fc2bb63acf = $(`<div id="html_136b11cb2c3ad74e962a98fc2bb63acf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_893036f9c996694ee22319c48ff84d7a.setContent(html_136b11cb2c3ad74e962a98fc2bb63acf);\n", " \n", " \n", "\n", - " circle_marker_8b155ebf6c5383b22be80df2cf2bf277.bindPopup(popup_0eefa514833be2057992fa56d2e5b0e6)\n", + " circle_marker_825c2962e23d72970c614255a63b7a56.bindPopup(popup_893036f9c996694ee22319c48ff84d7a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9783419366ba345a31685b27eb7d9a09 = L.circleMarker(\n", + " var circle_marker_e9e0c777084ab30dd5ebbfc6b7a32bfd = L.circleMarker(\n", " [37.762676079668196, -122.40760247546336],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d68c6fbd53a913a5276213cdde631072 = L.popup({"maxWidth": "100%"});\n", + " var popup_3fb2600cae6098abbd72e4547de28a86 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2a3721013e3294b1f6b9f36b7623dc08 = $(`<div id="html_2a3721013e3294b1f6b9f36b7623dc08" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d68c6fbd53a913a5276213cdde631072.setContent(html_2a3721013e3294b1f6b9f36b7623dc08);\n", + " var html_8d5cdf3835d2347147f7e1f83acd833a = $(`<div id="html_8d5cdf3835d2347147f7e1f83acd833a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3fb2600cae6098abbd72e4547de28a86.setContent(html_8d5cdf3835d2347147f7e1f83acd833a);\n", " \n", " \n", "\n", - " circle_marker_9783419366ba345a31685b27eb7d9a09.bindPopup(popup_d68c6fbd53a913a5276213cdde631072)\n", + " circle_marker_e9e0c777084ab30dd5ebbfc6b7a32bfd.bindPopup(popup_3fb2600cae6098abbd72e4547de28a86)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0d0b084c96e89509699aeaba8002a036 = L.circleMarker(\n", + " var circle_marker_82ff7b818b90ee52c92f44d21d712f29 = L.circleMarker(\n", " [37.7451955764892, -122.41250587149135],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6da923a00537dd47cbcc37eb46fb5e49 = L.popup({"maxWidth": "100%"});\n", + " var popup_2678acdd16598815ab70cee434adeb5d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e8cee6bd5d3a557bd24fc6c9a58e3b8c = $(`<div id="html_e8cee6bd5d3a557bd24fc6c9a58e3b8c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6da923a00537dd47cbcc37eb46fb5e49.setContent(html_e8cee6bd5d3a557bd24fc6c9a58e3b8c);\n", + " var html_7532ceccc07d6b6bfdb976c055b8e754 = $(`<div id="html_7532ceccc07d6b6bfdb976c055b8e754" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2678acdd16598815ab70cee434adeb5d.setContent(html_7532ceccc07d6b6bfdb976c055b8e754);\n", " \n", " \n", "\n", - " circle_marker_0d0b084c96e89509699aeaba8002a036.bindPopup(popup_6da923a00537dd47cbcc37eb46fb5e49)\n", + " circle_marker_82ff7b818b90ee52c92f44d21d712f29.bindPopup(popup_2678acdd16598815ab70cee434adeb5d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3d6101c94e1cdc1d3355cd484d00055d = L.circleMarker(\n", + " var circle_marker_a9f50ad4c1d1fb60d06e3168b000fd14 = L.circleMarker(\n", " [37.760627863987054, -122.42196706998658],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f963aeaae34da82dc52973b3584faf0d = L.popup({"maxWidth": "100%"});\n", + " var popup_790ab688c424eb7aa179b8b2af2a4b0e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9f40d1f9bfce3432674a9ecee20e5d86 = $(`<div id="html_9f40d1f9bfce3432674a9ecee20e5d86" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f963aeaae34da82dc52973b3584faf0d.setContent(html_9f40d1f9bfce3432674a9ecee20e5d86);\n", + " var html_a234e5bb0c8c0b62cac506ac1a9167ab = $(`<div id="html_a234e5bb0c8c0b62cac506ac1a9167ab" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_790ab688c424eb7aa179b8b2af2a4b0e.setContent(html_a234e5bb0c8c0b62cac506ac1a9167ab);\n", " \n", " \n", "\n", - " circle_marker_3d6101c94e1cdc1d3355cd484d00055d.bindPopup(popup_f963aeaae34da82dc52973b3584faf0d)\n", + " circle_marker_a9f50ad4c1d1fb60d06e3168b000fd14.bindPopup(popup_790ab688c424eb7aa179b8b2af2a4b0e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d41a43011cab361c0c7ee28d0a12f2ee = L.circleMarker(\n", + " var circle_marker_7024997fc3bc899693d350cf41dc294d = L.circleMarker(\n", " [37.743766497582506, -122.41949619370845],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f39975e9081cbe26ca0d230f75ded843 = L.popup({"maxWidth": "100%"});\n", + " var popup_acf7414d1cc49ab05356d3bacbf440f3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6860643473082b2aa5e6c7511f37b9d9 = $(`<div id="html_6860643473082b2aa5e6c7511f37b9d9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f39975e9081cbe26ca0d230f75ded843.setContent(html_6860643473082b2aa5e6c7511f37b9d9);\n", + " var html_9fb2f1dd803ad815d4a2be8f56a430d9 = $(`<div id="html_9fb2f1dd803ad815d4a2be8f56a430d9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_acf7414d1cc49ab05356d3bacbf440f3.setContent(html_9fb2f1dd803ad815d4a2be8f56a430d9);\n", " \n", " \n", "\n", - " circle_marker_d41a43011cab361c0c7ee28d0a12f2ee.bindPopup(popup_f39975e9081cbe26ca0d230f75ded843)\n", + " circle_marker_7024997fc3bc899693d350cf41dc294d.bindPopup(popup_acf7414d1cc49ab05356d3bacbf440f3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8a91d550f4b528a7eb480af252d00a24 = L.circleMarker(\n", + " var circle_marker_c7216703107ddb23e689ef6ee703b46c = L.circleMarker(\n", " [37.76337637245978, -122.41832341219747],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_07bad39bbfd21dbb0ad4c33d03a61175 = L.popup({"maxWidth": "100%"});\n", + " var popup_552db63d67b5a5da73fc1dd6bb1fa66b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f2f74760459745320fc70c674639d63e = $(`<div id="html_f2f74760459745320fc70c674639d63e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_07bad39bbfd21dbb0ad4c33d03a61175.setContent(html_f2f74760459745320fc70c674639d63e);\n", + " var html_7129543605ba7f9b96baa88694a0d777 = $(`<div id="html_7129543605ba7f9b96baa88694a0d777" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_552db63d67b5a5da73fc1dd6bb1fa66b.setContent(html_7129543605ba7f9b96baa88694a0d777);\n", " \n", " \n", "\n", - " circle_marker_8a91d550f4b528a7eb480af252d00a24.bindPopup(popup_07bad39bbfd21dbb0ad4c33d03a61175)\n", + " circle_marker_c7216703107ddb23e689ef6ee703b46c.bindPopup(popup_552db63d67b5a5da73fc1dd6bb1fa66b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3298aa0cc6e660a256d1c391fd91088a = L.circleMarker(\n", + " var circle_marker_cd492e9411efd5b6488206db78e2aa51 = L.circleMarker(\n", " [37.763924686918585, -122.42603224084327],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_518b6435c4b0b220bac63a3c0d4f9d78 = L.popup({"maxWidth": "100%"});\n", + " var popup_7339165e027348bf283448b80136c96f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1eb1f02e1a593da8e00b34eb2fd8ebfa = $(`<div id="html_1eb1f02e1a593da8e00b34eb2fd8ebfa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_518b6435c4b0b220bac63a3c0d4f9d78.setContent(html_1eb1f02e1a593da8e00b34eb2fd8ebfa);\n", + " var html_18b0c14b605ca1b0d617ed4f196af460 = $(`<div id="html_18b0c14b605ca1b0d617ed4f196af460" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7339165e027348bf283448b80136c96f.setContent(html_18b0c14b605ca1b0d617ed4f196af460);\n", " \n", " \n", "\n", - " circle_marker_3298aa0cc6e660a256d1c391fd91088a.bindPopup(popup_518b6435c4b0b220bac63a3c0d4f9d78)\n", + " circle_marker_cd492e9411efd5b6488206db78e2aa51.bindPopup(popup_7339165e027348bf283448b80136c96f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_19a4ae6a5c1991f224196a65435f065c = L.circleMarker(\n", + " var circle_marker_4ff430b775677e0d9e3a39ce5827ccea = L.circleMarker(\n", " [37.747104153769286, -122.40635735111336],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_055f28b183672c37f4b8934a3f410b80 = L.popup({"maxWidth": "100%"});\n", + " var popup_59362b34481fd6fd0342b17cab7b9e0a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fc843d58a0957a5b76586e4967427244 = $(`<div id="html_fc843d58a0957a5b76586e4967427244" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_055f28b183672c37f4b8934a3f410b80.setContent(html_fc843d58a0957a5b76586e4967427244);\n", + " var html_c2b4060fbb0a21bd396e41e5b7678fe4 = $(`<div id="html_c2b4060fbb0a21bd396e41e5b7678fe4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_59362b34481fd6fd0342b17cab7b9e0a.setContent(html_c2b4060fbb0a21bd396e41e5b7678fe4);\n", " \n", " \n", "\n", - " circle_marker_19a4ae6a5c1991f224196a65435f065c.bindPopup(popup_055f28b183672c37f4b8934a3f410b80)\n", + " circle_marker_4ff430b775677e0d9e3a39ce5827ccea.bindPopup(popup_59362b34481fd6fd0342b17cab7b9e0a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d379354d3d586db6dbf8a5e4715a21c9 = L.circleMarker(\n", + " var circle_marker_af89190c9b39a7f1fa54a6993688893e = L.circleMarker(\n", " [37.73952102093955, -122.42022883226554],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_63cfda2ecdf0f9d1bed427330fc7a0f4 = L.popup({"maxWidth": "100%"});\n", + " var popup_8a6c73b7d1e73477a47d90022cb38b03 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e8ee988c67bce516f33ab753d881d9ca = $(`<div id="html_e8ee988c67bce516f33ab753d881d9ca" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_63cfda2ecdf0f9d1bed427330fc7a0f4.setContent(html_e8ee988c67bce516f33ab753d881d9ca);\n", + " var html_3d1e34f688e0e65aa3dd8eed11c94e02 = $(`<div id="html_3d1e34f688e0e65aa3dd8eed11c94e02" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8a6c73b7d1e73477a47d90022cb38b03.setContent(html_3d1e34f688e0e65aa3dd8eed11c94e02);\n", " \n", " \n", "\n", - " circle_marker_d379354d3d586db6dbf8a5e4715a21c9.bindPopup(popup_63cfda2ecdf0f9d1bed427330fc7a0f4)\n", + " circle_marker_af89190c9b39a7f1fa54a6993688893e.bindPopup(popup_8a6c73b7d1e73477a47d90022cb38b03)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d1058d2dd07eeb4af4cf0568d1d3b3ac = L.circleMarker(\n", + " var circle_marker_e5cf6a55822d1594f42c2168c163b6a5 = L.circleMarker(\n", " [37.740221292002616, -122.42292601164742],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9d3add0e79b8ce9105f7f44de244fc63 = L.popup({"maxWidth": "100%"});\n", + " var popup_b3be194ca1c2377cb4a5ce6e1e1e64be = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9a96cbf36c0b9184e6ba5e46c60ecbe8 = $(`<div id="html_9a96cbf36c0b9184e6ba5e46c60ecbe8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9d3add0e79b8ce9105f7f44de244fc63.setContent(html_9a96cbf36c0b9184e6ba5e46c60ecbe8);\n", + " var html_d9800ec995868e2975a750e81fe81355 = $(`<div id="html_d9800ec995868e2975a750e81fe81355" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b3be194ca1c2377cb4a5ce6e1e1e64be.setContent(html_d9800ec995868e2975a750e81fe81355);\n", " \n", " \n", "\n", - " circle_marker_d1058d2dd07eeb4af4cf0568d1d3b3ac.bindPopup(popup_9d3add0e79b8ce9105f7f44de244fc63)\n", + " circle_marker_e5cf6a55822d1594f42c2168c163b6a5.bindPopup(popup_b3be194ca1c2377cb4a5ce6e1e1e64be)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2dc217f2afa90d7919d98bb5bd8574d0 = L.circleMarker(\n", + " var circle_marker_049749d45ee7c628e022b758ee5a334b = L.circleMarker(\n", " [37.7319622165618, -122.42522875251106],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9661c522a30fd90f8f2b14470b46d117 = L.popup({"maxWidth": "100%"});\n", + " var popup_1873d75967b81e17f19c1509057b9aa4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0540ed6c66a8d1a626d7650df4dd80c2 = $(`<div id="html_0540ed6c66a8d1a626d7650df4dd80c2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9661c522a30fd90f8f2b14470b46d117.setContent(html_0540ed6c66a8d1a626d7650df4dd80c2);\n", + " var html_37860b3eb318cf229a3b5f9e2e17d385 = $(`<div id="html_37860b3eb318cf229a3b5f9e2e17d385" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1873d75967b81e17f19c1509057b9aa4.setContent(html_37860b3eb318cf229a3b5f9e2e17d385);\n", " \n", " \n", "\n", - " circle_marker_2dc217f2afa90d7919d98bb5bd8574d0.bindPopup(popup_9661c522a30fd90f8f2b14470b46d117)\n", + " circle_marker_049749d45ee7c628e022b758ee5a334b.bindPopup(popup_1873d75967b81e17f19c1509057b9aa4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fe508e8c7da16a9206152313edbb9dfc = L.circleMarker(\n", + " var circle_marker_fcbe52de5adcf74d7a884c7faaad9fac = L.circleMarker(\n", " [37.73713086318324, -122.41812421353865],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_87a3a7daebed24a67610aca4f34e13fc = L.popup({"maxWidth": "100%"});\n", + " var popup_36d36b004d9fe0e75a52978d0f00274f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ad01ff2b8ff33ef3a08f8569259e85b5 = $(`<div id="html_ad01ff2b8ff33ef3a08f8569259e85b5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_87a3a7daebed24a67610aca4f34e13fc.setContent(html_ad01ff2b8ff33ef3a08f8569259e85b5);\n", + " var html_41aece2bde4a33c0df9daf8106de0738 = $(`<div id="html_41aece2bde4a33c0df9daf8106de0738" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_36d36b004d9fe0e75a52978d0f00274f.setContent(html_41aece2bde4a33c0df9daf8106de0738);\n", " \n", " \n", "\n", - " circle_marker_fe508e8c7da16a9206152313edbb9dfc.bindPopup(popup_87a3a7daebed24a67610aca4f34e13fc)\n", + " circle_marker_fcbe52de5adcf74d7a884c7faaad9fac.bindPopup(popup_36d36b004d9fe0e75a52978d0f00274f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_28e71e3098624062f7b017ef6230aa28 = L.circleMarker(\n", + " var circle_marker_44d5fe42854f775e74a3e344b516674d = L.circleMarker(\n", " [37.7483419775086, -122.41225380452875],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d605cf97a0e68c2d79857fbee8c68d46 = L.popup({"maxWidth": "100%"});\n", + " var popup_1c5ca401d92fdae1c6a2d16548dc89f4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_87d324200e625375998e39ffaa1142c6 = $(`<div id="html_87d324200e625375998e39ffaa1142c6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d605cf97a0e68c2d79857fbee8c68d46.setContent(html_87d324200e625375998e39ffaa1142c6);\n", + " var html_21bbf17a2352a041ba32116af7ea358f = $(`<div id="html_21bbf17a2352a041ba32116af7ea358f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1c5ca401d92fdae1c6a2d16548dc89f4.setContent(html_21bbf17a2352a041ba32116af7ea358f);\n", " \n", " \n", "\n", - " circle_marker_28e71e3098624062f7b017ef6230aa28.bindPopup(popup_d605cf97a0e68c2d79857fbee8c68d46)\n", + " circle_marker_44d5fe42854f775e74a3e344b516674d.bindPopup(popup_1c5ca401d92fdae1c6a2d16548dc89f4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_617628de2255855edf192528f9f8c0fa = L.circleMarker(\n", + " var circle_marker_6e3f6f606eecb96684a5c395a8a569c7 = L.circleMarker(\n", " [37.74142707173661, -122.40856166069446],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_47cf6d3d670a5c70575ff125ee714e33 = L.popup({"maxWidth": "100%"});\n", + " var popup_4ea89e1e3d2cf82eee2dd1f399bf12a2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c95925b879a9a516879ffed25c5b6586 = $(`<div id="html_c95925b879a9a516879ffed25c5b6586" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_47cf6d3d670a5c70575ff125ee714e33.setContent(html_c95925b879a9a516879ffed25c5b6586);\n", + " var html_5ab41a3adf342a4bbb34cdffbdec2420 = $(`<div id="html_5ab41a3adf342a4bbb34cdffbdec2420" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4ea89e1e3d2cf82eee2dd1f399bf12a2.setContent(html_5ab41a3adf342a4bbb34cdffbdec2420);\n", " \n", " \n", "\n", - " circle_marker_617628de2255855edf192528f9f8c0fa.bindPopup(popup_47cf6d3d670a5c70575ff125ee714e33)\n", + " circle_marker_6e3f6f606eecb96684a5c395a8a569c7.bindPopup(popup_4ea89e1e3d2cf82eee2dd1f399bf12a2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_50b8149ccdce3d7f503ba64d8e0a3350 = L.circleMarker(\n", + " var circle_marker_e6e5b13f2b24d90dc29591177c7fd9e5 = L.circleMarker(\n", " [37.75423945656585, -122.42240830574532],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_949c30a39b1efcde86b4b4fbf275e9de = L.popup({"maxWidth": "100%"});\n", + " var popup_5e439d7cd70ac2efe5c36958a421aafe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e46f007e5b78651ebea00cc9272ff80d = $(`<div id="html_e46f007e5b78651ebea00cc9272ff80d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_949c30a39b1efcde86b4b4fbf275e9de.setContent(html_e46f007e5b78651ebea00cc9272ff80d);\n", + " var html_370b8efceec58f531e652526efca3052 = $(`<div id="html_370b8efceec58f531e652526efca3052" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5e439d7cd70ac2efe5c36958a421aafe.setContent(html_370b8efceec58f531e652526efca3052);\n", " \n", " \n", "\n", - " circle_marker_50b8149ccdce3d7f503ba64d8e0a3350.bindPopup(popup_949c30a39b1efcde86b4b4fbf275e9de)\n", + " circle_marker_e6e5b13f2b24d90dc29591177c7fd9e5.bindPopup(popup_5e439d7cd70ac2efe5c36958a421aafe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c9e9bc6e50f9394031b04549c11c2559 = L.circleMarker(\n", + " var circle_marker_680b188116f53ed9ea9bffe76273db44 = L.circleMarker(\n", " [37.75435434305817, -122.42228960924437],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ba9d7d9dcf6cc8d4790212418a507531 = L.popup({"maxWidth": "100%"});\n", + " var popup_f79d1cc558fafcc70435b9a1064e9ffb = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e7bcd1d1c7f1a33ed72b3da527814e5b = $(`<div id="html_e7bcd1d1c7f1a33ed72b3da527814e5b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ba9d7d9dcf6cc8d4790212418a507531.setContent(html_e7bcd1d1c7f1a33ed72b3da527814e5b);\n", + " var html_0144630cad518c97e8f86a793fc83251 = $(`<div id="html_0144630cad518c97e8f86a793fc83251" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f79d1cc558fafcc70435b9a1064e9ffb.setContent(html_0144630cad518c97e8f86a793fc83251);\n", " \n", " \n", "\n", - " circle_marker_c9e9bc6e50f9394031b04549c11c2559.bindPopup(popup_ba9d7d9dcf6cc8d4790212418a507531)\n", + " circle_marker_680b188116f53ed9ea9bffe76273db44.bindPopup(popup_f79d1cc558fafcc70435b9a1064e9ffb)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_71586ef2522a57b8e2de3232d591e0f7 = L.circleMarker(\n", + " var circle_marker_fb3c0512c20753816973d8c2f5ad86f1 = L.circleMarker(\n", " [37.746074199675945, -122.41535766353438],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_62b4d1e0613d5288f3804c5cef65135e = L.popup({"maxWidth": "100%"});\n", + " var popup_c7ad5d5181ec31709ea89439f59ca642 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e95f3fb0c69bae7eee2ea70991875d33 = $(`<div id="html_e95f3fb0c69bae7eee2ea70991875d33" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_62b4d1e0613d5288f3804c5cef65135e.setContent(html_e95f3fb0c69bae7eee2ea70991875d33);\n", + " var html_109014b61030f72f872b4212f86cbca9 = $(`<div id="html_109014b61030f72f872b4212f86cbca9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c7ad5d5181ec31709ea89439f59ca642.setContent(html_109014b61030f72f872b4212f86cbca9);\n", " \n", " \n", "\n", - " circle_marker_71586ef2522a57b8e2de3232d591e0f7.bindPopup(popup_62b4d1e0613d5288f3804c5cef65135e)\n", + " circle_marker_fb3c0512c20753816973d8c2f5ad86f1.bindPopup(popup_c7ad5d5181ec31709ea89439f59ca642)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_948dac5451f9027d80819a8f0cae6596 = L.circleMarker(\n", + " var circle_marker_9b9cbf4fc615e5831a4418e5ea441919 = L.circleMarker(\n", " [37.741380940454206, -122.41440239836186],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_503f1b422fbff4f6037d35fe02fefd5b = L.popup({"maxWidth": "100%"});\n", + " var popup_bb92fcc7c8c3e2fad145593bf54013a8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_84c0c40997590ddb1c4b3f950e1a2341 = $(`<div id="html_84c0c40997590ddb1c4b3f950e1a2341" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_503f1b422fbff4f6037d35fe02fefd5b.setContent(html_84c0c40997590ddb1c4b3f950e1a2341);\n", + " var html_c4a75711c88467b8d7cfa1349ae4daab = $(`<div id="html_c4a75711c88467b8d7cfa1349ae4daab" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_bb92fcc7c8c3e2fad145593bf54013a8.setContent(html_c4a75711c88467b8d7cfa1349ae4daab);\n", " \n", " \n", "\n", - " circle_marker_948dac5451f9027d80819a8f0cae6596.bindPopup(popup_503f1b422fbff4f6037d35fe02fefd5b)\n", + " circle_marker_9b9cbf4fc615e5831a4418e5ea441919.bindPopup(popup_bb92fcc7c8c3e2fad145593bf54013a8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_77a2391b57e15d6e9526f21aaa71f195 = L.circleMarker(\n", + " var circle_marker_fe94e1a4c403978ce2b86df158509019 = L.circleMarker(\n", " [37.74575801806093, -122.4105207768065],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1403d5a017ad76b7bbf616458a19be06 = L.popup({"maxWidth": "100%"});\n", + " var popup_3a504fba5ca097d7900dc72ca2949df2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_86fc2a05440c3273db1f5fa8c0ed3def = $(`<div id="html_86fc2a05440c3273db1f5fa8c0ed3def" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1403d5a017ad76b7bbf616458a19be06.setContent(html_86fc2a05440c3273db1f5fa8c0ed3def);\n", + " var html_15eb6d82d34dd20d1c0b6a955aca69dd = $(`<div id="html_15eb6d82d34dd20d1c0b6a955aca69dd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3a504fba5ca097d7900dc72ca2949df2.setContent(html_15eb6d82d34dd20d1c0b6a955aca69dd);\n", " \n", " \n", "\n", - " circle_marker_77a2391b57e15d6e9526f21aaa71f195.bindPopup(popup_1403d5a017ad76b7bbf616458a19be06)\n", + " circle_marker_fe94e1a4c403978ce2b86df158509019.bindPopup(popup_3a504fba5ca097d7900dc72ca2949df2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_91120897b0342e529478a61da358ab84 = L.circleMarker(\n", + " var circle_marker_3c02c34a4325aad5ad285e1963560173 = L.circleMarker(\n", " [37.759929842009704, -122.41936389765623],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1b1885b2be3d1c3241374205156241f4 = L.popup({"maxWidth": "100%"});\n", + " var popup_b93b73eaf69652ef679580d2296384b9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7b7c8d58a3d62e94564be96450979b0e = $(`<div id="html_7b7c8d58a3d62e94564be96450979b0e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1b1885b2be3d1c3241374205156241f4.setContent(html_7b7c8d58a3d62e94564be96450979b0e);\n", + " var html_00464e901cb76bfb9760cc3ef005fd0f = $(`<div id="html_00464e901cb76bfb9760cc3ef005fd0f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b93b73eaf69652ef679580d2296384b9.setContent(html_00464e901cb76bfb9760cc3ef005fd0f);\n", " \n", " \n", "\n", - " circle_marker_91120897b0342e529478a61da358ab84.bindPopup(popup_1b1885b2be3d1c3241374205156241f4)\n", + " circle_marker_3c02c34a4325aad5ad285e1963560173.bindPopup(popup_b93b73eaf69652ef679580d2296384b9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9560f7c198b636145fdd64fbd3d55bca = L.circleMarker(\n", + " var circle_marker_98e0e877a23614386bbae5e1926380f4 = L.circleMarker(\n", " [37.74348609136638, -122.42263298457125],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_fed5d373e63ed81520c9d5e5f5392bb7 = L.popup({"maxWidth": "100%"});\n", + " var popup_10e57651a480d90b01c97f58f53a5e56 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2a4fc7c0e6e59fb8fe9e432df9825633 = $(`<div id="html_2a4fc7c0e6e59fb8fe9e432df9825633" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_fed5d373e63ed81520c9d5e5f5392bb7.setContent(html_2a4fc7c0e6e59fb8fe9e432df9825633);\n", + " var html_970844aac49c01d26537e61549735f1d = $(`<div id="html_970844aac49c01d26537e61549735f1d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_10e57651a480d90b01c97f58f53a5e56.setContent(html_970844aac49c01d26537e61549735f1d);\n", " \n", " \n", "\n", - " circle_marker_9560f7c198b636145fdd64fbd3d55bca.bindPopup(popup_fed5d373e63ed81520c9d5e5f5392bb7)\n", + " circle_marker_98e0e877a23614386bbae5e1926380f4.bindPopup(popup_10e57651a480d90b01c97f58f53a5e56)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0192682e444ecd354152dc72a6103ad2 = L.circleMarker(\n", + " var circle_marker_64dcf85b8124ddff6fcd8a88f10ce235 = L.circleMarker(\n", " [37.76530111041392, -122.40775071665323],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d144ba59cf7a3ffd36cb46ab5a262b9c = L.popup({"maxWidth": "100%"});\n", + " var popup_37ac28ea1ea81969ef1f596506fb4b69 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5f8c79e718fb355af95fd8479be626a2 = $(`<div id="html_5f8c79e718fb355af95fd8479be626a2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d144ba59cf7a3ffd36cb46ab5a262b9c.setContent(html_5f8c79e718fb355af95fd8479be626a2);\n", + " var html_433b57c1528dc4bc1872d0032833b8a7 = $(`<div id="html_433b57c1528dc4bc1872d0032833b8a7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_37ac28ea1ea81969ef1f596506fb4b69.setContent(html_433b57c1528dc4bc1872d0032833b8a7);\n", " \n", " \n", "\n", - " circle_marker_0192682e444ecd354152dc72a6103ad2.bindPopup(popup_d144ba59cf7a3ffd36cb46ab5a262b9c)\n", + " circle_marker_64dcf85b8124ddff6fcd8a88f10ce235.bindPopup(popup_37ac28ea1ea81969ef1f596506fb4b69)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e9577793ee8a962bc2411ba505fb2a3b = L.circleMarker(\n", + " var circle_marker_842b8c5352e9d882737e9a06c7f0ba23 = L.circleMarker(\n", " [37.7351770739924, -122.42220382143077],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5498e35ebd69fc4c2e8241abedede606 = L.popup({"maxWidth": "100%"});\n", + " var popup_6012d40411aa5f3f09c3a7383b2bc4ec = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_407a4601e0558e04ce4e63cc78ffbebf = $(`<div id="html_407a4601e0558e04ce4e63cc78ffbebf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5498e35ebd69fc4c2e8241abedede606.setContent(html_407a4601e0558e04ce4e63cc78ffbebf);\n", + " var html_b85c2ff96e4bddcf31fedce00fa0e1af = $(`<div id="html_b85c2ff96e4bddcf31fedce00fa0e1af" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6012d40411aa5f3f09c3a7383b2bc4ec.setContent(html_b85c2ff96e4bddcf31fedce00fa0e1af);\n", " \n", " \n", "\n", - " circle_marker_e9577793ee8a962bc2411ba505fb2a3b.bindPopup(popup_5498e35ebd69fc4c2e8241abedede606)\n", + " circle_marker_842b8c5352e9d882737e9a06c7f0ba23.bindPopup(popup_6012d40411aa5f3f09c3a7383b2bc4ec)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8ba018557b83b4427c40542b5ecbba2d = L.circleMarker(\n", + " var circle_marker_dcfedefdda57265bad924296dad39f4e = L.circleMarker(\n", " [37.761747153832005, -122.4099039982627],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_78c0ef62badc365debe95c6d88b09c64 = L.popup({"maxWidth": "100%"});\n", + " var popup_26a827b74204b979c00ad12450096848 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7443910c6ac5d4e9ac6cf6697c10211b = $(`<div id="html_7443910c6ac5d4e9ac6cf6697c10211b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_78c0ef62badc365debe95c6d88b09c64.setContent(html_7443910c6ac5d4e9ac6cf6697c10211b);\n", + " var html_9e13783029aad4def6e97a3fb30e6586 = $(`<div id="html_9e13783029aad4def6e97a3fb30e6586" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_26a827b74204b979c00ad12450096848.setContent(html_9e13783029aad4def6e97a3fb30e6586);\n", " \n", " \n", "\n", - " circle_marker_8ba018557b83b4427c40542b5ecbba2d.bindPopup(popup_78c0ef62badc365debe95c6d88b09c64)\n", + " circle_marker_dcfedefdda57265bad924296dad39f4e.bindPopup(popup_26a827b74204b979c00ad12450096848)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c80666caa1aa61a70dec3eee0fb924dc = L.circleMarker(\n", + " var circle_marker_c4cd55e75f9058243abd82cadf20a48a = L.circleMarker(\n", " [37.744531940576856, -122.42161560269948],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_81b743272d4d6563a4961159ecb54062 = L.popup({"maxWidth": "100%"});\n", + " var popup_a419ba8096a5d26830e3d32ee543b439 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7f6679213ba3811be2bb2708ea80e448 = $(`<div id="html_7f6679213ba3811be2bb2708ea80e448" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_81b743272d4d6563a4961159ecb54062.setContent(html_7f6679213ba3811be2bb2708ea80e448);\n", + " var html_65bb7172ac8a6bbd4f087eb9bdb5d094 = $(`<div id="html_65bb7172ac8a6bbd4f087eb9bdb5d094" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a419ba8096a5d26830e3d32ee543b439.setContent(html_65bb7172ac8a6bbd4f087eb9bdb5d094);\n", " \n", " \n", "\n", - " circle_marker_c80666caa1aa61a70dec3eee0fb924dc.bindPopup(popup_81b743272d4d6563a4961159ecb54062)\n", + " circle_marker_c4cd55e75f9058243abd82cadf20a48a.bindPopup(popup_a419ba8096a5d26830e3d32ee543b439)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2e1234944dac0b61a4dfcf9e5fc5f9e5 = L.circleMarker(\n", + " var circle_marker_127e59ae1f4541fa0d9d291e4c76cac6 = L.circleMarker(\n", " [37.75719450024423, -122.41901248673905],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_da2298516a82685dced64e30ca819719 = L.popup({"maxWidth": "100%"});\n", + " var popup_165a8dffa6f3a9af99804a6ba8cef251 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a5d300b78e640481816a9fc02257bb06 = $(`<div id="html_a5d300b78e640481816a9fc02257bb06" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_da2298516a82685dced64e30ca819719.setContent(html_a5d300b78e640481816a9fc02257bb06);\n", + " var html_7c2f3e46eb784b7bb5892f94355272a2 = $(`<div id="html_7c2f3e46eb784b7bb5892f94355272a2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_165a8dffa6f3a9af99804a6ba8cef251.setContent(html_7c2f3e46eb784b7bb5892f94355272a2);\n", " \n", " \n", "\n", - " circle_marker_2e1234944dac0b61a4dfcf9e5fc5f9e5.bindPopup(popup_da2298516a82685dced64e30ca819719)\n", + " circle_marker_127e59ae1f4541fa0d9d291e4c76cac6.bindPopup(popup_165a8dffa6f3a9af99804a6ba8cef251)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4c040d40b880122c541addc0a0f83cbc = L.circleMarker(\n", + " var circle_marker_381ae396adf528d39811a8deb31515dc = L.circleMarker(\n", " [37.73743562493618, -122.42250059810968],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_4477f07e1752623b9eadd666257a8617 = L.popup({"maxWidth": "100%"});\n", + " var popup_19022f16cdfce794c7e13e8aa03f7ef9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_73458408d93e05906a260a463c0db496 = $(`<div id="html_73458408d93e05906a260a463c0db496" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_4477f07e1752623b9eadd666257a8617.setContent(html_73458408d93e05906a260a463c0db496);\n", + " var html_bcc99d3cd6047e38fb4f571cb96ef43d = $(`<div id="html_bcc99d3cd6047e38fb4f571cb96ef43d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_19022f16cdfce794c7e13e8aa03f7ef9.setContent(html_bcc99d3cd6047e38fb4f571cb96ef43d);\n", " \n", " \n", "\n", - " circle_marker_4c040d40b880122c541addc0a0f83cbc.bindPopup(popup_4477f07e1752623b9eadd666257a8617)\n", + " circle_marker_381ae396adf528d39811a8deb31515dc.bindPopup(popup_19022f16cdfce794c7e13e8aa03f7ef9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_091db15b09d0d061fbe8800bc5d97221 = L.circleMarker(\n", + " var circle_marker_8cf067615c1cfdbb48f12f6ecad46fe3 = L.circleMarker(\n", " [37.74197743401586, -122.41709590262614],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_83cf7801df262ffdc98b2b0bcd0da2e2 = L.popup({"maxWidth": "100%"});\n", + " var popup_0f619b2c220023fd0cd0133d19a99621 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d18414d8716cef82c68920eadc451c56 = $(`<div id="html_d18414d8716cef82c68920eadc451c56" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_83cf7801df262ffdc98b2b0bcd0da2e2.setContent(html_d18414d8716cef82c68920eadc451c56);\n", + " var html_d7b5d61e3b7f662a1dd62c07f112902f = $(`<div id="html_d7b5d61e3b7f662a1dd62c07f112902f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0f619b2c220023fd0cd0133d19a99621.setContent(html_d7b5d61e3b7f662a1dd62c07f112902f);\n", " \n", " \n", "\n", - " circle_marker_091db15b09d0d061fbe8800bc5d97221.bindPopup(popup_83cf7801df262ffdc98b2b0bcd0da2e2)\n", + " circle_marker_8cf067615c1cfdbb48f12f6ecad46fe3.bindPopup(popup_0f619b2c220023fd0cd0133d19a99621)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b80a9e003e3eff5848865c0b625b5625 = L.circleMarker(\n", + " var circle_marker_f9eea5925e7ee3723a0c670a8415ca5b = L.circleMarker(\n", " [37.73969218205738, -122.40713168279156],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_51a753b0caf78ddee8ba0775e6b61998 = L.popup({"maxWidth": "100%"});\n", + " var popup_d16371dc9f581803c3c25d29d17201fe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8e8f0a04a58f8c42383f2eefff4b895e = $(`<div id="html_8e8f0a04a58f8c42383f2eefff4b895e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_51a753b0caf78ddee8ba0775e6b61998.setContent(html_8e8f0a04a58f8c42383f2eefff4b895e);\n", + " var html_1a5894aa0db11ef1a72a9866fa4e00d7 = $(`<div id="html_1a5894aa0db11ef1a72a9866fa4e00d7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d16371dc9f581803c3c25d29d17201fe.setContent(html_1a5894aa0db11ef1a72a9866fa4e00d7);\n", " \n", " \n", "\n", - " circle_marker_b80a9e003e3eff5848865c0b625b5625.bindPopup(popup_51a753b0caf78ddee8ba0775e6b61998)\n", + " circle_marker_f9eea5925e7ee3723a0c670a8415ca5b.bindPopup(popup_d16371dc9f581803c3c25d29d17201fe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_763ca220bccc13f815954f9173314d46 = L.circleMarker(\n", + " var circle_marker_ab1e7e30cd28b35cd5c8fd7caa41954c = L.circleMarker(\n", " [37.763831603122455, -122.41573893502441],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e4adb4e03da807f81c86b9774c75a4a6 = L.popup({"maxWidth": "100%"});\n", + " var popup_2bef904a84111cba71cce760eb41aed6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ececd2f200094e84c6a6e48170bde86e = $(`<div id="html_ececd2f200094e84c6a6e48170bde86e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e4adb4e03da807f81c86b9774c75a4a6.setContent(html_ececd2f200094e84c6a6e48170bde86e);\n", + " var html_83e9aecff3d0f2f02fcbc51486e374bd = $(`<div id="html_83e9aecff3d0f2f02fcbc51486e374bd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2bef904a84111cba71cce760eb41aed6.setContent(html_83e9aecff3d0f2f02fcbc51486e374bd);\n", " \n", " \n", "\n", - " circle_marker_763ca220bccc13f815954f9173314d46.bindPopup(popup_e4adb4e03da807f81c86b9774c75a4a6)\n", + " circle_marker_ab1e7e30cd28b35cd5c8fd7caa41954c.bindPopup(popup_2bef904a84111cba71cce760eb41aed6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a4cd07decc2f2e4b76610db1a3d1a338 = L.circleMarker(\n", + " var circle_marker_e820fe1329f3ec7231c38661c79ff4e3 = L.circleMarker(\n", " [37.761252927558274, -122.41237555483644],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_49bbf63c4db4ca75269b0ab93b10908c = L.popup({"maxWidth": "100%"});\n", + " var popup_38b8b332dc4117e096eba2f3d6498c73 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_688476f59ba64cdc857f73bed10a2bef = $(`<div id="html_688476f59ba64cdc857f73bed10a2bef" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_49bbf63c4db4ca75269b0ab93b10908c.setContent(html_688476f59ba64cdc857f73bed10a2bef);\n", + " var html_3ac2a021be0722b14f5edc143954a388 = $(`<div id="html_3ac2a021be0722b14f5edc143954a388" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_38b8b332dc4117e096eba2f3d6498c73.setContent(html_3ac2a021be0722b14f5edc143954a388);\n", " \n", " \n", "\n", - " circle_marker_a4cd07decc2f2e4b76610db1a3d1a338.bindPopup(popup_49bbf63c4db4ca75269b0ab93b10908c)\n", + " circle_marker_e820fe1329f3ec7231c38661c79ff4e3.bindPopup(popup_38b8b332dc4117e096eba2f3d6498c73)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0cb1f00880e07fe68d28d667cb402a5c = L.circleMarker(\n", + " var circle_marker_febe951b9231e3fee660e822049715c2 = L.circleMarker(\n", " [37.75726219498988, -122.40455000117886],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b99d9f497cc179c3086695cd2ac476fd = L.popup({"maxWidth": "100%"});\n", + " var popup_a43e0edfed4dfabba3b7234d77c9e5c1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_202bd773fae294139128f35c023bbb32 = $(`<div id="html_202bd773fae294139128f35c023bbb32" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b99d9f497cc179c3086695cd2ac476fd.setContent(html_202bd773fae294139128f35c023bbb32);\n", + " var html_d9a7e01dc03e68533cd1ba4b4c5e68b4 = $(`<div id="html_d9a7e01dc03e68533cd1ba4b4c5e68b4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a43e0edfed4dfabba3b7234d77c9e5c1.setContent(html_d9a7e01dc03e68533cd1ba4b4c5e68b4);\n", " \n", " \n", "\n", - " circle_marker_0cb1f00880e07fe68d28d667cb402a5c.bindPopup(popup_b99d9f497cc179c3086695cd2ac476fd)\n", + " circle_marker_febe951b9231e3fee660e822049715c2.bindPopup(popup_a43e0edfed4dfabba3b7234d77c9e5c1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8a39f28ccaf700ad97375c50f832fd4d = L.circleMarker(\n", + " var circle_marker_c6d94c145e4c2527fed31ccf8855a4ea = L.circleMarker(\n", " [37.76470088472506, -122.41069965976091],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b0fe059eb440125b8774341fbdb0f421 = L.popup({"maxWidth": "100%"});\n", + " var popup_03e8b65f8bc7561a0dbc114d3d0dc78b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2d18c15b9433b46285dc67c7363c6936 = $(`<div id="html_2d18c15b9433b46285dc67c7363c6936" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b0fe059eb440125b8774341fbdb0f421.setContent(html_2d18c15b9433b46285dc67c7363c6936);\n", + " var html_e93c83f61d63e08c35de8a39865a0477 = $(`<div id="html_e93c83f61d63e08c35de8a39865a0477" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_03e8b65f8bc7561a0dbc114d3d0dc78b.setContent(html_e93c83f61d63e08c35de8a39865a0477);\n", " \n", " \n", "\n", - " circle_marker_8a39f28ccaf700ad97375c50f832fd4d.bindPopup(popup_b0fe059eb440125b8774341fbdb0f421)\n", + " circle_marker_c6d94c145e4c2527fed31ccf8855a4ea.bindPopup(popup_03e8b65f8bc7561a0dbc114d3d0dc78b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_986590fb385e0169a630ee79b68eae5b = L.circleMarker(\n", + " var circle_marker_6ebbc984add5e7ffb58253633456749c = L.circleMarker(\n", " [37.752239826552106, -122.42522276992155],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_760037cf9c9698518488115662d178f6 = L.popup({"maxWidth": "100%"});\n", + " var popup_c001a15aacc5da60914e2b7b2369de24 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fbeb8891ff5e1f473ab9eec8cab0e308 = $(`<div id="html_fbeb8891ff5e1f473ab9eec8cab0e308" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_760037cf9c9698518488115662d178f6.setContent(html_fbeb8891ff5e1f473ab9eec8cab0e308);\n", + " var html_e962126beace84af6c60dbb4a8e1ced1 = $(`<div id="html_e962126beace84af6c60dbb4a8e1ced1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c001a15aacc5da60914e2b7b2369de24.setContent(html_e962126beace84af6c60dbb4a8e1ced1);\n", " \n", " \n", "\n", - " circle_marker_986590fb385e0169a630ee79b68eae5b.bindPopup(popup_760037cf9c9698518488115662d178f6)\n", + " circle_marker_6ebbc984add5e7ffb58253633456749c.bindPopup(popup_c001a15aacc5da60914e2b7b2369de24)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_07a7627e8b0a274b9abcd9bc40df2ae1 = L.circleMarker(\n", + " var circle_marker_48ff4c43f73831db278cca3e83433b8a = L.circleMarker(\n", " [37.7622151757651, -122.41879495724017],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_00c5c2593d26a29ebebe3457e24c3b7a = L.popup({"maxWidth": "100%"});\n", + " var popup_736e9408b98264ddebea5799f4c17caf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e195f39be0dcf13cf84570d5213d873a = $(`<div id="html_e195f39be0dcf13cf84570d5213d873a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_00c5c2593d26a29ebebe3457e24c3b7a.setContent(html_e195f39be0dcf13cf84570d5213d873a);\n", + " var html_0ed707de0448f5928a99eb61615cacd4 = $(`<div id="html_0ed707de0448f5928a99eb61615cacd4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_736e9408b98264ddebea5799f4c17caf.setContent(html_0ed707de0448f5928a99eb61615cacd4);\n", " \n", " \n", "\n", - " circle_marker_07a7627e8b0a274b9abcd9bc40df2ae1.bindPopup(popup_00c5c2593d26a29ebebe3457e24c3b7a)\n", + " circle_marker_48ff4c43f73831db278cca3e83433b8a.bindPopup(popup_736e9408b98264ddebea5799f4c17caf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_00d666fb1e65bab9be25dc489705b9c3 = L.circleMarker(\n", + " var circle_marker_6e7d8b146946ee15c74f4b7a6b5cad34 = L.circleMarker(\n", " [37.750279714112374, -122.40384503936752],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0499818253b5fe5ec7f75055d219598a = L.popup({"maxWidth": "100%"});\n", + " var popup_3acda9c77bfd502cf5e0a8f95747d0b6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_50a1dcddfb8bb0b497fee43a08a68930 = $(`<div id="html_50a1dcddfb8bb0b497fee43a08a68930" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0499818253b5fe5ec7f75055d219598a.setContent(html_50a1dcddfb8bb0b497fee43a08a68930);\n", + " var html_ec0b13f3a64ee0600770cec98560157f = $(`<div id="html_ec0b13f3a64ee0600770cec98560157f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3acda9c77bfd502cf5e0a8f95747d0b6.setContent(html_ec0b13f3a64ee0600770cec98560157f);\n", " \n", " \n", "\n", - " circle_marker_00d666fb1e65bab9be25dc489705b9c3.bindPopup(popup_0499818253b5fe5ec7f75055d219598a)\n", + " circle_marker_6e7d8b146946ee15c74f4b7a6b5cad34.bindPopup(popup_3acda9c77bfd502cf5e0a8f95747d0b6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_981fa7af0861f85cbba358973e440e8c = L.circleMarker(\n", + " var circle_marker_4cf0051d26aa09f5bfa7e33c97220579 = L.circleMarker(\n", " [37.75183270738175, -122.42155460884847],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c357d51b17526076cd6ef0806c6d90af = L.popup({"maxWidth": "100%"});\n", + " var popup_0d81a7b8ac748bad6705e3e65586982c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_63e1377be39779bb605fb4fb28fdcc60 = $(`<div id="html_63e1377be39779bb605fb4fb28fdcc60" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c357d51b17526076cd6ef0806c6d90af.setContent(html_63e1377be39779bb605fb4fb28fdcc60);\n", + " var html_49635d023505a5dc1e40175dd2591d0d = $(`<div id="html_49635d023505a5dc1e40175dd2591d0d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0d81a7b8ac748bad6705e3e65586982c.setContent(html_49635d023505a5dc1e40175dd2591d0d);\n", " \n", " \n", "\n", - " circle_marker_981fa7af0861f85cbba358973e440e8c.bindPopup(popup_c357d51b17526076cd6ef0806c6d90af)\n", + " circle_marker_4cf0051d26aa09f5bfa7e33c97220579.bindPopup(popup_0d81a7b8ac748bad6705e3e65586982c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_06f16583ea4b133bae26e321fe646c84 = L.circleMarker(\n", + " var circle_marker_dedc99745286896e26820de0ab9cbe16 = L.circleMarker(\n", " [37.74547980362818, -122.40566037184043],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f798fbce4a3283322fd0fca145717bb6 = L.popup({"maxWidth": "100%"});\n", + " var popup_dc48f599bc7a9ff77db333659b743083 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7ad675ca52265179c87af8707e2e1c90 = $(`<div id="html_7ad675ca52265179c87af8707e2e1c90" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f798fbce4a3283322fd0fca145717bb6.setContent(html_7ad675ca52265179c87af8707e2e1c90);\n", + " var html_ffd87ae53834001a73eb92dce78c1c6c = $(`<div id="html_ffd87ae53834001a73eb92dce78c1c6c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_dc48f599bc7a9ff77db333659b743083.setContent(html_ffd87ae53834001a73eb92dce78c1c6c);\n", " \n", " \n", "\n", - " circle_marker_06f16583ea4b133bae26e321fe646c84.bindPopup(popup_f798fbce4a3283322fd0fca145717bb6)\n", + " circle_marker_dedc99745286896e26820de0ab9cbe16.bindPopup(popup_dc48f599bc7a9ff77db333659b743083)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a2c8fdb832d6c99713daa7ce20d74b9d = L.circleMarker(\n", + " var circle_marker_3a588f654a0f287da4702c32a2b8d39e = L.circleMarker(\n", " [37.74085356398497, -122.41446908756086],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c8e9b69534dd9b97493d396a52236ec4 = L.popup({"maxWidth": "100%"});\n", + " var popup_93a90ee986bb26e5d23f7df48d1f8545 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_69b9b26d0de4bcd4f2ad529e93d4899b = $(`<div id="html_69b9b26d0de4bcd4f2ad529e93d4899b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c8e9b69534dd9b97493d396a52236ec4.setContent(html_69b9b26d0de4bcd4f2ad529e93d4899b);\n", + " var html_b01b08872be409d4f443d6546d2de075 = $(`<div id="html_b01b08872be409d4f443d6546d2de075" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_93a90ee986bb26e5d23f7df48d1f8545.setContent(html_b01b08872be409d4f443d6546d2de075);\n", " \n", " \n", "\n", - " circle_marker_a2c8fdb832d6c99713daa7ce20d74b9d.bindPopup(popup_c8e9b69534dd9b97493d396a52236ec4)\n", + " circle_marker_3a588f654a0f287da4702c32a2b8d39e.bindPopup(popup_93a90ee986bb26e5d23f7df48d1f8545)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_eb9e572f5f9a1717fe4d6d16779bddcd = L.circleMarker(\n", + " var circle_marker_acbd1e8f220db7e2279c5d8db88484a9 = L.circleMarker(\n", " [37.745307885159676, -122.41693866931666],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ad688c11ebd66ab1a1b5690587193e81 = L.popup({"maxWidth": "100%"});\n", + " var popup_da580f834ce9866f6f78d6a01028d0df = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6eb1f9829ec73dab178869dd40d5c652 = $(`<div id="html_6eb1f9829ec73dab178869dd40d5c652" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ad688c11ebd66ab1a1b5690587193e81.setContent(html_6eb1f9829ec73dab178869dd40d5c652);\n", + " var html_22c3ad74105c42cbb8f6f734a5a7f235 = $(`<div id="html_22c3ad74105c42cbb8f6f734a5a7f235" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_da580f834ce9866f6f78d6a01028d0df.setContent(html_22c3ad74105c42cbb8f6f734a5a7f235);\n", " \n", " \n", "\n", - " circle_marker_eb9e572f5f9a1717fe4d6d16779bddcd.bindPopup(popup_ad688c11ebd66ab1a1b5690587193e81)\n", + " circle_marker_acbd1e8f220db7e2279c5d8db88484a9.bindPopup(popup_da580f834ce9866f6f78d6a01028d0df)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8458bdf6fafd531b5f000ba87208c220 = L.circleMarker(\n", + " var circle_marker_f9275d058376e8d462f90e805c66fd36 = L.circleMarker(\n", " [37.74887491191325, -122.42222954548635],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c4610892fcde182121fe408af96d457c = L.popup({"maxWidth": "100%"});\n", + " var popup_d92b265d62acd03205d168fb0f9320fe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_556b43778de587547e18572811fc93fb = $(`<div id="html_556b43778de587547e18572811fc93fb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c4610892fcde182121fe408af96d457c.setContent(html_556b43778de587547e18572811fc93fb);\n", + " var html_84c51fc2cf0ef4103452930983369518 = $(`<div id="html_84c51fc2cf0ef4103452930983369518" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d92b265d62acd03205d168fb0f9320fe.setContent(html_84c51fc2cf0ef4103452930983369518);\n", " \n", " \n", "\n", - " circle_marker_8458bdf6fafd531b5f000ba87208c220.bindPopup(popup_c4610892fcde182121fe408af96d457c)\n", + " circle_marker_f9275d058376e8d462f90e805c66fd36.bindPopup(popup_d92b265d62acd03205d168fb0f9320fe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_22562cacaf9ca0e0905596daa36d4d4f = L.circleMarker(\n", + " var circle_marker_f32e57b4a22eb46d4798128136d134d9 = L.circleMarker(\n", " [37.74432569801819, -122.42064590761126],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f82e98a17af8a262ea0cf0f634a4b937 = L.popup({"maxWidth": "100%"});\n", + " var popup_880f38a653d6baedb83eeec7df4843bc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_27030b94efe1f71e132d680e1f51e30a = $(`<div id="html_27030b94efe1f71e132d680e1f51e30a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f82e98a17af8a262ea0cf0f634a4b937.setContent(html_27030b94efe1f71e132d680e1f51e30a);\n", + " var html_7af34e5235278df0b77d0d484303b7cc = $(`<div id="html_7af34e5235278df0b77d0d484303b7cc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_880f38a653d6baedb83eeec7df4843bc.setContent(html_7af34e5235278df0b77d0d484303b7cc);\n", " \n", " \n", "\n", - " circle_marker_22562cacaf9ca0e0905596daa36d4d4f.bindPopup(popup_f82e98a17af8a262ea0cf0f634a4b937)\n", + " circle_marker_f32e57b4a22eb46d4798128136d134d9.bindPopup(popup_880f38a653d6baedb83eeec7df4843bc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1599cbb585cc2887378303173c3ced55 = L.circleMarker(\n", + " var circle_marker_79927143c46e20da57b386dbe8c35986 = L.circleMarker(\n", " [37.75725637834527, -122.41516185537776],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6afbe50ad203ac9349e7e788604cb62a = L.popup({"maxWidth": "100%"});\n", + " var popup_2c91f2829429c8ec322bc48c74d4c8b3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_89f7da461a117cb96ab0e7d5d3d8776b = $(`<div id="html_89f7da461a117cb96ab0e7d5d3d8776b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6afbe50ad203ac9349e7e788604cb62a.setContent(html_89f7da461a117cb96ab0e7d5d3d8776b);\n", + " var html_68b5b7ed61d53f8472ad4fe549470f69 = $(`<div id="html_68b5b7ed61d53f8472ad4fe549470f69" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2c91f2829429c8ec322bc48c74d4c8b3.setContent(html_68b5b7ed61d53f8472ad4fe549470f69);\n", " \n", " \n", "\n", - " circle_marker_1599cbb585cc2887378303173c3ced55.bindPopup(popup_6afbe50ad203ac9349e7e788604cb62a)\n", + " circle_marker_79927143c46e20da57b386dbe8c35986.bindPopup(popup_2c91f2829429c8ec322bc48c74d4c8b3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c0d215883fe896f60dbd66635e4c42d5 = L.circleMarker(\n", + " var circle_marker_1979786533d69edb83f75f296edf5652 = L.circleMarker(\n", " [37.76320058943922, -122.42005488320424],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_391761851b1839f309b90a2d66f6eac1 = L.popup({"maxWidth": "100%"});\n", + " var popup_9efeaa915ec1637a6e05416d755097dc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4019a12cc240e71a51ad038f2ef06deb = $(`<div id="html_4019a12cc240e71a51ad038f2ef06deb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_391761851b1839f309b90a2d66f6eac1.setContent(html_4019a12cc240e71a51ad038f2ef06deb);\n", + " var html_2424bca116b4bea56e7882686708dbd1 = $(`<div id="html_2424bca116b4bea56e7882686708dbd1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_9efeaa915ec1637a6e05416d755097dc.setContent(html_2424bca116b4bea56e7882686708dbd1);\n", " \n", " \n", "\n", - " circle_marker_c0d215883fe896f60dbd66635e4c42d5.bindPopup(popup_391761851b1839f309b90a2d66f6eac1)\n", + " circle_marker_1979786533d69edb83f75f296edf5652.bindPopup(popup_9efeaa915ec1637a6e05416d755097dc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_99c5dc237905ef3598582384cbbc4d03 = L.circleMarker(\n", + " var circle_marker_dbe2b9eca1fa83d9825f6b5b8ae897f8 = L.circleMarker(\n", " [37.74682924903755, -122.42209591165009],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1e325222ae227998536125fe39435e85 = L.popup({"maxWidth": "100%"});\n", + " var popup_2605a6e3024cd3af3d8449a20390ea6b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2402f74b214a099d91bc9db7e8f58ded = $(`<div id="html_2402f74b214a099d91bc9db7e8f58ded" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1e325222ae227998536125fe39435e85.setContent(html_2402f74b214a099d91bc9db7e8f58ded);\n", + " var html_8b3a87530b6b011198f907bef2b2b4aa = $(`<div id="html_8b3a87530b6b011198f907bef2b2b4aa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2605a6e3024cd3af3d8449a20390ea6b.setContent(html_8b3a87530b6b011198f907bef2b2b4aa);\n", " \n", " \n", "\n", - " circle_marker_99c5dc237905ef3598582384cbbc4d03.bindPopup(popup_1e325222ae227998536125fe39435e85)\n", + " circle_marker_dbe2b9eca1fa83d9825f6b5b8ae897f8.bindPopup(popup_2605a6e3024cd3af3d8449a20390ea6b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7314841d2029c03347dcfa1fc2e6e88f = L.circleMarker(\n", + " var circle_marker_9a0e398040ab183c064a0da8cc340d84 = L.circleMarker(\n", " [37.754856259950174, -122.40966406763532],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1aae1a240a0d95732fe54e2ecddff520 = L.popup({"maxWidth": "100%"});\n", + " var popup_f7c8aa5a71b62e64e0ec9c99d037e2ea = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_204081500f14b700df07638bec918826 = $(`<div id="html_204081500f14b700df07638bec918826" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1aae1a240a0d95732fe54e2ecddff520.setContent(html_204081500f14b700df07638bec918826);\n", + " var html_b2c9f86ab29ba310b890d77205601efe = $(`<div id="html_b2c9f86ab29ba310b890d77205601efe" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f7c8aa5a71b62e64e0ec9c99d037e2ea.setContent(html_b2c9f86ab29ba310b890d77205601efe);\n", " \n", " \n", "\n", - " circle_marker_7314841d2029c03347dcfa1fc2e6e88f.bindPopup(popup_1aae1a240a0d95732fe54e2ecddff520)\n", + " circle_marker_9a0e398040ab183c064a0da8cc340d84.bindPopup(popup_f7c8aa5a71b62e64e0ec9c99d037e2ea)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_afecba12fcd3114a1973a68443b8d3f0 = L.circleMarker(\n", + " var circle_marker_6f1f49ae846467af4046bac0b7804205 = L.circleMarker(\n", " [37.75588417673643, -122.41267234354358],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7e1aa047a93fe57ce1c1b302be28433d = L.popup({"maxWidth": "100%"});\n", + " var popup_1acd39db2ae5a9d756ad5d125ee6bb85 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_269151594a591832c40c0f3daba4323d = $(`<div id="html_269151594a591832c40c0f3daba4323d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7e1aa047a93fe57ce1c1b302be28433d.setContent(html_269151594a591832c40c0f3daba4323d);\n", + " var html_9dbc16b587c8cc5ee23a4a6c33cc8c90 = $(`<div id="html_9dbc16b587c8cc5ee23a4a6c33cc8c90" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1acd39db2ae5a9d756ad5d125ee6bb85.setContent(html_9dbc16b587c8cc5ee23a4a6c33cc8c90);\n", " \n", " \n", "\n", - " circle_marker_afecba12fcd3114a1973a68443b8d3f0.bindPopup(popup_7e1aa047a93fe57ce1c1b302be28433d)\n", + " circle_marker_6f1f49ae846467af4046bac0b7804205.bindPopup(popup_1acd39db2ae5a9d756ad5d125ee6bb85)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d2ea03e4112c15b282f9bfa36054f8c5 = L.circleMarker(\n", + " var circle_marker_d5385f609bbf661e5a6c1afef1f5d290 = L.circleMarker(\n", " [37.743252477037885, -122.42334097025606],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3efc7efb4c77655c6b297ca8f96f6ab9 = L.popup({"maxWidth": "100%"});\n", + " var popup_a76a24010d77a70a300e7816e72b18f6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1baa89465c0e31e33c441fa26940e21c = $(`<div id="html_1baa89465c0e31e33c441fa26940e21c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3efc7efb4c77655c6b297ca8f96f6ab9.setContent(html_1baa89465c0e31e33c441fa26940e21c);\n", + " var html_cd8deaa7afee6843debb25b95ab85c1b = $(`<div id="html_cd8deaa7afee6843debb25b95ab85c1b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a76a24010d77a70a300e7816e72b18f6.setContent(html_cd8deaa7afee6843debb25b95ab85c1b);\n", " \n", " \n", "\n", - " circle_marker_d2ea03e4112c15b282f9bfa36054f8c5.bindPopup(popup_3efc7efb4c77655c6b297ca8f96f6ab9)\n", + " circle_marker_d5385f609bbf661e5a6c1afef1f5d290.bindPopup(popup_a76a24010d77a70a300e7816e72b18f6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bb176a16a1595a869db6b8dd25ce3eea = L.circleMarker(\n", + " var circle_marker_b02236dee7ec080b63c65f0ae2cfb85f = L.circleMarker(\n", " [37.761662032164296, -122.41129594712292],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c348244a205f6388dcf933f87efac942 = L.popup({"maxWidth": "100%"});\n", + " var popup_0054e79b4ff4213b6c703ab6ebb93144 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c9393aabcb785da856069d9ab439bd2c = $(`<div id="html_c9393aabcb785da856069d9ab439bd2c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c348244a205f6388dcf933f87efac942.setContent(html_c9393aabcb785da856069d9ab439bd2c);\n", + " var html_310c807bc4cb228bbe94e99821a69b03 = $(`<div id="html_310c807bc4cb228bbe94e99821a69b03" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0054e79b4ff4213b6c703ab6ebb93144.setContent(html_310c807bc4cb228bbe94e99821a69b03);\n", " \n", " \n", "\n", - " circle_marker_bb176a16a1595a869db6b8dd25ce3eea.bindPopup(popup_c348244a205f6388dcf933f87efac942)\n", + " circle_marker_b02236dee7ec080b63c65f0ae2cfb85f.bindPopup(popup_0054e79b4ff4213b6c703ab6ebb93144)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4a3c5f308e69d718bfa95bed071a1613 = L.circleMarker(\n", + " var circle_marker_af7b87463bdfa874eb9bb951cca7769f = L.circleMarker(\n", " [37.741231897645584, -122.41468376365637],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_31cd19059329670afa647db2dbbc08e3 = L.popup({"maxWidth": "100%"});\n", + " var popup_a44e0061cb5212c9a3b66df28a6032c4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_483cc671b933875d2f9788f73bfe2af8 = $(`<div id="html_483cc671b933875d2f9788f73bfe2af8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_31cd19059329670afa647db2dbbc08e3.setContent(html_483cc671b933875d2f9788f73bfe2af8);\n", + " var html_bfc0847f9a598cdd6993b2637c683241 = $(`<div id="html_bfc0847f9a598cdd6993b2637c683241" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a44e0061cb5212c9a3b66df28a6032c4.setContent(html_bfc0847f9a598cdd6993b2637c683241);\n", " \n", " \n", "\n", - " circle_marker_4a3c5f308e69d718bfa95bed071a1613.bindPopup(popup_31cd19059329670afa647db2dbbc08e3)\n", + " circle_marker_af7b87463bdfa874eb9bb951cca7769f.bindPopup(popup_a44e0061cb5212c9a3b66df28a6032c4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a4e1a6674f5c392c407c7dd563579187 = L.circleMarker(\n", + " var circle_marker_f907b6cb6dc600cb9ad02388271fccc0 = L.circleMarker(\n", " [37.7631304733426, -122.41501959094464],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a10a01f69a645c7403da2126cabf7e08 = L.popup({"maxWidth": "100%"});\n", + " var popup_00c44b9925462c71604dc8e330afe480 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f71791ef281354129cc7a754d856e6d7 = $(`<div id="html_f71791ef281354129cc7a754d856e6d7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a10a01f69a645c7403da2126cabf7e08.setContent(html_f71791ef281354129cc7a754d856e6d7);\n", + " var html_780444ad6f8722d3038f2c0636e5699b = $(`<div id="html_780444ad6f8722d3038f2c0636e5699b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_00c44b9925462c71604dc8e330afe480.setContent(html_780444ad6f8722d3038f2c0636e5699b);\n", " \n", " \n", "\n", - " circle_marker_a4e1a6674f5c392c407c7dd563579187.bindPopup(popup_a10a01f69a645c7403da2126cabf7e08)\n", + " circle_marker_f907b6cb6dc600cb9ad02388271fccc0.bindPopup(popup_00c44b9925462c71604dc8e330afe480)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f5d609da0ea90ae1213e20b100de269a = L.circleMarker(\n", + " var circle_marker_254040c93b1531aa5f79db8d5de4a300 = L.circleMarker(\n", " [37.74110751909093, -122.41267626306029],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d019ea2a3ec15181a568078690e7b2ee = L.popup({"maxWidth": "100%"});\n", + " var popup_66be3fafb31fc819d69cadff38e6fa35 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8e177815af56f293cf38e3fc5b186f75 = $(`<div id="html_8e177815af56f293cf38e3fc5b186f75" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d019ea2a3ec15181a568078690e7b2ee.setContent(html_8e177815af56f293cf38e3fc5b186f75);\n", + " var html_6d19a492ee7b6e8a1f5843217f571c21 = $(`<div id="html_6d19a492ee7b6e8a1f5843217f571c21" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_66be3fafb31fc819d69cadff38e6fa35.setContent(html_6d19a492ee7b6e8a1f5843217f571c21);\n", " \n", " \n", "\n", - " circle_marker_f5d609da0ea90ae1213e20b100de269a.bindPopup(popup_d019ea2a3ec15181a568078690e7b2ee)\n", + " circle_marker_254040c93b1531aa5f79db8d5de4a300.bindPopup(popup_66be3fafb31fc819d69cadff38e6fa35)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f5604a8c42fb8158a2eb23cb93755ad0 = L.circleMarker(\n", + " var circle_marker_688e4fbfb8964fd5b8a45b3390858d9b = L.circleMarker(\n", " [37.735512604334986, -122.4232176302866],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b7488d23ea2efcde993b1ac21c0091ad = L.popup({"maxWidth": "100%"});\n", + " var popup_e5c7ab06be9675762b6684025d4d3020 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3e47e0b220fff2463ac026fdb328a437 = $(`<div id="html_3e47e0b220fff2463ac026fdb328a437" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b7488d23ea2efcde993b1ac21c0091ad.setContent(html_3e47e0b220fff2463ac026fdb328a437);\n", + " var html_6b41a3d8f81a3a000ffd5c280e257829 = $(`<div id="html_6b41a3d8f81a3a000ffd5c280e257829" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e5c7ab06be9675762b6684025d4d3020.setContent(html_6b41a3d8f81a3a000ffd5c280e257829);\n", " \n", " \n", "\n", - " circle_marker_f5604a8c42fb8158a2eb23cb93755ad0.bindPopup(popup_b7488d23ea2efcde993b1ac21c0091ad)\n", + " circle_marker_688e4fbfb8964fd5b8a45b3390858d9b.bindPopup(popup_e5c7ab06be9675762b6684025d4d3020)\n", " ;\n", "\n", " \n", " \n", " \n", - " var feature_group_db0d0f22c42df26c2cb7a601b8807104 = L.featureGroup(\n", + " var feature_group_604b4d3c391fa387993e25d5e41f9f81 = L.featureGroup(\n", " {}\n", - " ).addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " ).addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\n", " \n", " \n", - " var circle_marker_6162dbf5da079fbfe493408c8ba27952 = L.circleMarker(\n", + " var circle_marker_3a46ab33a60391a27eebd559e9ff6109 = L.circleMarker(\n", " [37.76032, -122.41957],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_2d1d603db6e82959b144c9451b454bc9 = L.popup({"maxWidth": "100%"});\n", + " var popup_9bbd4b0cb43a231a74d878b679296e89 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_57d3187366e5b1ec1b609e0d4a46ef42 = $(`<div id="html_57d3187366e5b1ec1b609e0d4a46ef42" style="width: 100.0%; height: 100.0%;">Potential Restaurant (0)</div>`)[0];\n", - " popup_2d1d603db6e82959b144c9451b454bc9.setContent(html_57d3187366e5b1ec1b609e0d4a46ef42);\n", + " var html_4dba34c38aa53cec22489dd0032ae30d = $(`<div id="html_4dba34c38aa53cec22489dd0032ae30d" style="width: 100.0%; height: 100.0%;">Potential Restaurant (0)</div>`)[0];\n", + " popup_9bbd4b0cb43a231a74d878b679296e89.setContent(html_4dba34c38aa53cec22489dd0032ae30d);\n", " \n", " \n", "\n", - " circle_marker_6162dbf5da079fbfe493408c8ba27952.bindPopup(popup_2d1d603db6e82959b144c9451b454bc9)\n", + " circle_marker_3a46ab33a60391a27eebd559e9ff6109.bindPopup(popup_9bbd4b0cb43a231a74d878b679296e89)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bf9f7980c0a2aa2b868205f0af019062 = L.circleMarker(\n", + " var circle_marker_e001058e8d91824afc1e0e2bba702bf8 = L.circleMarker(\n", " [37.75781, -122.40789],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_428185e30a728890ad4c29587959daec = L.popup({"maxWidth": "100%"});\n", + " var popup_ec8b3a5c42d863a83fda0d300ed02850 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7674c4f51a4dd0d2dc5fc6a68b623da0 = $(`<div id="html_7674c4f51a4dd0d2dc5fc6a68b623da0" style="width: 100.0%; height: 100.0%;">Potential Restaurant (1)</div>`)[0];\n", - " popup_428185e30a728890ad4c29587959daec.setContent(html_7674c4f51a4dd0d2dc5fc6a68b623da0);\n", + " var html_4d9d8d3064ab8b080b42d42cd0c3b040 = $(`<div id="html_4d9d8d3064ab8b080b42d42cd0c3b040" style="width: 100.0%; height: 100.0%;">Potential Restaurant (1)</div>`)[0];\n", + " popup_ec8b3a5c42d863a83fda0d300ed02850.setContent(html_4d9d8d3064ab8b080b42d42cd0c3b040);\n", " \n", " \n", "\n", - " circle_marker_bf9f7980c0a2aa2b868205f0af019062.bindPopup(popup_428185e30a728890ad4c29587959daec)\n", + " circle_marker_e001058e8d91824afc1e0e2bba702bf8.bindPopup(popup_ec8b3a5c42d863a83fda0d300ed02850)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_42973ebb999d8491e438ee14d9c10042 = L.circleMarker(\n", + " var circle_marker_637984cada9b1e13e73ffd84d5b8a52a = L.circleMarker(\n", " [37.74622, -122.41525],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_2a260aaaa5ca26ca4569d197cef16826 = L.popup({"maxWidth": "100%"});\n", + " var popup_e689e95de8405cc47e9ae10b687f6e5e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0b4ff21eda42bde8dad81b8b9d18f0e8 = $(`<div id="html_0b4ff21eda42bde8dad81b8b9d18f0e8" style="width: 100.0%; height: 100.0%;">Potential Restaurant (2)</div>`)[0];\n", - " popup_2a260aaaa5ca26ca4569d197cef16826.setContent(html_0b4ff21eda42bde8dad81b8b9d18f0e8);\n", + " var html_fa01752e4f74b1e54e1e8afc1f6b8321 = $(`<div id="html_fa01752e4f74b1e54e1e8afc1f6b8321" style="width: 100.0%; height: 100.0%;">Potential Restaurant (2)</div>`)[0];\n", + " popup_e689e95de8405cc47e9ae10b687f6e5e.setContent(html_fa01752e4f74b1e54e1e8afc1f6b8321);\n", " \n", " \n", "\n", - " circle_marker_42973ebb999d8491e438ee14d9c10042.bindPopup(popup_2a260aaaa5ca26ca4569d197cef16826)\n", + " circle_marker_637984cada9b1e13e73ffd84d5b8a52a.bindPopup(popup_e689e95de8405cc47e9ae10b687f6e5e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b484c60c9596fd510a2b05426303e583 = L.circleMarker(\n", + " var circle_marker_24a7cff78a9ed2f737fe192578027e4c = L.circleMarker(\n", " [37.75189, -122.42265],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_bed720c4a8b7bc429a47e699ff639967 = L.popup({"maxWidth": "100%"});\n", + " var popup_57fcf646f49363271ec588066f8de95c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6c854798e20bcaaae84ca2d9de262b79 = $(`<div id="html_6c854798e20bcaaae84ca2d9de262b79" style="width: 100.0%; height: 100.0%;">Potential Restaurant (3)</div>`)[0];\n", - " popup_bed720c4a8b7bc429a47e699ff639967.setContent(html_6c854798e20bcaaae84ca2d9de262b79);\n", + " var html_4310a643a8da5fac325d0c176bb47e52 = $(`<div id="html_4310a643a8da5fac325d0c176bb47e52" style="width: 100.0%; height: 100.0%;">Potential Restaurant (3)</div>`)[0];\n", + " popup_57fcf646f49363271ec588066f8de95c.setContent(html_4310a643a8da5fac325d0c176bb47e52);\n", " \n", " \n", "\n", - " circle_marker_b484c60c9596fd510a2b05426303e583.bindPopup(popup_bed720c4a8b7bc429a47e699ff639967)\n", + " circle_marker_24a7cff78a9ed2f737fe192578027e4c.bindPopup(popup_57fcf646f49363271ec588066f8de95c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4bb60fb3be58227666ac0a5aa895292e = L.circleMarker(\n", + " var circle_marker_504301d2411709f3244a8b2cc10496c2 = L.circleMarker(\n", " [37.74224, -122.4189],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_50b4bd62ba646a5cd9fbfb08199e3dae = L.popup({"maxWidth": "100%"});\n", + " var popup_ce85b96205d3e1dd5f97c41add8e3981 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2dabeb2a02a16e7cfda453f13a79bdfa = $(`<div id="html_2dabeb2a02a16e7cfda453f13a79bdfa" style="width: 100.0%; height: 100.0%;">Potential Restaurant (4)</div>`)[0];\n", - " popup_50b4bd62ba646a5cd9fbfb08199e3dae.setContent(html_2dabeb2a02a16e7cfda453f13a79bdfa);\n", + " var html_1e5fa773178c50114edf14de2b58be4b = $(`<div id="html_1e5fa773178c50114edf14de2b58be4b" style="width: 100.0%; height: 100.0%;">Potential Restaurant (4)</div>`)[0];\n", + " popup_ce85b96205d3e1dd5f97c41add8e3981.setContent(html_1e5fa773178c50114edf14de2b58be4b);\n", " \n", " \n", "\n", - " circle_marker_4bb60fb3be58227666ac0a5aa895292e.bindPopup(popup_50b4bd62ba646a5cd9fbfb08199e3dae)\n", + " circle_marker_504301d2411709f3244a8b2cc10496c2.bindPopup(popup_ce85b96205d3e1dd5f97c41add8e3981)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8339fae2f71e3dc247cc205066799eba = L.circleMarker(\n", + " var circle_marker_734dd63f954f893cd900b8c44d367c5c = L.circleMarker(\n", " [37.73596, -122.41365],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_8e50f431262463a35a54ba75ff58d9a6 = L.popup({"maxWidth": "100%"});\n", + " var popup_cbe81800096f871972caba5eb414814a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_88b7784803e1eb7e20e500e6defb63aa = $(`<div id="html_88b7784803e1eb7e20e500e6defb63aa" style="width: 100.0%; height: 100.0%;">Potential Restaurant (5)</div>`)[0];\n", - " popup_8e50f431262463a35a54ba75ff58d9a6.setContent(html_88b7784803e1eb7e20e500e6defb63aa);\n", + " var html_ee0bcbb88a9d8c15380ceb770b4ed211 = $(`<div id="html_ee0bcbb88a9d8c15380ceb770b4ed211" style="width: 100.0%; height: 100.0%;">Potential Restaurant (5)</div>`)[0];\n", + " popup_cbe81800096f871972caba5eb414814a.setContent(html_ee0bcbb88a9d8c15380ceb770b4ed211);\n", " \n", " \n", "\n", - 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" var html_1c1ac034c23f8df68f2ce302d3776d94 = $(`<div id="html_1c1ac034c23f8df68f2ce302d3776d94" style="width: 100.0%; height: 100.0%;">Potential Restaurant (6)</div>`)[0];\n", - " popup_b604a9a980924d37d646be6ddb7f601f.setContent(html_1c1ac034c23f8df68f2ce302d3776d94);\n", + " var html_8ce2dca8dfec530797aa461772e8a36d = $(`<div id="html_8ce2dca8dfec530797aa461772e8a36d" style="width: 100.0%; height: 100.0%;">Potential Restaurant (6)</div>`)[0];\n", + " popup_18b1c26acace7545ed8cc49af586121a.setContent(html_8ce2dca8dfec530797aa461772e8a36d);\n", " \n", " \n", "\n", - " circle_marker_2aaa30a34b834888b4e581d930d73c49.bindPopup(popup_b604a9a980924d37d646be6ddb7f601f)\n", + " circle_marker_f2c73764901ef15ce79bf8fffe35c353.bindPopup(popup_18b1c26acace7545ed8cc49af586121a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dc4c6b81eda8ad3f883ae84c2c7eabbb = L.circleMarker(\n", + " var circle_marker_21d791403cd2a8163a7bb708bf62f70b = L.circleMarker(\n", " [37.75905, -122.41489],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_5da9385ea723f3d19aee1301e78bcdb5 = L.popup({"maxWidth": "100%"});\n", + " var popup_8e0e6e2306cbb7d1f796764a59142199 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5296d013d00fb6f85cf30da9b8755bd6 = $(`<div id="html_5296d013d00fb6f85cf30da9b8755bd6" style="width: 100.0%; height: 100.0%;">Potential Restaurant (7)</div>`)[0];\n", - " popup_5da9385ea723f3d19aee1301e78bcdb5.setContent(html_5296d013d00fb6f85cf30da9b8755bd6);\n", + " var html_672a52ce1018f1639955f4372847980a = $(`<div id="html_672a52ce1018f1639955f4372847980a" style="width: 100.0%; height: 100.0%;">Potential Restaurant (7)</div>`)[0];\n", + " popup_8e0e6e2306cbb7d1f796764a59142199.setContent(html_672a52ce1018f1639955f4372847980a);\n", " \n", " \n", "\n", - " circle_marker_dc4c6b81eda8ad3f883ae84c2c7eabbb.bindPopup(popup_5da9385ea723f3d19aee1301e78bcdb5)\n", + " circle_marker_21d791403cd2a8163a7bb708bf62f70b.bindPopup(popup_8e0e6e2306cbb7d1f796764a59142199)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bcfdd4ba19d27b224fee68cbf712da39 = L.circleMarker(\n", + " var circle_marker_f4665edffe340e5a11b1e2b2e415c31f = L.circleMarker(\n", " [37.74082, -122.42365],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_d388b4544fc229226ae024db2c75e84a = L.popup({"maxWidth": "100%"});\n", + " var popup_346846280662d775836e5078a3319a94 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_87cee78f6ffe6182b3155daa3ebac151 = $(`<div id="html_87cee78f6ffe6182b3155daa3ebac151" style="width: 100.0%; height: 100.0%;">Potential Restaurant (8)</div>`)[0];\n", - " popup_d388b4544fc229226ae024db2c75e84a.setContent(html_87cee78f6ffe6182b3155daa3ebac151);\n", + " var html_52fde09995f6bd92d78039e78e9889c5 = $(`<div id="html_52fde09995f6bd92d78039e78e9889c5" style="width: 100.0%; height: 100.0%;">Potential Restaurant (8)</div>`)[0];\n", + " popup_346846280662d775836e5078a3319a94.setContent(html_52fde09995f6bd92d78039e78e9889c5);\n", " \n", " \n", "\n", - " circle_marker_bcfdd4ba19d27b224fee68cbf712da39.bindPopup(popup_d388b4544fc229226ae024db2c75e84a)\n", + " circle_marker_f4665edffe340e5a11b1e2b2e415c31f.bindPopup(popup_346846280662d775836e5078a3319a94)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_05419869806d590c8c04863d0bb6356b = L.circleMarker(\n", + " var circle_marker_565328bf90ee886768201a06f5546991 = L.circleMarker(\n", " [37.74899, -122.40667],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_56604676b781a18d520c83fae8f29dc9 = L.popup({"maxWidth": "100%"});\n", + " var popup_06ed2781499ca2c10e3b101a4a338bdd = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c1181d084a92fd97c7df1c22ef7836eb = $(`<div id="html_c1181d084a92fd97c7df1c22ef7836eb" style="width: 100.0%; height: 100.0%;">Potential Restaurant (9)</div>`)[0];\n", - " popup_56604676b781a18d520c83fae8f29dc9.setContent(html_c1181d084a92fd97c7df1c22ef7836eb);\n", + " var html_699a62297c8cad93dcfff71e48a8734a = $(`<div id="html_699a62297c8cad93dcfff71e48a8734a" style="width: 100.0%; height: 100.0%;">Potential Restaurant (9)</div>`)[0];\n", + " popup_06ed2781499ca2c10e3b101a4a338bdd.setContent(html_699a62297c8cad93dcfff71e48a8734a);\n", " \n", " \n", "\n", - " circle_marker_05419869806d590c8c04863d0bb6356b.bindPopup(popup_56604676b781a18d520c83fae8f29dc9)\n", + " circle_marker_565328bf90ee886768201a06f5546991.bindPopup(popup_06ed2781499ca2c10e3b101a4a338bdd)\n", " ;\n", "\n", " \n", @@ -9288,7 +9290,7 @@ "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "execution_count": 9, @@ -9326,8 +9328,8 @@ "id": "0063b6c1", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:45.980447Z", - "start_time": "2022-11-11T17:42:45.975814Z" + "end_time": "2022-12-29T02:20:29.633481Z", + "start_time": "2022-12-29T02:20:29.630307Z" } }, "outputs": [], @@ -9343,8 +9345,8 @@ "id": "7f13139e", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:46.955654Z", - "start_time": "2022-11-11T17:42:45.983920Z" + "end_time": "2022-12-29T02:20:30.369316Z", + "start_time": "2022-12-29T02:20:29.640338Z" }, "scrolled": true }, @@ -9377,8 +9379,8 @@ "id": "456380f7", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:46.968323Z", - "start_time": "2022-11-11T17:42:46.963986Z" + "end_time": "2022-12-29T02:20:30.378157Z", + "start_time": "2022-12-29T02:20:30.372350Z" } }, "outputs": [], @@ -9402,8 +9404,8 @@ "id": "d4c053b7", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:47.079586Z", - "start_time": "2022-11-11T17:42:46.971350Z" + "end_time": "2022-12-29T02:20:30.462272Z", + "start_time": "2022-12-29T02:20:30.381862Z" } }, "outputs": [], @@ -9426,8 +9428,8 @@ "id": "2b377c3b", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:47.090852Z", - "start_time": "2022-11-11T17:42:47.084517Z" + "end_time": "2022-12-29T02:20:30.470402Z", + "start_time": "2022-12-29T02:20:30.466167Z" } }, "outputs": [ @@ -9435,7 +9437,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Of the 200 households, 162 have access to at least 1 restaurant within a 3-minute walk along the street network when siting 2 restaurants. This accounts for 81.0% coverage.\n" + "Of the 200 households, 161 have access to at least 1 restaurant within a 3-minute walk along the street network when siting 2 restaurants. This accounts for 80.5% coverage.\n" ] } ], @@ -9464,8 +9466,8 @@ "id": "5323e10c", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:47.598098Z", - "start_time": "2022-11-11T17:42:47.094889Z" + "end_time": "2022-12-29T02:20:30.804469Z", + "start_time": "2022-12-29T02:20:30.474181Z" } }, "outputs": [ @@ -9485,41 +9487,42 @@ " \n", " <style>html, body {width: 100%;height: 100%;margin: 0;padding: 0;}</style>\n", " <style>#map {position:absolute;top:0;bottom:0;right:0;left:0;}</style>\n", - " <script src="https://cdn.jsdelivr.net/npm/leaflet@1.6.0/dist/leaflet.js"></script>\n", + " <script src="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.js"></script>\n", " <script src="https://code.jquery.com/jquery-1.12.4.min.js"></script>\n", - " <script src="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/js/bootstrap.min.js"></script>\n", + " <script src="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/js/bootstrap.bundle.min.js"></script>\n", " <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@1.6.0/dist/leaflet.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/css/bootstrap-theme.min.css"/>\n", - " <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/font-awesome/4.6.3/css/font-awesome.min.css"/>\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://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", " \n", " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_f5b55e11d7de450a2717fd2ae2581cf6 {\n", + " #map_091adcbc3828fc0ee3c51630ee4b8446 {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", " left: 0.0%;\n", " top: 0.0%;\n", " }\n", + " .leaflet-container { font-size: 1rem; }\n", " </style>\n", " \n", "</head>\n", "<body>\n", " \n", " \n", - " <div class="folium-map" id="map_f5b55e11d7de450a2717fd2ae2581cf6" ></div>\n", + " <div class="folium-map" id="map_091adcbc3828fc0ee3c51630ee4b8446" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_f5b55e11d7de450a2717fd2ae2581cf6 = L.map(\n", - " "map_f5b55e11d7de450a2717fd2ae2581cf6",\n", + " var map_091adcbc3828fc0ee3c51630ee4b8446 = L.map(\n", + " "map_091adcbc3828fc0ee3c51630ee4b8446",\n", " {\n", " center: [37.748273, -122.410558],\n", " crs: L.CRS.EPSG3857,\n", @@ -9533,8082 +9536,8061 @@ "\n", " \n", " \n", - " var tile_layer_7533024b562aab67f851e288a788105a = L.tileLayer(\n", + " var tile_layer_e69001c34975b93fa0f6993b8332d8f5 = L.tileLayer(\n", " "https://cartodb-basemaps-{s}.global.ssl.fastly.net/light_all/{z}/{x}/{y}.png",\n", - 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" function geo_json_0c599ea754a21e8cbfbcb7117db51c7d_styler(feature) {\n", + " function geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_styler(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"color": "darksalmon", "fillColor": "darksalmon"};\n", " }\n", " }\n", "\n", - " function geo_json_0c599ea754a21e8cbfbcb7117db51c7d_onEachFeature(feature, layer) {\n", + " function geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_onEachFeature(feature, layer) {\n", " layer.on({\n", " });\n", " };\n", - " var geo_json_0c599ea754a21e8cbfbcb7117db51c7d = L.geoJson(null, {\n", - " onEachFeature: geo_json_0c599ea754a21e8cbfbcb7117db51c7d_onEachFeature,\n", + " var geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc = L.geoJson(null, {\n", + " onEachFeature: geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_onEachFeature,\n", " \n", - " style: geo_json_0c599ea754a21e8cbfbcb7117db51c7d_styler,\n", + " style: geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_styler,\n", " });\n", "\n", - " function geo_json_0c599ea754a21e8cbfbcb7117db51c7d_add (data) {\n", - " geo_json_0c599ea754a21e8cbfbcb7117db51c7d\n", + " function geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_add (data) {\n", + " geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc\n", " .addData(data)\n", - " .addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " .addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\n", " }\n", - " geo_json_0c599ea754a21e8cbfbcb7117db51c7d_add({"features": [{"geometry": {"coordinates": [[[-122.405115, 37.764635], [-122.405212, 37.763469], [-122.405832, 37.762199], [-122.405859, 37.761815], [-122.40604, 37.761865], [-122.406365, 37.761199], [-122.40645, 37.760114], [-122.406167, 37.759315], [-122.406015, 37.759409], [-122.405604, 37.758851], [-122.40405, 37.757619], [-122.403428, 37.756871], [-122.403585, 37.756818], [-122.403328, 37.756082], [-122.40315, 37.754488], [-122.403524, 37.754463], [-122.403437, 37.753199], [-122.403364, 37.752366], [-122.403022, 37.752336], [-122.403052, 37.752048], [-122.405091, 37.745281], [-122.405614, 37.7442], [-122.405493, 37.744084], [-122.404865, 37.744385], [-122.404524, 37.744285], [-122.406652, 37.741241], [-122.406936, 37.740554], [-122.407045, 37.739587], [-122.408136, 37.73964], [-122.408009, 37.737734], [-122.408218, 37.73765], [-122.408284, 37.736846], [-122.408613, 37.736074], [-122.409287, 37.735258], [-122.410052, 37.734675], [-122.411978, 37.733732], [-122.412695, 37.733197], [-122.414554, 37.732371], [-122.416255, 37.732034], [-122.419881, 37.732016], [-122.423718, 37.73155], [-122.425944, 37.731698], [-122.425256, 37.732125], [-122.422274, 37.732383], [-122.421889, 37.732533], [-122.421787, 37.732774], [-122.422472, 37.733967], [-122.422901, 37.734388], [-122.422243, 37.734846], [-122.422133, 37.735162], [-122.426983, 37.735455], [-122.427849, 37.734718], [-122.428578, 37.735082], [-122.42801, 37.735441], [-122.428454, 37.735882], [-122.42551, 37.737774], [-122.42452, 37.739868], [-122.42427, 37.739867], [-122.424394, 37.740405], [-122.424168, 37.740805], [-122.426453, 37.764634], [-122.421885, 37.764908], [-122.42173, 37.763304], [-122.421031, 37.76335], [-122.421248, 37.764947], [-122.407553, 37.765798], [-122.407431, 37.764497], [-122.405115, 37.764635]]], "type": "Polygon"}, "id": "0", "type": "Feature"}], "type": "FeatureCollection"});\n", + " geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc_add({"features": [{"geometry": {"coordinates": [[[-122.405115, 37.764635], [-122.405212, 37.763469], [-122.405832, 37.762199], [-122.405859, 37.761815], [-122.40604, 37.761865], [-122.406365, 37.761199], [-122.40645, 37.760114], [-122.406167, 37.759315], [-122.406015, 37.759409], [-122.405604, 37.758851], [-122.40405, 37.757619], [-122.403428, 37.756871], [-122.403585, 37.756818], [-122.403328, 37.756082], [-122.40315, 37.754488], [-122.403524, 37.754463], [-122.403437, 37.753199], [-122.403364, 37.752366], [-122.403022, 37.752336], [-122.403052, 37.752048], [-122.405091, 37.745281], [-122.405614, 37.7442], [-122.405493, 37.744084], [-122.404865, 37.744385], [-122.404524, 37.744285], [-122.406652, 37.741241], [-122.406936, 37.740554], [-122.407045, 37.739587], [-122.408136, 37.73964], [-122.408009, 37.737734], [-122.408218, 37.73765], [-122.408284, 37.736846], [-122.408613, 37.736074], [-122.409287, 37.735258], [-122.410052, 37.734675], [-122.411978, 37.733732], [-122.412695, 37.733197], [-122.414554, 37.732371], [-122.416255, 37.732034], [-122.419881, 37.732016], [-122.423718, 37.73155], [-122.425944, 37.731698], [-122.425256, 37.732125], [-122.422274, 37.732383], [-122.421889, 37.732533], [-122.421787, 37.732774], [-122.422472, 37.733967], [-122.422901, 37.734388], [-122.422243, 37.734846], [-122.422133, 37.735162], [-122.426983, 37.735455], [-122.427849, 37.734718], [-122.428578, 37.735082], [-122.42801, 37.735441], [-122.428454, 37.735882], [-122.42551, 37.737774], [-122.42452, 37.739868], [-122.42427, 37.739867], [-122.424394, 37.740405], [-122.424168, 37.740805], [-122.426453, 37.764634], [-122.421885, 37.764908], [-122.42173, 37.763304], [-122.421031, 37.76335], [-122.421248, 37.764947], [-122.407553, 37.765798], [-122.407431, 37.764497], [-122.405115, 37.764635]]], "type": "Polygon"}, "id": "0", "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - 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" circle_marker_e53cdd2261a555107843339918665e1c.bindPopup(popup_d735cd0f2d664a7d30da7f7f3f14d47a)\n", + " circle_marker_708f326ecd0e20c08423f1a88dc2f82f.bindPopup(popup_ed230f83c3f93be2f91f100cda784f32)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1f66ca490b51f22f716721ffd96b137a = L.circleMarker(\n", + " var circle_marker_3ff94cd59ce58778cfeb520f2277edb3 = L.circleMarker(\n", " [37.76209144173078, -122.41739502122897],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_734b6fca78334ef1ca38d831a2e94290 = L.popup({"maxWidth": "100%"});\n", + " var popup_b7c9a0bd4e4a74bfc275fca03ed2e754 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_747053a51ff222ff725165c3ee01ccdf = $(`<div id="html_747053a51ff222ff725165c3ee01ccdf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_734b6fca78334ef1ca38d831a2e94290.setContent(html_747053a51ff222ff725165c3ee01ccdf);\n", + " var html_0d12631509712254c24804a1c2110e42 = $(`<div id="html_0d12631509712254c24804a1c2110e42" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b7c9a0bd4e4a74bfc275fca03ed2e754.setContent(html_0d12631509712254c24804a1c2110e42);\n", " \n", " \n", "\n", - " circle_marker_1f66ca490b51f22f716721ffd96b137a.bindPopup(popup_734b6fca78334ef1ca38d831a2e94290)\n", + " circle_marker_3ff94cd59ce58778cfeb520f2277edb3.bindPopup(popup_b7c9a0bd4e4a74bfc275fca03ed2e754)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e6479acb98acec96e5b42a7eed8a3cf4 = L.circleMarker(\n", + " var circle_marker_a31ef1213348a615074cb0885768f836 = L.circleMarker(\n", " [37.74966359321169, -122.40834467492677],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9af30d944669a1afd1bca376280c4a58 = L.popup({"maxWidth": "100%"});\n", + " var popup_02524e7e141fc45a84c6fd24fc41f6d7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_45819efad49e8615f6d9f859e8af55d2 = $(`<div id="html_45819efad49e8615f6d9f859e8af55d2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9af30d944669a1afd1bca376280c4a58.setContent(html_45819efad49e8615f6d9f859e8af55d2);\n", + " var html_1ae6db3e80cca307368cf6ecb890ee9d = $(`<div id="html_1ae6db3e80cca307368cf6ecb890ee9d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_02524e7e141fc45a84c6fd24fc41f6d7.setContent(html_1ae6db3e80cca307368cf6ecb890ee9d);\n", " \n", " \n", "\n", - " circle_marker_e6479acb98acec96e5b42a7eed8a3cf4.bindPopup(popup_9af30d944669a1afd1bca376280c4a58)\n", + " circle_marker_a31ef1213348a615074cb0885768f836.bindPopup(popup_02524e7e141fc45a84c6fd24fc41f6d7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ca96c4e95211f98494c9f5aa689c1d44 = L.circleMarker(\n", + " var circle_marker_c4a68ba5cf72c2c9dd0e74b6597a7d4e = L.circleMarker(\n", " [37.76324983366825, -122.41406105319669],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_465e08bb741665a4c79bda5ea4b54b3a = L.popup({"maxWidth": "100%"});\n", + " var popup_ddfc4a5d12fa6ab8cc521b2c48953934 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_472466c06dc1b75bda4e77d0ed55351a = $(`<div id="html_472466c06dc1b75bda4e77d0ed55351a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_465e08bb741665a4c79bda5ea4b54b3a.setContent(html_472466c06dc1b75bda4e77d0ed55351a);\n", + " var html_2148adf30eae32a644b0d3d7420f6821 = $(`<div id="html_2148adf30eae32a644b0d3d7420f6821" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ddfc4a5d12fa6ab8cc521b2c48953934.setContent(html_2148adf30eae32a644b0d3d7420f6821);\n", " \n", " \n", "\n", - " circle_marker_ca96c4e95211f98494c9f5aa689c1d44.bindPopup(popup_465e08bb741665a4c79bda5ea4b54b3a)\n", + " circle_marker_c4a68ba5cf72c2c9dd0e74b6597a7d4e.bindPopup(popup_ddfc4a5d12fa6ab8cc521b2c48953934)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_20971f57f999f2a7e6db7337dd31bd14 = L.circleMarker(\n", + " var circle_marker_28b8f15215b816c34edc363d747dc334 = L.circleMarker(\n", " [37.76134617605315, -122.40869142607274],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3eb0058b2d3d88f153e01356979d4552 = L.popup({"maxWidth": "100%"});\n", + " var popup_26e1e873b6f2ba756fa4feb5e1fcf991 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_840b2b8fbaf945cedc96a1cf224fd007 = $(`<div id="html_840b2b8fbaf945cedc96a1cf224fd007" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3eb0058b2d3d88f153e01356979d4552.setContent(html_840b2b8fbaf945cedc96a1cf224fd007);\n", + " var html_f778e41cac4d68419f3ea3603d267a17 = $(`<div id="html_f778e41cac4d68419f3ea3603d267a17" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_26e1e873b6f2ba756fa4feb5e1fcf991.setContent(html_f778e41cac4d68419f3ea3603d267a17);\n", " \n", " \n", "\n", - " circle_marker_20971f57f999f2a7e6db7337dd31bd14.bindPopup(popup_3eb0058b2d3d88f153e01356979d4552)\n", + " circle_marker_28b8f15215b816c34edc363d747dc334.bindPopup(popup_26e1e873b6f2ba756fa4feb5e1fcf991)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8673ae0c57f9a96db0e55ee260d7818a = L.circleMarker(\n", + " var circle_marker_ce2b70af029f23d950d8c8b369661cdb = L.circleMarker(\n", " [37.75828156322945, -122.41678443341827],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1b54e61ee0cccf6920b7073cf511addc = L.popup({"maxWidth": "100%"});\n", + " var popup_aa91364c5008103f4cb14bf16af5bd9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_62487150749e44d5036278507c60dfdd = $(`<div id="html_62487150749e44d5036278507c60dfdd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1b54e61ee0cccf6920b7073cf511addc.setContent(html_62487150749e44d5036278507c60dfdd);\n", + " var html_33ef48f50fb8e86638d717e14d839a12 = $(`<div id="html_33ef48f50fb8e86638d717e14d839a12" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_aa91364c5008103f4cb14bf16af5bd9e.setContent(html_33ef48f50fb8e86638d717e14d839a12);\n", " \n", " \n", "\n", - " circle_marker_8673ae0c57f9a96db0e55ee260d7818a.bindPopup(popup_1b54e61ee0cccf6920b7073cf511addc)\n", + " circle_marker_ce2b70af029f23d950d8c8b369661cdb.bindPopup(popup_aa91364c5008103f4cb14bf16af5bd9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_14a76f3e3d15f0468ce490a599c07a19 = L.circleMarker(\n", + " var circle_marker_0125290899ba02788d499a3d058b7862 = L.circleMarker(\n", " [37.76390302107111, -122.42491446338698],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3acab77bfae08cee4cd4fe4bc4bda325 = L.popup({"maxWidth": "100%"});\n", + " var popup_566078d97ad5d1ab0fcf3f4e392816a3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f8393019e66a81308c681c9e9820ceb = $(`<div id="html_6f8393019e66a81308c681c9e9820ceb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3acab77bfae08cee4cd4fe4bc4bda325.setContent(html_6f8393019e66a81308c681c9e9820ceb);\n", + " var html_1bb927b3ccbf9ab8415bfd82c3df84ad = $(`<div id="html_1bb927b3ccbf9ab8415bfd82c3df84ad" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_566078d97ad5d1ab0fcf3f4e392816a3.setContent(html_1bb927b3ccbf9ab8415bfd82c3df84ad);\n", " \n", " \n", "\n", - " circle_marker_14a76f3e3d15f0468ce490a599c07a19.bindPopup(popup_3acab77bfae08cee4cd4fe4bc4bda325)\n", + " circle_marker_0125290899ba02788d499a3d058b7862.bindPopup(popup_566078d97ad5d1ab0fcf3f4e392816a3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7cf3502e7f8f5958f641816fe7fe157a = L.circleMarker(\n", + " var circle_marker_6b7375d549396d4847f1b5e9feb3a35f = L.circleMarker(\n", " [37.74575134212079, -122.41524164428937],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f9f6969bce5d5764014b601be01806d6 = L.popup({"maxWidth": "100%"});\n", + " var popup_2e3b5363d9811db79443b8445a7116ad = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_241703458dd02583fee59f3c91a52f2f = $(`<div id="html_241703458dd02583fee59f3c91a52f2f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f9f6969bce5d5764014b601be01806d6.setContent(html_241703458dd02583fee59f3c91a52f2f);\n", + " var html_0f283b3f43198ceabbcc1be7a8a5f796 = $(`<div id="html_0f283b3f43198ceabbcc1be7a8a5f796" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2e3b5363d9811db79443b8445a7116ad.setContent(html_0f283b3f43198ceabbcc1be7a8a5f796);\n", " \n", " \n", "\n", - " circle_marker_7cf3502e7f8f5958f641816fe7fe157a.bindPopup(popup_f9f6969bce5d5764014b601be01806d6)\n", + " circle_marker_6b7375d549396d4847f1b5e9feb3a35f.bindPopup(popup_2e3b5363d9811db79443b8445a7116ad)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_afd75222af5c2f954f0a1e22ec0de97d = L.circleMarker(\n", + " var circle_marker_2ad2b22c1d466daafe6d0243caad1eb5 = L.circleMarker(\n", " [37.75806595539574, -122.42181701677706],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_64552bdec3698e2ffcd9317a4402d2ab = L.popup({"maxWidth": "100%"});\n", + " var popup_f5809c472caacd9a99dd64dd8af5183f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c6d53b99b2e9b32002d8cb0ec95f6c66 = $(`<div id="html_c6d53b99b2e9b32002d8cb0ec95f6c66" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_64552bdec3698e2ffcd9317a4402d2ab.setContent(html_c6d53b99b2e9b32002d8cb0ec95f6c66);\n", + " var html_9f9739d664e8f02644acdf0b97be2991 = $(`<div id="html_9f9739d664e8f02644acdf0b97be2991" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f5809c472caacd9a99dd64dd8af5183f.setContent(html_9f9739d664e8f02644acdf0b97be2991);\n", " \n", " \n", "\n", - " circle_marker_afd75222af5c2f954f0a1e22ec0de97d.bindPopup(popup_64552bdec3698e2ffcd9317a4402d2ab)\n", + " circle_marker_2ad2b22c1d466daafe6d0243caad1eb5.bindPopup(popup_f5809c472caacd9a99dd64dd8af5183f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c3a98ca9640a9a8b19a18768afc275f0 = L.circleMarker(\n", + " var circle_marker_bbb92804186263e97bf829c5095ad471 = L.circleMarker(\n", " [37.75101772588085, -122.41692062210988],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_82e0ffa14936d1d0166de89df5f9b3d4 = L.popup({"maxWidth": "100%"});\n", + " var popup_fdb8746fac2080c27342c144d22cb190 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_28fe2f6871b394de290254e326635520 = $(`<div id="html_28fe2f6871b394de290254e326635520" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_82e0ffa14936d1d0166de89df5f9b3d4.setContent(html_28fe2f6871b394de290254e326635520);\n", + " var html_41edad408cab3facb3e7d8c6d3cd979d = $(`<div id="html_41edad408cab3facb3e7d8c6d3cd979d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_fdb8746fac2080c27342c144d22cb190.setContent(html_41edad408cab3facb3e7d8c6d3cd979d);\n", " \n", " \n", "\n", - " circle_marker_c3a98ca9640a9a8b19a18768afc275f0.bindPopup(popup_82e0ffa14936d1d0166de89df5f9b3d4)\n", + " circle_marker_bbb92804186263e97bf829c5095ad471.bindPopup(popup_fdb8746fac2080c27342c144d22cb190)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6690fe59e02b7cac6d6b0592540360f4 = L.circleMarker(\n", + " var circle_marker_4181daedcce27fe63f6514a857275441 = L.circleMarker(\n", " [37.75267875552496, -122.4129352817101],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_10feb0bbbaaa0e7bb58e997375e4747b = L.popup({"maxWidth": "100%"});\n", + " var popup_b32399655f857bbf99bc9f45b722f7bb = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fad25392257eb4c6056859c6d40e9146 = $(`<div id="html_fad25392257eb4c6056859c6d40e9146" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_10feb0bbbaaa0e7bb58e997375e4747b.setContent(html_fad25392257eb4c6056859c6d40e9146);\n", + " var html_04d324767a7814de7b8ae12f7bca4da3 = $(`<div id="html_04d324767a7814de7b8ae12f7bca4da3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b32399655f857bbf99bc9f45b722f7bb.setContent(html_04d324767a7814de7b8ae12f7bca4da3);\n", " \n", " \n", "\n", - " circle_marker_6690fe59e02b7cac6d6b0592540360f4.bindPopup(popup_10feb0bbbaaa0e7bb58e997375e4747b)\n", + " circle_marker_4181daedcce27fe63f6514a857275441.bindPopup(popup_b32399655f857bbf99bc9f45b722f7bb)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2c20ac1ebbeb7b2b52b6c8dc617bb0b8 = L.circleMarker(\n", + " var circle_marker_a366cd74d9e36560cc4fe314be890c27 = L.circleMarker(\n", " [37.75490098160369, -122.40445957410549],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cbc71466d9175ae29bfbf3fd451e2fe3 = L.popup({"maxWidth": "100%"});\n", + " var popup_ed2fd160db726bfda685209fb3afe8fd = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e0dee2985418ebc8b1705d540a2ef75e = $(`<div id="html_e0dee2985418ebc8b1705d540a2ef75e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cbc71466d9175ae29bfbf3fd451e2fe3.setContent(html_e0dee2985418ebc8b1705d540a2ef75e);\n", + " var html_fa03c32dc272fa2d04557ca06f2108d1 = $(`<div id="html_fa03c32dc272fa2d04557ca06f2108d1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ed2fd160db726bfda685209fb3afe8fd.setContent(html_fa03c32dc272fa2d04557ca06f2108d1);\n", " \n", " \n", "\n", - " circle_marker_2c20ac1ebbeb7b2b52b6c8dc617bb0b8.bindPopup(popup_cbc71466d9175ae29bfbf3fd451e2fe3)\n", + " circle_marker_a366cd74d9e36560cc4fe314be890c27.bindPopup(popup_ed2fd160db726bfda685209fb3afe8fd)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_919f1ca683fdad6dfa104a312a90b253 = L.circleMarker(\n", + " var circle_marker_56c320626d4a4cedd1ccb1e97ae3913e = L.circleMarker(\n", " [37.746517470353716, -122.41939041609294],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cacda0283f6846b72c3157b52fdc6022 = L.popup({"maxWidth": "100%"});\n", + " var popup_44aa7eaa2e23f3b91e1801b977a06720 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ce20ca1434f11106af81b8dca3c7b777 = $(`<div id="html_ce20ca1434f11106af81b8dca3c7b777" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cacda0283f6846b72c3157b52fdc6022.setContent(html_ce20ca1434f11106af81b8dca3c7b777);\n", + " var html_52d11a66a6b07874605a6cbf26226905 = $(`<div id="html_52d11a66a6b07874605a6cbf26226905" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_44aa7eaa2e23f3b91e1801b977a06720.setContent(html_52d11a66a6b07874605a6cbf26226905);\n", " \n", " \n", "\n", - " circle_marker_919f1ca683fdad6dfa104a312a90b253.bindPopup(popup_cacda0283f6846b72c3157b52fdc6022)\n", + " circle_marker_56c320626d4a4cedd1ccb1e97ae3913e.bindPopup(popup_44aa7eaa2e23f3b91e1801b977a06720)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_902323f4c7e52a63747e9435dd22cf3c = L.circleMarker(\n", + " var circle_marker_864dd3afce32075b4411de44ee895508 = L.circleMarker(\n", " [37.75451800575868, -122.41153810982007],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3e96d27d88d9da657ce87baea702e4d9 = L.popup({"maxWidth": "100%"});\n", + " var popup_a8f43208aefcbe794670ee7ada0c7eea = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_17ee5b87e95cf7b48cf9d3813d0ee6c7 = $(`<div id="html_17ee5b87e95cf7b48cf9d3813d0ee6c7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3e96d27d88d9da657ce87baea702e4d9.setContent(html_17ee5b87e95cf7b48cf9d3813d0ee6c7);\n", + " var html_0905b7012290875eb80c3b0b1fbf873d = $(`<div id="html_0905b7012290875eb80c3b0b1fbf873d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a8f43208aefcbe794670ee7ada0c7eea.setContent(html_0905b7012290875eb80c3b0b1fbf873d);\n", " \n", " \n", "\n", - " circle_marker_902323f4c7e52a63747e9435dd22cf3c.bindPopup(popup_3e96d27d88d9da657ce87baea702e4d9)\n", + " circle_marker_864dd3afce32075b4411de44ee895508.bindPopup(popup_a8f43208aefcbe794670ee7ada0c7eea)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_31db984a3de39d214ff8e1450fc6d659 = L.circleMarker(\n", + " var circle_marker_a95f02adbf3ddb9ab7f00f3cd852b6b7 = L.circleMarker(\n", " [37.735965467842085, -122.4232014632692],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f7bf19cb6a290269fbd172c71a6f6300 = L.popup({"maxWidth": "100%"});\n", + " var popup_53fc7c465f733a8a8c7b395888ab634d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5dcf70cd70cfbe3a532e505c3d3d8af4 = $(`<div id="html_5dcf70cd70cfbe3a532e505c3d3d8af4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f7bf19cb6a290269fbd172c71a6f6300.setContent(html_5dcf70cd70cfbe3a532e505c3d3d8af4);\n", + " var html_2de961f2bb2a37c04dd0028d49d4c43b = $(`<div id="html_2de961f2bb2a37c04dd0028d49d4c43b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_53fc7c465f733a8a8c7b395888ab634d.setContent(html_2de961f2bb2a37c04dd0028d49d4c43b);\n", " \n", " \n", "\n", - " circle_marker_31db984a3de39d214ff8e1450fc6d659.bindPopup(popup_f7bf19cb6a290269fbd172c71a6f6300)\n", + " circle_marker_a95f02adbf3ddb9ab7f00f3cd852b6b7.bindPopup(popup_53fc7c465f733a8a8c7b395888ab634d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a1ec23868351a1b7d75f06a90ec832e6 = L.circleMarker(\n", + " var circle_marker_45df9897e5d2fa5753a9ca22b73f74ec = L.circleMarker(\n", " [37.74400636648324, -122.42051691306378],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_388e6cf7194152b2b58908ea4bb4e1db = L.popup({"maxWidth": "100%"});\n", + " var popup_2c918ffb59337c23ce54074bee333e9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9bff7449206931c4d5f5f1c26c61e4a7 = $(`<div id="html_9bff7449206931c4d5f5f1c26c61e4a7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_388e6cf7194152b2b58908ea4bb4e1db.setContent(html_9bff7449206931c4d5f5f1c26c61e4a7);\n", + " var html_5fe0622f9dc5340add06949f91daa5c8 = $(`<div id="html_5fe0622f9dc5340add06949f91daa5c8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2c918ffb59337c23ce54074bee333e9e.setContent(html_5fe0622f9dc5340add06949f91daa5c8);\n", " \n", " \n", "\n", - " circle_marker_a1ec23868351a1b7d75f06a90ec832e6.bindPopup(popup_388e6cf7194152b2b58908ea4bb4e1db)\n", + " circle_marker_45df9897e5d2fa5753a9ca22b73f74ec.bindPopup(popup_2c918ffb59337c23ce54074bee333e9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_867ad9df3560c2e8e41fb0d428e886f2 = L.circleMarker(\n", + " var circle_marker_ef2b72d78ad97f1dcfd9157c79867b70 = L.circleMarker(\n", " [37.74657122463306, -122.4140060513352],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_71caa14f6b926301249bdc6b21ef4a05 = L.popup({"maxWidth": "100%"});\n", + " var popup_250b11b3a81f8ea20a0313e965a42f56 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e0713dc90fc25266f488874a73d77e40 = $(`<div id="html_e0713dc90fc25266f488874a73d77e40" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_71caa14f6b926301249bdc6b21ef4a05.setContent(html_e0713dc90fc25266f488874a73d77e40);\n", + " var html_98bcdd4b863d71ad75e80438f22a09f4 = $(`<div id="html_98bcdd4b863d71ad75e80438f22a09f4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_250b11b3a81f8ea20a0313e965a42f56.setContent(html_98bcdd4b863d71ad75e80438f22a09f4);\n", " \n", " \n", "\n", - " circle_marker_867ad9df3560c2e8e41fb0d428e886f2.bindPopup(popup_71caa14f6b926301249bdc6b21ef4a05)\n", + " circle_marker_ef2b72d78ad97f1dcfd9157c79867b70.bindPopup(popup_250b11b3a81f8ea20a0313e965a42f56)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fe9087b2ae7a0de36347b416bb064277 = L.circleMarker(\n", + " var circle_marker_51a1283fa6f95450bebcd8a7759b0383 = L.circleMarker(\n", " [37.737074528368524, -122.42323994562125],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e8d4e78bf7db9f7be8e0dd2324f168a3 = L.popup({"maxWidth": "100%"});\n", + " var popup_242106b27d3fc44c65359b0ba30d2279 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_438afd8b56d9b02372bb0b1ac2ad0f45 = $(`<div id="html_438afd8b56d9b02372bb0b1ac2ad0f45" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e8d4e78bf7db9f7be8e0dd2324f168a3.setContent(html_438afd8b56d9b02372bb0b1ac2ad0f45);\n", + " var html_a992f63a074416743ef7713c36095b42 = $(`<div id="html_a992f63a074416743ef7713c36095b42" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_242106b27d3fc44c65359b0ba30d2279.setContent(html_a992f63a074416743ef7713c36095b42);\n", " \n", " \n", "\n", - " circle_marker_fe9087b2ae7a0de36347b416bb064277.bindPopup(popup_e8d4e78bf7db9f7be8e0dd2324f168a3)\n", + " circle_marker_51a1283fa6f95450bebcd8a7759b0383.bindPopup(popup_242106b27d3fc44c65359b0ba30d2279)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7467d36d91d17b3a6482a226adbcb2f8 = L.circleMarker(\n", + " var circle_marker_480b2e4303e17d5fc3c6a8ed2014d29f = L.circleMarker(\n", " [37.74022473080378, -122.41188716363442],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d8dcc95caed73eb6c2eaea04157ebb83 = L.popup({"maxWidth": "100%"});\n", + " var popup_5b9bebca00b43334788b2ddb015f284f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1f5b136e4f8062a9e9d6bc0595b73009 = $(`<div id="html_1f5b136e4f8062a9e9d6bc0595b73009" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d8dcc95caed73eb6c2eaea04157ebb83.setContent(html_1f5b136e4f8062a9e9d6bc0595b73009);\n", + " var html_3af17296fb76c39b14f2e434018dee95 = $(`<div id="html_3af17296fb76c39b14f2e434018dee95" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5b9bebca00b43334788b2ddb015f284f.setContent(html_3af17296fb76c39b14f2e434018dee95);\n", " \n", " \n", "\n", - " circle_marker_7467d36d91d17b3a6482a226adbcb2f8.bindPopup(popup_d8dcc95caed73eb6c2eaea04157ebb83)\n", + " circle_marker_480b2e4303e17d5fc3c6a8ed2014d29f.bindPopup(popup_5b9bebca00b43334788b2ddb015f284f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_10591ccef101652290a7fe5edfee1370 = L.circleMarker(\n", + " var circle_marker_d5ae6d359a3a1997bd5cf29f1c37297f = L.circleMarker(\n", " [37.73992108767487, -122.4166609618889],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a8611d2d3da3afccf9bb35f770d95f18 = L.popup({"maxWidth": "100%"});\n", + " var popup_8ca5891cb056bee78aca0685173ab099 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d11f6f082410732b6550f109bffe1631 = $(`<div id="html_d11f6f082410732b6550f109bffe1631" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a8611d2d3da3afccf9bb35f770d95f18.setContent(html_d11f6f082410732b6550f109bffe1631);\n", + " var html_4073313ddf9a3cd921eb40d2e3cd1c1a = $(`<div id="html_4073313ddf9a3cd921eb40d2e3cd1c1a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8ca5891cb056bee78aca0685173ab099.setContent(html_4073313ddf9a3cd921eb40d2e3cd1c1a);\n", " \n", " \n", "\n", - " circle_marker_10591ccef101652290a7fe5edfee1370.bindPopup(popup_a8611d2d3da3afccf9bb35f770d95f18)\n", + " circle_marker_d5ae6d359a3a1997bd5cf29f1c37297f.bindPopup(popup_8ca5891cb056bee78aca0685173ab099)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9e885fb34f82c2c01ef615d8eb6852a8 = L.circleMarker(\n", + " var circle_marker_a4dc051fb70ed5a035803c5466cdddb1 = L.circleMarker(\n", " [37.735330127834594, -122.42451537332036],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c5a72d70daf85064c3c69c6ea6e87c40 = L.popup({"maxWidth": "100%"});\n", + " var popup_0509cf99099d87e12005d63869f55ad4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_974e443619c36c8c7f4fa1004750b9f1 = $(`<div id="html_974e443619c36c8c7f4fa1004750b9f1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c5a72d70daf85064c3c69c6ea6e87c40.setContent(html_974e443619c36c8c7f4fa1004750b9f1);\n", + " var html_f4bd0961ba21afb345a3b50ba58d789f = $(`<div id="html_f4bd0961ba21afb345a3b50ba58d789f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0509cf99099d87e12005d63869f55ad4.setContent(html_f4bd0961ba21afb345a3b50ba58d789f);\n", " \n", " \n", "\n", - " circle_marker_9e885fb34f82c2c01ef615d8eb6852a8.bindPopup(popup_c5a72d70daf85064c3c69c6ea6e87c40)\n", + " circle_marker_a4dc051fb70ed5a035803c5466cdddb1.bindPopup(popup_0509cf99099d87e12005d63869f55ad4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c41dd13fc439463255695102165017f0 = L.circleMarker(\n", + " var circle_marker_451681e5f488414721718b383e805621 = L.circleMarker(\n", " [37.73628248971779, -122.41180484101163],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8372428763b9f91ede6dc1850cdf9d4c = L.popup({"maxWidth": "100%"});\n", + " var popup_436ae32f518b0f147e0ab9fba9476178 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_627758651062c8bd6af3512df97331c4 = $(`<div id="html_627758651062c8bd6af3512df97331c4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8372428763b9f91ede6dc1850cdf9d4c.setContent(html_627758651062c8bd6af3512df97331c4);\n", + " var html_0c6970281817862e9c3de2b78ddeb807 = $(`<div id="html_0c6970281817862e9c3de2b78ddeb807" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_436ae32f518b0f147e0ab9fba9476178.setContent(html_0c6970281817862e9c3de2b78ddeb807);\n", " \n", " \n", "\n", - " circle_marker_c41dd13fc439463255695102165017f0.bindPopup(popup_8372428763b9f91ede6dc1850cdf9d4c)\n", + " circle_marker_451681e5f488414721718b383e805621.bindPopup(popup_436ae32f518b0f147e0ab9fba9476178)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d05878f51553070d8bab0071eb01f674 = L.circleMarker(\n", + " var circle_marker_4cdb1be8a63296a54d4d0094f3ec197e = L.circleMarker(\n", " [37.74417809964479, -122.42355414116491],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_17dbbf157954218af820fae5f61124b9 = L.popup({"maxWidth": "100%"});\n", + " var popup_1f4bf0a2a39b8631678438eaa5c84f5d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fd18c58ac7ef1e925e845b3ee080a06f = $(`<div id="html_fd18c58ac7ef1e925e845b3ee080a06f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_17dbbf157954218af820fae5f61124b9.setContent(html_fd18c58ac7ef1e925e845b3ee080a06f);\n", + " var html_99a4cd1ed9f9954678f2592a08003719 = $(`<div id="html_99a4cd1ed9f9954678f2592a08003719" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1f4bf0a2a39b8631678438eaa5c84f5d.setContent(html_99a4cd1ed9f9954678f2592a08003719);\n", " \n", " \n", "\n", - " circle_marker_d05878f51553070d8bab0071eb01f674.bindPopup(popup_17dbbf157954218af820fae5f61124b9)\n", + " circle_marker_4cdb1be8a63296a54d4d0094f3ec197e.bindPopup(popup_1f4bf0a2a39b8631678438eaa5c84f5d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_814383321894ccc1a36c55a21c29280f = L.circleMarker(\n", + " var circle_marker_76bf3376142622d42e8e299eb9b2c4f3 = L.circleMarker(\n", " [37.75226474936023, -122.40361589363022],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a3c8695bd8f97a5152d4637f0114fbde = L.popup({"maxWidth": "100%"});\n", + " var popup_2f3d0c77dc926eeadc05b7cfda4e7c00 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5dadd7e508ce59c36c56b914723714de = $(`<div id="html_5dadd7e508ce59c36c56b914723714de" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a3c8695bd8f97a5152d4637f0114fbde.setContent(html_5dadd7e508ce59c36c56b914723714de);\n", + " var html_42a57028117811d3563dd254c57ab206 = $(`<div id="html_42a57028117811d3563dd254c57ab206" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2f3d0c77dc926eeadc05b7cfda4e7c00.setContent(html_42a57028117811d3563dd254c57ab206);\n", " \n", " \n", "\n", - " circle_marker_814383321894ccc1a36c55a21c29280f.bindPopup(popup_a3c8695bd8f97a5152d4637f0114fbde)\n", + " circle_marker_76bf3376142622d42e8e299eb9b2c4f3.bindPopup(popup_2f3d0c77dc926eeadc05b7cfda4e7c00)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cb9c9517e9bde908cc8c8534f91525e4 = L.circleMarker(\n", + " var circle_marker_3b59efed58b6887e238d7eaf960a7d87 = L.circleMarker(\n", " [37.735666491828425, -122.4213505852644],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_90fb0abab9940b72d1c41a58e5e2f07e = L.popup({"maxWidth": "100%"});\n", + " var popup_ec8334feec2b4f1c7a500b1b0398dd9b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_31915633586fa7aa2ab09f0ef5ba5635 = $(`<div id="html_31915633586fa7aa2ab09f0ef5ba5635" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_90fb0abab9940b72d1c41a58e5e2f07e.setContent(html_31915633586fa7aa2ab09f0ef5ba5635);\n", + " var html_0cc64f1dfd9b342f447889024be48497 = $(`<div id="html_0cc64f1dfd9b342f447889024be48497" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ec8334feec2b4f1c7a500b1b0398dd9b.setContent(html_0cc64f1dfd9b342f447889024be48497);\n", " \n", " \n", "\n", - " circle_marker_cb9c9517e9bde908cc8c8534f91525e4.bindPopup(popup_90fb0abab9940b72d1c41a58e5e2f07e)\n", + " circle_marker_3b59efed58b6887e238d7eaf960a7d87.bindPopup(popup_ec8334feec2b4f1c7a500b1b0398dd9b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9c836ca8b98172ea7e87b555184979bb = L.circleMarker(\n", + " var circle_marker_e7016942ebed0bf420bcd3dfa59be6b9 = L.circleMarker(\n", " [37.73561618691874, -122.42100984111212],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2843ae9c1d201d44762279d2fcb5d580 = L.popup({"maxWidth": "100%"});\n", + " var popup_7991e27bcd944b702eff0a14423d961e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4714b9679943ece3ed781c15b719cdf6 = $(`<div id="html_4714b9679943ece3ed781c15b719cdf6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2843ae9c1d201d44762279d2fcb5d580.setContent(html_4714b9679943ece3ed781c15b719cdf6);\n", + " var html_f19cfec63b4d0aaecf39cf29b08fca6f = $(`<div id="html_f19cfec63b4d0aaecf39cf29b08fca6f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7991e27bcd944b702eff0a14423d961e.setContent(html_f19cfec63b4d0aaecf39cf29b08fca6f);\n", " \n", " \n", "\n", - " circle_marker_9c836ca8b98172ea7e87b555184979bb.bindPopup(popup_2843ae9c1d201d44762279d2fcb5d580)\n", + " circle_marker_e7016942ebed0bf420bcd3dfa59be6b9.bindPopup(popup_7991e27bcd944b702eff0a14423d961e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_db3ca042ee4e6e110e0d6491479ddd2e = L.circleMarker(\n", + " var circle_marker_2076b0e910d23d624398d5208fc2f475 = L.circleMarker(\n", " [37.74573767903614, -122.42045162186741],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8c93da5eff78b68d23c76fc726669810 = L.popup({"maxWidth": "100%"});\n", + " var popup_2acdd08ac4043e32d75f9add1d645d6a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dcde1b08aa1128d1886744d5769225fd = $(`<div id="html_dcde1b08aa1128d1886744d5769225fd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8c93da5eff78b68d23c76fc726669810.setContent(html_dcde1b08aa1128d1886744d5769225fd);\n", + " var html_a4255ad8d63a237ee4242143c79e0b20 = $(`<div id="html_a4255ad8d63a237ee4242143c79e0b20" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2acdd08ac4043e32d75f9add1d645d6a.setContent(html_a4255ad8d63a237ee4242143c79e0b20);\n", " \n", " \n", "\n", - " circle_marker_db3ca042ee4e6e110e0d6491479ddd2e.bindPopup(popup_8c93da5eff78b68d23c76fc726669810)\n", + " circle_marker_2076b0e910d23d624398d5208fc2f475.bindPopup(popup_2acdd08ac4043e32d75f9add1d645d6a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_37a5a59a1a9278fc8358bf5ea6ea40dc = L.circleMarker(\n", + " var circle_marker_e57f6b4ceadca4b3f8e9aeff3fc5befc = L.circleMarker(\n", " [37.74063905928569, -122.4140979332363],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_488207df8d35a6ec2eab8f371ef27cb4 = L.popup({"maxWidth": "100%"});\n", + " var popup_8c1407ca2d819e4e6dc2e43e15d59bc7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_526cfab109b3bf285d5d73853206090c = $(`<div id="html_526cfab109b3bf285d5d73853206090c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_488207df8d35a6ec2eab8f371ef27cb4.setContent(html_526cfab109b3bf285d5d73853206090c);\n", + " var html_3edf0b96cffa7a3e5336a2d878e5d720 = $(`<div id="html_3edf0b96cffa7a3e5336a2d878e5d720" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8c1407ca2d819e4e6dc2e43e15d59bc7.setContent(html_3edf0b96cffa7a3e5336a2d878e5d720);\n", " \n", " \n", "\n", - " circle_marker_37a5a59a1a9278fc8358bf5ea6ea40dc.bindPopup(popup_488207df8d35a6ec2eab8f371ef27cb4)\n", + " circle_marker_e57f6b4ceadca4b3f8e9aeff3fc5befc.bindPopup(popup_8c1407ca2d819e4e6dc2e43e15d59bc7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b7ef8aa35d0ba6d049f132266810f521 = L.circleMarker(\n", + " var circle_marker_54fd148639bbd9af0e9d82426f2ac954 = L.circleMarker(\n", " [37.73476727461245, -122.41520587274562],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_59406d829cb6d0497b9ee7819ab437f4 = L.popup({"maxWidth": "100%"});\n", + " var popup_f525916cbcda53d341cf8842fd4f8bff = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bf65103223396085c77993017d808f0e = $(`<div id="html_bf65103223396085c77993017d808f0e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_59406d829cb6d0497b9ee7819ab437f4.setContent(html_bf65103223396085c77993017d808f0e);\n", + " var html_d438b2ffa3c9c4a10c3e967167ee08c5 = $(`<div id="html_d438b2ffa3c9c4a10c3e967167ee08c5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f525916cbcda53d341cf8842fd4f8bff.setContent(html_d438b2ffa3c9c4a10c3e967167ee08c5);\n", " \n", " \n", "\n", - " circle_marker_b7ef8aa35d0ba6d049f132266810f521.bindPopup(popup_59406d829cb6d0497b9ee7819ab437f4)\n", + " circle_marker_54fd148639bbd9af0e9d82426f2ac954.bindPopup(popup_f525916cbcda53d341cf8842fd4f8bff)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2a202d3bbabab1967cb6493f955ed982 = L.circleMarker(\n", + " var circle_marker_7998c6470f5193a79432266f845a0000 = L.circleMarker(\n", " [37.76337653617459, -122.41385911135957],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5a35bcc1dffe19719d214842c262b336 = L.popup({"maxWidth": "100%"});\n", + " var popup_ac9a593b2349db959e82da0a8165e85c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e571127c2f40c4643f321a8585b369e5 = $(`<div id="html_e571127c2f40c4643f321a8585b369e5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5a35bcc1dffe19719d214842c262b336.setContent(html_e571127c2f40c4643f321a8585b369e5);\n", + " var html_baf8b9d753d4413a552f509745c80264 = $(`<div id="html_baf8b9d753d4413a552f509745c80264" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ac9a593b2349db959e82da0a8165e85c.setContent(html_baf8b9d753d4413a552f509745c80264);\n", " \n", " \n", "\n", - " circle_marker_2a202d3bbabab1967cb6493f955ed982.bindPopup(popup_5a35bcc1dffe19719d214842c262b336)\n", + " circle_marker_7998c6470f5193a79432266f845a0000.bindPopup(popup_ac9a593b2349db959e82da0a8165e85c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e673946d078e808555b5d5373226908a = L.circleMarker(\n", + " var circle_marker_25dcbe1851cbe2a391b970c29e7a8b6a = L.circleMarker(\n", " [37.754407470692996, -122.42043665185116],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_53f1001712efa2adf2119d469a79c24b = L.popup({"maxWidth": "100%"});\n", + " var popup_0141d8b5291dcc47baa7f8a107f3c2da = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ce200b0214cf9e89620a0b91d2ed9d04 = $(`<div id="html_ce200b0214cf9e89620a0b91d2ed9d04" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_53f1001712efa2adf2119d469a79c24b.setContent(html_ce200b0214cf9e89620a0b91d2ed9d04);\n", + " var html_e436caf3d12ee1d499cd0c6ab7afe54e = $(`<div id="html_e436caf3d12ee1d499cd0c6ab7afe54e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0141d8b5291dcc47baa7f8a107f3c2da.setContent(html_e436caf3d12ee1d499cd0c6ab7afe54e);\n", " \n", " \n", "\n", - " circle_marker_e673946d078e808555b5d5373226908a.bindPopup(popup_53f1001712efa2adf2119d469a79c24b)\n", + " circle_marker_25dcbe1851cbe2a391b970c29e7a8b6a.bindPopup(popup_0141d8b5291dcc47baa7f8a107f3c2da)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4cf22c3d9340d73e756428a001e780d8 = L.circleMarker(\n", + " var circle_marker_98b8aee62cbfff4bde34e6c83ff6dedf = L.circleMarker(\n", " [37.75608277408665, -122.4252097738284],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_faa5a7571daa13125e317a17c17b230f = L.popup({"maxWidth": "100%"});\n", + " var popup_0f581f1ba40f70c596ff9eef7b5de83b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_35ec07d04d9e159e22f9d5f9356184c0 = $(`<div id="html_35ec07d04d9e159e22f9d5f9356184c0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_faa5a7571daa13125e317a17c17b230f.setContent(html_35ec07d04d9e159e22f9d5f9356184c0);\n", + " var html_29d1cea55bc51fa5c61b8a12ec933c16 = $(`<div id="html_29d1cea55bc51fa5c61b8a12ec933c16" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0f581f1ba40f70c596ff9eef7b5de83b.setContent(html_29d1cea55bc51fa5c61b8a12ec933c16);\n", " \n", " \n", "\n", - " circle_marker_4cf22c3d9340d73e756428a001e780d8.bindPopup(popup_faa5a7571daa13125e317a17c17b230f)\n", + " circle_marker_98b8aee62cbfff4bde34e6c83ff6dedf.bindPopup(popup_0f581f1ba40f70c596ff9eef7b5de83b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_906545cc57eab6ab61099644f073e3e7 = L.circleMarker(\n", + " var circle_marker_42e14182d0b786c4669da9da3b9b16de = L.circleMarker(\n", " [37.73782393776602, -122.42118193788865],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_00733bc15adcf8f73e3ef0902b600fbd = L.popup({"maxWidth": "100%"});\n", + " var popup_2d81ae7d370dbb17bdbbcb7372301640 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_20299f627f6d5a7767dc6e554ab8a102 = $(`<div id="html_20299f627f6d5a7767dc6e554ab8a102" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_00733bc15adcf8f73e3ef0902b600fbd.setContent(html_20299f627f6d5a7767dc6e554ab8a102);\n", + " var html_190a678e7db35da81631dc7d394df952 = $(`<div id="html_190a678e7db35da81631dc7d394df952" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2d81ae7d370dbb17bdbbcb7372301640.setContent(html_190a678e7db35da81631dc7d394df952);\n", " \n", " \n", "\n", - " circle_marker_906545cc57eab6ab61099644f073e3e7.bindPopup(popup_00733bc15adcf8f73e3ef0902b600fbd)\n", + " circle_marker_42e14182d0b786c4669da9da3b9b16de.bindPopup(popup_2d81ae7d370dbb17bdbbcb7372301640)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_818bea29c195548da3bbfce2ace98633 = L.circleMarker(\n", + " var circle_marker_43b23aadd2d28e096e6991e0c84a3eb8 = L.circleMarker(\n", " [37.740797233065884, -122.41125572058564],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_84fc804cba5d84f255c2af2deb27ba69 = L.popup({"maxWidth": "100%"});\n", + " var popup_1ada7b71f4f3f0d1806949cfc0b6b110 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d90cde78bb85e08ff10126745a96d2fd = $(`<div id="html_d90cde78bb85e08ff10126745a96d2fd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_84fc804cba5d84f255c2af2deb27ba69.setContent(html_d90cde78bb85e08ff10126745a96d2fd);\n", + " var html_5242e3586baa7b8603091c54766057c4 = $(`<div id="html_5242e3586baa7b8603091c54766057c4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1ada7b71f4f3f0d1806949cfc0b6b110.setContent(html_5242e3586baa7b8603091c54766057c4);\n", " \n", " \n", "\n", - " circle_marker_818bea29c195548da3bbfce2ace98633.bindPopup(popup_84fc804cba5d84f255c2af2deb27ba69)\n", + " circle_marker_43b23aadd2d28e096e6991e0c84a3eb8.bindPopup(popup_1ada7b71f4f3f0d1806949cfc0b6b110)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2eb6b284285d81376cbffda6335e4a5e = L.circleMarker(\n", + " var circle_marker_bd408f8070bd61244e9b580315061c17 = L.circleMarker(\n", " [37.76450303329318, -122.40978938157065],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d35164bfb10fa0831e4cb73387138151 = L.popup({"maxWidth": "100%"});\n", + " var popup_4abeae358fac50285790a159e3ca1913 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_65e2bcc94d1a3673859d162352fdad6f = $(`<div id="html_65e2bcc94d1a3673859d162352fdad6f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d35164bfb10fa0831e4cb73387138151.setContent(html_65e2bcc94d1a3673859d162352fdad6f);\n", + " var html_d4104b025bc59e6df8116af722759f5c = $(`<div id="html_d4104b025bc59e6df8116af722759f5c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4abeae358fac50285790a159e3ca1913.setContent(html_d4104b025bc59e6df8116af722759f5c);\n", " \n", " \n", "\n", - " circle_marker_2eb6b284285d81376cbffda6335e4a5e.bindPopup(popup_d35164bfb10fa0831e4cb73387138151)\n", + " circle_marker_bd408f8070bd61244e9b580315061c17.bindPopup(popup_4abeae358fac50285790a159e3ca1913)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6544140436e11a9868a4636c72027bdd = L.circleMarker(\n", + " var circle_marker_a0b5eed82bd191c62a3ac5d9a92cf690 = L.circleMarker(\n", " [37.75128223638914, -122.42222086466421],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_82112f92ba43fd4a1079577866405b90 = L.popup({"maxWidth": "100%"});\n", + " var popup_6ba9059b5341399c42f2b9e73d68f5a5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e3c031f3a454349a43b15219f456c322 = $(`<div id="html_e3c031f3a454349a43b15219f456c322" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_82112f92ba43fd4a1079577866405b90.setContent(html_e3c031f3a454349a43b15219f456c322);\n", + " var html_97f668b2fe7eae8a4e98620f2c4d8a79 = $(`<div id="html_97f668b2fe7eae8a4e98620f2c4d8a79" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6ba9059b5341399c42f2b9e73d68f5a5.setContent(html_97f668b2fe7eae8a4e98620f2c4d8a79);\n", " \n", " \n", "\n", - " circle_marker_6544140436e11a9868a4636c72027bdd.bindPopup(popup_82112f92ba43fd4a1079577866405b90)\n", + " circle_marker_a0b5eed82bd191c62a3ac5d9a92cf690.bindPopup(popup_6ba9059b5341399c42f2b9e73d68f5a5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9fff73bb75b4fbd475221485e74a6c76 = L.circleMarker(\n", + " var circle_marker_487cbc17cff11624cb8b89123c0eb4a5 = L.circleMarker(\n", " [37.751148483269525, -122.41344777640442],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9bf09d8894d09d907a8f645e5487edd5 = L.popup({"maxWidth": "100%"});\n", + " var popup_40e1925a1671ac94d67f808d62d018e6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1c0bf56e9dd451616211d3e29db440e6 = $(`<div id="html_1c0bf56e9dd451616211d3e29db440e6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9bf09d8894d09d907a8f645e5487edd5.setContent(html_1c0bf56e9dd451616211d3e29db440e6);\n", + " var html_5a593f9a8b4d29e4a343c18ee98700a3 = $(`<div id="html_5a593f9a8b4d29e4a343c18ee98700a3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_40e1925a1671ac94d67f808d62d018e6.setContent(html_5a593f9a8b4d29e4a343c18ee98700a3);\n", " \n", " \n", "\n", - " circle_marker_9fff73bb75b4fbd475221485e74a6c76.bindPopup(popup_9bf09d8894d09d907a8f645e5487edd5)\n", + " circle_marker_487cbc17cff11624cb8b89123c0eb4a5.bindPopup(popup_40e1925a1671ac94d67f808d62d018e6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_aaa66e52be744e4cfd35a10abf56620c = L.circleMarker(\n", + " var circle_marker_b5afa02332995cf7653fa55688c2afb4 = L.circleMarker(\n", " [37.76417974814643, -122.42287692579625],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ea6d53906b502e1427e1946a4c2d2791 = L.popup({"maxWidth": "100%"});\n", + " var popup_3113474f2ca01ddad582096b0001bd3a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f38e0cd339b1844284ec48c25d854fb = $(`<div id="html_6f38e0cd339b1844284ec48c25d854fb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ea6d53906b502e1427e1946a4c2d2791.setContent(html_6f38e0cd339b1844284ec48c25d854fb);\n", + " var html_ce647c4bacb169cc49e90903ab35ae6e = $(`<div id="html_ce647c4bacb169cc49e90903ab35ae6e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3113474f2ca01ddad582096b0001bd3a.setContent(html_ce647c4bacb169cc49e90903ab35ae6e);\n", " \n", " \n", "\n", - " circle_marker_aaa66e52be744e4cfd35a10abf56620c.bindPopup(popup_ea6d53906b502e1427e1946a4c2d2791)\n", + " circle_marker_b5afa02332995cf7653fa55688c2afb4.bindPopup(popup_3113474f2ca01ddad582096b0001bd3a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3ca179a0143e0f3552da109741afc4a8 = L.circleMarker(\n", + " var circle_marker_ac842e927e0aa0d78a3747c8d0eeadc9 = L.circleMarker(\n", " [37.760537804214785, -122.41715126382405],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_48c9bb4397ce36857fc0f37949c16c35 = L.popup({"maxWidth": "100%"});\n", + " var popup_d149ec5000fdad9f7757e4c60f1ca193 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1ebc7143e8c46b89f909db9e1fb36f2a = $(`<div id="html_1ebc7143e8c46b89f909db9e1fb36f2a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_48c9bb4397ce36857fc0f37949c16c35.setContent(html_1ebc7143e8c46b89f909db9e1fb36f2a);\n", + " var html_d39fcc5151c4df5f5dda1f9f7c57b402 = $(`<div id="html_d39fcc5151c4df5f5dda1f9f7c57b402" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d149ec5000fdad9f7757e4c60f1ca193.setContent(html_d39fcc5151c4df5f5dda1f9f7c57b402);\n", " \n", " \n", "\n", - " circle_marker_3ca179a0143e0f3552da109741afc4a8.bindPopup(popup_48c9bb4397ce36857fc0f37949c16c35)\n", + " circle_marker_ac842e927e0aa0d78a3747c8d0eeadc9.bindPopup(popup_d149ec5000fdad9f7757e4c60f1ca193)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bfd4597c6eea21c480e44bf2506c73a5 = L.circleMarker(\n", + " var circle_marker_31e99049c7f0d3fc891671895d4f369c = L.circleMarker(\n", " [37.74173662069288, -122.41070210763999],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f345b4d75370bc5af8e57d056832fbb7 = L.popup({"maxWidth": "100%"});\n", + " var popup_8023e21a1905b0d907b1e260557748e7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_872fc148dda16e6d4be3763fc252f4fc = $(`<div id="html_872fc148dda16e6d4be3763fc252f4fc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f345b4d75370bc5af8e57d056832fbb7.setContent(html_872fc148dda16e6d4be3763fc252f4fc);\n", + " var html_b62b4ed7a32ff9f998b852c3ce67a8f6 = $(`<div id="html_b62b4ed7a32ff9f998b852c3ce67a8f6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8023e21a1905b0d907b1e260557748e7.setContent(html_b62b4ed7a32ff9f998b852c3ce67a8f6);\n", " \n", " \n", "\n", - " circle_marker_bfd4597c6eea21c480e44bf2506c73a5.bindPopup(popup_f345b4d75370bc5af8e57d056832fbb7)\n", + " circle_marker_31e99049c7f0d3fc891671895d4f369c.bindPopup(popup_8023e21a1905b0d907b1e260557748e7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_caf8f1670cb03ad061a027316010f0d6 = L.circleMarker(\n", + " var circle_marker_50f6daf052f62f8b4716e15304ef133c = L.circleMarker(\n", " [37.74512952861252, -122.40778058291968],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_da62a94f3926467dcfd62a8345ec5945 = L.popup({"maxWidth": "100%"});\n", + " var popup_f7300dd52e0b5d7d8e06e7be79ce9430 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_20fc2d96094f58401eab6b228e3f02c7 = $(`<div id="html_20fc2d96094f58401eab6b228e3f02c7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_da62a94f3926467dcfd62a8345ec5945.setContent(html_20fc2d96094f58401eab6b228e3f02c7);\n", + " var html_25a27309d0b5621f2ab23df1916928c2 = $(`<div id="html_25a27309d0b5621f2ab23df1916928c2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f7300dd52e0b5d7d8e06e7be79ce9430.setContent(html_25a27309d0b5621f2ab23df1916928c2);\n", " \n", " \n", "\n", - " circle_marker_caf8f1670cb03ad061a027316010f0d6.bindPopup(popup_da62a94f3926467dcfd62a8345ec5945)\n", + " circle_marker_50f6daf052f62f8b4716e15304ef133c.bindPopup(popup_f7300dd52e0b5d7d8e06e7be79ce9430)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b8ef6e09e7bc7553744a606d004a1cce = L.circleMarker(\n", + " var circle_marker_c2cf9a2e2486f2196a13fd6a4e9048ee = L.circleMarker(\n", " [37.75145743334203, -122.40606052669463],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_921176134d51d86f1e50d70c0af72d3b = L.popup({"maxWidth": "100%"});\n", + " var popup_88caab2cf1f13f2bd36c976471edb49c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3bcd47943b86584e1bebb2ef6b74ce07 = $(`<div id="html_3bcd47943b86584e1bebb2ef6b74ce07" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_921176134d51d86f1e50d70c0af72d3b.setContent(html_3bcd47943b86584e1bebb2ef6b74ce07);\n", + " var html_3b0e0f39f68cff0297748f982fab8935 = $(`<div id="html_3b0e0f39f68cff0297748f982fab8935" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_88caab2cf1f13f2bd36c976471edb49c.setContent(html_3b0e0f39f68cff0297748f982fab8935);\n", " \n", " \n", "\n", - " circle_marker_b8ef6e09e7bc7553744a606d004a1cce.bindPopup(popup_921176134d51d86f1e50d70c0af72d3b)\n", + " circle_marker_c2cf9a2e2486f2196a13fd6a4e9048ee.bindPopup(popup_88caab2cf1f13f2bd36c976471edb49c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_792f643c74db534cd1b3b3aaed1587ce = L.circleMarker(\n", + " var circle_marker_c381e8f953cd13d20edab48d37ce28af = L.circleMarker(\n", " [37.75526782189698, -122.40604437109245],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5d9e86ffbc803ef9419b74ad8d16810b = L.popup({"maxWidth": "100%"});\n", + " var popup_d2fbd1326d669918cd229aa949b3d4ff = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d6956bd5b08c3e40c944589698369114 = $(`<div id="html_d6956bd5b08c3e40c944589698369114" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5d9e86ffbc803ef9419b74ad8d16810b.setContent(html_d6956bd5b08c3e40c944589698369114);\n", + " var html_e15f33518a68d21e6c5f00315c55dedc = $(`<div id="html_e15f33518a68d21e6c5f00315c55dedc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d2fbd1326d669918cd229aa949b3d4ff.setContent(html_e15f33518a68d21e6c5f00315c55dedc);\n", " \n", " \n", "\n", - " circle_marker_792f643c74db534cd1b3b3aaed1587ce.bindPopup(popup_5d9e86ffbc803ef9419b74ad8d16810b)\n", + " circle_marker_c381e8f953cd13d20edab48d37ce28af.bindPopup(popup_d2fbd1326d669918cd229aa949b3d4ff)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cc53d947316622743c1f3c861985f4d2 = L.circleMarker(\n", + " var circle_marker_fa2b57ddeec8218964fe76527e64338e = L.circleMarker(\n", " [37.74871935743222, -122.41004340162493],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6d86a93ab736a6789822c65e6fe6c75a = L.popup({"maxWidth": "100%"});\n", + " var popup_4fbbc819f4b95ecf88533b454b946f42 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a5ec2bbf18caafc09e4adebdc766b0e3 = $(`<div id="html_a5ec2bbf18caafc09e4adebdc766b0e3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6d86a93ab736a6789822c65e6fe6c75a.setContent(html_a5ec2bbf18caafc09e4adebdc766b0e3);\n", + " var html_c40398da31c61601ade735b7b50e7a2c = $(`<div id="html_c40398da31c61601ade735b7b50e7a2c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4fbbc819f4b95ecf88533b454b946f42.setContent(html_c40398da31c61601ade735b7b50e7a2c);\n", " \n", " \n", "\n", - " circle_marker_cc53d947316622743c1f3c861985f4d2.bindPopup(popup_6d86a93ab736a6789822c65e6fe6c75a)\n", + " circle_marker_fa2b57ddeec8218964fe76527e64338e.bindPopup(popup_4fbbc819f4b95ecf88533b454b946f42)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d6f3e8db15b3372085c7813ddd0d97db = L.circleMarker(\n", + " var circle_marker_5c2663f37effebd9746938f2d7dd6be2 = L.circleMarker(\n", " [37.75360537634322, -122.40414432663103],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6c773dacea04cb2d8131b0cb99377cd7 = L.popup({"maxWidth": "100%"});\n", + " var popup_885ebd0b963ca4f5952b9b0851588ee7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bd702dcc1cc8d1aebb23b64e9ffc8a21 = $(`<div id="html_bd702dcc1cc8d1aebb23b64e9ffc8a21" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6c773dacea04cb2d8131b0cb99377cd7.setContent(html_bd702dcc1cc8d1aebb23b64e9ffc8a21);\n", + " var html_3646c92928bd783be02d5f032ccb7c92 = $(`<div id="html_3646c92928bd783be02d5f032ccb7c92" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_885ebd0b963ca4f5952b9b0851588ee7.setContent(html_3646c92928bd783be02d5f032ccb7c92);\n", " \n", " \n", "\n", - " circle_marker_d6f3e8db15b3372085c7813ddd0d97db.bindPopup(popup_6c773dacea04cb2d8131b0cb99377cd7)\n", + " circle_marker_5c2663f37effebd9746938f2d7dd6be2.bindPopup(popup_885ebd0b963ca4f5952b9b0851588ee7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_94a6e3ecc63a004181c4c2c5c74af8ce = L.circleMarker(\n", + " var circle_marker_2fc98cedc67ea20297e7e56729f21926 = L.circleMarker(\n", " [37.75231775479745, -122.41774596037905],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0e623950140060c253c7573273845dd9 = L.popup({"maxWidth": "100%"});\n", + " var popup_333223ac9388f889b4db032da28d2a9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_50589250cae00c2412216b8922368520 = $(`<div id="html_50589250cae00c2412216b8922368520" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0e623950140060c253c7573273845dd9.setContent(html_50589250cae00c2412216b8922368520);\n", + " var html_e8e91275f1e97f8e9c1033a92adab334 = $(`<div id="html_e8e91275f1e97f8e9c1033a92adab334" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_333223ac9388f889b4db032da28d2a9e.setContent(html_e8e91275f1e97f8e9c1033a92adab334);\n", " \n", " \n", "\n", - " circle_marker_94a6e3ecc63a004181c4c2c5c74af8ce.bindPopup(popup_0e623950140060c253c7573273845dd9)\n", + " circle_marker_2fc98cedc67ea20297e7e56729f21926.bindPopup(popup_333223ac9388f889b4db032da28d2a9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_06e7caecf5ba378b8f31c51f248fadae = L.circleMarker(\n", + " var circle_marker_6c0c7fc93a8bf47a03ad00aff1a19aed = L.circleMarker(\n", " [37.74148457789174, -122.41170660507584],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7d17dbf77b9c73710314154b3bb8d2bf = L.popup({"maxWidth": "100%"});\n", + " var popup_4ad4febe68d27eb0c08b0b4020a0a229 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c20dfca5e2c6cc33170686dba6252b35 = $(`<div id="html_c20dfca5e2c6cc33170686dba6252b35" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7d17dbf77b9c73710314154b3bb8d2bf.setContent(html_c20dfca5e2c6cc33170686dba6252b35);\n", + " var html_efcb1207509b08f46f51917c5922f997 = $(`<div id="html_efcb1207509b08f46f51917c5922f997" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4ad4febe68d27eb0c08b0b4020a0a229.setContent(html_efcb1207509b08f46f51917c5922f997);\n", " \n", " \n", "\n", - " circle_marker_06e7caecf5ba378b8f31c51f248fadae.bindPopup(popup_7d17dbf77b9c73710314154b3bb8d2bf)\n", + " circle_marker_6c0c7fc93a8bf47a03ad00aff1a19aed.bindPopup(popup_4ad4febe68d27eb0c08b0b4020a0a229)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_259d43c2521d1324e0d78e874c8c0d37 = L.circleMarker(\n", + " var circle_marker_6675c5860733e69c7c50e495b01fd67f = L.circleMarker(\n", " [37.746234470469986, -122.41278399769651],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6c43a84f5a82e59243cee997afd8af60 = L.popup({"maxWidth": "100%"});\n", + " var popup_e6ab31d110d1d3a9bf55e203dea67806 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_898ff244879c19296861bc25421b13a7 = $(`<div id="html_898ff244879c19296861bc25421b13a7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6c43a84f5a82e59243cee997afd8af60.setContent(html_898ff244879c19296861bc25421b13a7);\n", + " var html_ea67523f254918acba2e3f2827ca8318 = $(`<div id="html_ea67523f254918acba2e3f2827ca8318" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e6ab31d110d1d3a9bf55e203dea67806.setContent(html_ea67523f254918acba2e3f2827ca8318);\n", " \n", " \n", "\n", - " circle_marker_259d43c2521d1324e0d78e874c8c0d37.bindPopup(popup_6c43a84f5a82e59243cee997afd8af60)\n", + " circle_marker_6675c5860733e69c7c50e495b01fd67f.bindPopup(popup_e6ab31d110d1d3a9bf55e203dea67806)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_74ebc07be5fb46366900aa1d7d834eec = L.circleMarker(\n", + " var circle_marker_6b8b4ab1109eac2f04cf7008efbff06a = L.circleMarker(\n", " [37.751786210327225, -122.41401197674212],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_092c6c1877847b80e1899b992ef7d391 = L.popup({"maxWidth": "100%"});\n", + " var popup_e1cf3939074c1e3b56bd6a2091cfb137 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9593aa49a3588b875d30be4ec76aa071 = $(`<div id="html_9593aa49a3588b875d30be4ec76aa071" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_092c6c1877847b80e1899b992ef7d391.setContent(html_9593aa49a3588b875d30be4ec76aa071);\n", + " var html_337f70f8b8830caa010acfd39dcf2139 = $(`<div id="html_337f70f8b8830caa010acfd39dcf2139" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e1cf3939074c1e3b56bd6a2091cfb137.setContent(html_337f70f8b8830caa010acfd39dcf2139);\n", " \n", " \n", "\n", - " circle_marker_74ebc07be5fb46366900aa1d7d834eec.bindPopup(popup_092c6c1877847b80e1899b992ef7d391)\n", + " circle_marker_6b8b4ab1109eac2f04cf7008efbff06a.bindPopup(popup_e1cf3939074c1e3b56bd6a2091cfb137)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a98ffe3f16f5f352682fc250a9d030d0 = L.circleMarker(\n", + " var circle_marker_c63c99a10a733b6f31e2fadaeaa4503f = L.circleMarker(\n", " [37.75392082167846, -122.4139005439404],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b3b0030b5d5a57aada4339784e817d4c = L.popup({"maxWidth": "100%"});\n", + " var popup_cc5171127348bd740f2344e34766bdcf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_af1ef67894dfe7c5a12915873268ecbf = $(`<div id="html_af1ef67894dfe7c5a12915873268ecbf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b3b0030b5d5a57aada4339784e817d4c.setContent(html_af1ef67894dfe7c5a12915873268ecbf);\n", + " var html_9ec02e6ac4571ee62a923dc9bf6f2f5d = $(`<div id="html_9ec02e6ac4571ee62a923dc9bf6f2f5d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_cc5171127348bd740f2344e34766bdcf.setContent(html_9ec02e6ac4571ee62a923dc9bf6f2f5d);\n", " \n", " \n", "\n", - " circle_marker_a98ffe3f16f5f352682fc250a9d030d0.bindPopup(popup_b3b0030b5d5a57aada4339784e817d4c)\n", + " circle_marker_c63c99a10a733b6f31e2fadaeaa4503f.bindPopup(popup_cc5171127348bd740f2344e34766bdcf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_895f9459876339de4dec20a0eac3effd = L.circleMarker(\n", + " var circle_marker_5df4fc50ed9bedcd49a3eb0d4ce50bdf = L.circleMarker(\n", " [37.74632521857674, -122.41191284883185],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3309a24c3ef0f8608814932e9fd801db = L.popup({"maxWidth": "100%"});\n", + " var popup_a92cfc74f1919cf88240dad6ff0d603f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fc828aa3369f920e37580218a5d53c96 = $(`<div id="html_fc828aa3369f920e37580218a5d53c96" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3309a24c3ef0f8608814932e9fd801db.setContent(html_fc828aa3369f920e37580218a5d53c96);\n", + " var html_39b91f01f6014707b7b70b03c33d313c = $(`<div id="html_39b91f01f6014707b7b70b03c33d313c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a92cfc74f1919cf88240dad6ff0d603f.setContent(html_39b91f01f6014707b7b70b03c33d313c);\n", " \n", " \n", "\n", - " circle_marker_895f9459876339de4dec20a0eac3effd.bindPopup(popup_3309a24c3ef0f8608814932e9fd801db)\n", + " circle_marker_5df4fc50ed9bedcd49a3eb0d4ce50bdf.bindPopup(popup_a92cfc74f1919cf88240dad6ff0d603f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b0ab89be1dc611e5ebfbac762184cc59 = L.circleMarker(\n", + " var circle_marker_04307693ee77000d82bf7427755d59d6 = L.circleMarker(\n", " [37.744138258925396, -122.40566585519643],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_26ca7f8d5a576daf22e8359c7c7ef100 = L.popup({"maxWidth": "100%"});\n", + " var popup_0f815de2a54e7e20c68f555917781e79 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_29a78f8489d46decdaac30aac995a08d = $(`<div id="html_29a78f8489d46decdaac30aac995a08d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_26ca7f8d5a576daf22e8359c7c7ef100.setContent(html_29a78f8489d46decdaac30aac995a08d);\n", + " var html_a00795f1307801806088d00f680b056c = $(`<div id="html_a00795f1307801806088d00f680b056c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0f815de2a54e7e20c68f555917781e79.setContent(html_a00795f1307801806088d00f680b056c);\n", " \n", " \n", "\n", - " circle_marker_b0ab89be1dc611e5ebfbac762184cc59.bindPopup(popup_26ca7f8d5a576daf22e8359c7c7ef100)\n", + " circle_marker_04307693ee77000d82bf7427755d59d6.bindPopup(popup_0f815de2a54e7e20c68f555917781e79)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_194ce5ffe4d42a57425aa7283c440f7c = L.circleMarker(\n", + " var circle_marker_4d0c127667fca009aac35bf1790a11e9 = L.circleMarker(\n", " [37.76209659106257, -122.41743903596992],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f0bf6f5db6d1254e410a0946d9ab7b02 = L.popup({"maxWidth": "100%"});\n", + " var popup_e481fb0cef97f9f66f138fb24723c758 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dc8450cd71e164d72b35f60e9b0d09d6 = $(`<div id="html_dc8450cd71e164d72b35f60e9b0d09d6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f0bf6f5db6d1254e410a0946d9ab7b02.setContent(html_dc8450cd71e164d72b35f60e9b0d09d6);\n", + " var html_9e1e50f09b4bcb98dfe254b6d5b20a73 = $(`<div id="html_9e1e50f09b4bcb98dfe254b6d5b20a73" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e481fb0cef97f9f66f138fb24723c758.setContent(html_9e1e50f09b4bcb98dfe254b6d5b20a73);\n", " \n", " \n", "\n", - " circle_marker_194ce5ffe4d42a57425aa7283c440f7c.bindPopup(popup_f0bf6f5db6d1254e410a0946d9ab7b02)\n", + " circle_marker_4d0c127667fca009aac35bf1790a11e9.bindPopup(popup_e481fb0cef97f9f66f138fb24723c758)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e0b86bfebfe449dd628a919fbd6f6c97 = L.circleMarker(\n", + " var circle_marker_092da482ec8844d3fa2d4a301550b17a = L.circleMarker(\n", " [37.755656776209086, -122.40797490641594],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_70bb1e12798da8185e1bc16a5af2ef28 = L.popup({"maxWidth": "100%"});\n", + " var popup_02465eabb024465fdba5141c21bf26f8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_99456f4d73557f6081231edb9d304c1e = $(`<div id="html_99456f4d73557f6081231edb9d304c1e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_70bb1e12798da8185e1bc16a5af2ef28.setContent(html_99456f4d73557f6081231edb9d304c1e);\n", + " var html_26e4ac90686fd32b42607cdebbe8258e = $(`<div id="html_26e4ac90686fd32b42607cdebbe8258e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_02465eabb024465fdba5141c21bf26f8.setContent(html_26e4ac90686fd32b42607cdebbe8258e);\n", " \n", " \n", "\n", - " circle_marker_e0b86bfebfe449dd628a919fbd6f6c97.bindPopup(popup_70bb1e12798da8185e1bc16a5af2ef28)\n", + " circle_marker_092da482ec8844d3fa2d4a301550b17a.bindPopup(popup_02465eabb024465fdba5141c21bf26f8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2d6a1899ba6ccebcfa393841ee5517b5 = L.circleMarker(\n", + " var circle_marker_731b253f481ee6893d37c5ae669ce006 = L.circleMarker(\n", " [37.76304044055552, -122.42601660166785],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_262b3e40edccb527e8b9da5d68d2c41a = L.popup({"maxWidth": "100%"});\n", + " var popup_42f2c2060b3485d28a52280a2c871ff5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f2e0a66fb68d0d8c772c31f849c14505 = $(`<div id="html_f2e0a66fb68d0d8c772c31f849c14505" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_262b3e40edccb527e8b9da5d68d2c41a.setContent(html_f2e0a66fb68d0d8c772c31f849c14505);\n", + " var html_b87c094a9545baac6486a8fcbe640a0d = $(`<div id="html_b87c094a9545baac6486a8fcbe640a0d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_42f2c2060b3485d28a52280a2c871ff5.setContent(html_b87c094a9545baac6486a8fcbe640a0d);\n", " \n", " \n", "\n", - " circle_marker_2d6a1899ba6ccebcfa393841ee5517b5.bindPopup(popup_262b3e40edccb527e8b9da5d68d2c41a)\n", + " circle_marker_731b253f481ee6893d37c5ae669ce006.bindPopup(popup_42f2c2060b3485d28a52280a2c871ff5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_755176600137cee1934770c67d16c360 = L.circleMarker(\n", + " var circle_marker_080e13d1297c56abd20d1372fee1e87c = L.circleMarker(\n", " [37.76128158121274, -122.42475869912616],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e16d30a89bad5891299dccbf0106d3af = L.popup({"maxWidth": "100%"});\n", + " var popup_33c9dc3f33b9dddbe4a7958bc73a58cf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2844ad698a0c4120ebe571f96214cd9e = $(`<div id="html_2844ad698a0c4120ebe571f96214cd9e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e16d30a89bad5891299dccbf0106d3af.setContent(html_2844ad698a0c4120ebe571f96214cd9e);\n", + " var html_30fca15c13bc4b9d961909d68250411e = $(`<div id="html_30fca15c13bc4b9d961909d68250411e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_33c9dc3f33b9dddbe4a7958bc73a58cf.setContent(html_30fca15c13bc4b9d961909d68250411e);\n", " \n", " \n", "\n", - " circle_marker_755176600137cee1934770c67d16c360.bindPopup(popup_e16d30a89bad5891299dccbf0106d3af)\n", + " circle_marker_080e13d1297c56abd20d1372fee1e87c.bindPopup(popup_33c9dc3f33b9dddbe4a7958bc73a58cf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9c20240918ece77a69d46a3c743651bd = L.circleMarker(\n", + " var circle_marker_bd7cf5c48ef7b8d2dcac5fb7b47992b7 = L.circleMarker(\n", " [37.75263168395759, -122.42442533056142],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ae983f643a8492413decc78919631aa7 = L.popup({"maxWidth": "100%"});\n", + " var popup_89f89ec7381d491736c6c33bb7aeaced = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_147c6deb6a31f44b169bd08a885bd025 = $(`<div id="html_147c6deb6a31f44b169bd08a885bd025" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ae983f643a8492413decc78919631aa7.setContent(html_147c6deb6a31f44b169bd08a885bd025);\n", + " var html_2704e8f85b4585e9a39103c124daaa73 = $(`<div id="html_2704e8f85b4585e9a39103c124daaa73" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_89f89ec7381d491736c6c33bb7aeaced.setContent(html_2704e8f85b4585e9a39103c124daaa73);\n", " \n", " \n", "\n", - " circle_marker_9c20240918ece77a69d46a3c743651bd.bindPopup(popup_ae983f643a8492413decc78919631aa7)\n", + " circle_marker_bd7cf5c48ef7b8d2dcac5fb7b47992b7.bindPopup(popup_89f89ec7381d491736c6c33bb7aeaced)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3df438c3ace7a36cd9984e051f2b1f29 = L.circleMarker(\n", + " var circle_marker_0da49f55dbdb203de9795a4372653d50 = L.circleMarker(\n", " [37.76059258583783, -122.4254136565183],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_66a8fa7a61b21b2be56f1b09f6dca760 = L.popup({"maxWidth": "100%"});\n", + " var popup_29584211ba7eea39f90b0b08aef0043a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2fca4df1464b3c7462c5568952c9812c = $(`<div id="html_2fca4df1464b3c7462c5568952c9812c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_66a8fa7a61b21b2be56f1b09f6dca760.setContent(html_2fca4df1464b3c7462c5568952c9812c);\n", + " var html_420b5bb34dd22d38a9d8d45351defafd = $(`<div id="html_420b5bb34dd22d38a9d8d45351defafd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_29584211ba7eea39f90b0b08aef0043a.setContent(html_420b5bb34dd22d38a9d8d45351defafd);\n", " \n", " \n", "\n", - " circle_marker_3df438c3ace7a36cd9984e051f2b1f29.bindPopup(popup_66a8fa7a61b21b2be56f1b09f6dca760)\n", + " circle_marker_0da49f55dbdb203de9795a4372653d50.bindPopup(popup_29584211ba7eea39f90b0b08aef0043a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4b069c94561fc5c24005e0dcacf21d3e = L.circleMarker(\n", + " var circle_marker_6771e0e3bedc297ab8f6917fb89fb4c4 = L.circleMarker(\n", " [37.75104056209607, -122.40794615669083],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cedaeee419bc49c8d6b6abb8de2931e8 = L.popup({"maxWidth": "100%"});\n", + " var popup_b8790620286c56f6ad224ab9b1ea54ab = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b52496d7ab8ce44dc3ac691515e82d45 = $(`<div id="html_b52496d7ab8ce44dc3ac691515e82d45" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cedaeee419bc49c8d6b6abb8de2931e8.setContent(html_b52496d7ab8ce44dc3ac691515e82d45);\n", + " var html_b267c7b8cf528baf8b89594de089d47c = $(`<div id="html_b267c7b8cf528baf8b89594de089d47c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b8790620286c56f6ad224ab9b1ea54ab.setContent(html_b267c7b8cf528baf8b89594de089d47c);\n", " \n", " \n", "\n", - " circle_marker_4b069c94561fc5c24005e0dcacf21d3e.bindPopup(popup_cedaeee419bc49c8d6b6abb8de2931e8)\n", + " circle_marker_6771e0e3bedc297ab8f6917fb89fb4c4.bindPopup(popup_b8790620286c56f6ad224ab9b1ea54ab)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_01889237c1de779bcca16198a0d2c203 = L.circleMarker(\n", + " var circle_marker_a3fdf1b8b3552178cfdf237d12ec896c = L.circleMarker(\n", " [37.73391883126035, -122.4181720236561],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_bd331e5abba605e7e8db82ed7b29bcc6 = L.popup({"maxWidth": "100%"});\n", + " var popup_e0eae27019ec8d3ed14ed47cfcdbf63b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_31b09b363556f6cd3c3bfe41e23d15d4 = $(`<div id="html_31b09b363556f6cd3c3bfe41e23d15d4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_bd331e5abba605e7e8db82ed7b29bcc6.setContent(html_31b09b363556f6cd3c3bfe41e23d15d4);\n", + " var html_e477c98cb88efe32148e9cb47489f0f8 = $(`<div id="html_e477c98cb88efe32148e9cb47489f0f8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e0eae27019ec8d3ed14ed47cfcdbf63b.setContent(html_e477c98cb88efe32148e9cb47489f0f8);\n", " \n", " \n", "\n", - " circle_marker_01889237c1de779bcca16198a0d2c203.bindPopup(popup_bd331e5abba605e7e8db82ed7b29bcc6)\n", + " circle_marker_a3fdf1b8b3552178cfdf237d12ec896c.bindPopup(popup_e0eae27019ec8d3ed14ed47cfcdbf63b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ed8b65c66b33b5bdcaee6f0ac917da60 = L.circleMarker(\n", + " var circle_marker_579b6e8d2276ec37cdd5c2449950e6fa = L.circleMarker(\n", " [37.747082929796356, -122.41075451027352],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ea7dc04540dc9d8984ca17600743b273 = L.popup({"maxWidth": "100%"});\n", + " var popup_5c283f6d9b03eaf13e745ca34373c5e5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3849beb4c424687934bbfc1f50847263 = $(`<div id="html_3849beb4c424687934bbfc1f50847263" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ea7dc04540dc9d8984ca17600743b273.setContent(html_3849beb4c424687934bbfc1f50847263);\n", + " var html_3a7b68f8e776d15746bfbac61dc14d25 = $(`<div id="html_3a7b68f8e776d15746bfbac61dc14d25" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5c283f6d9b03eaf13e745ca34373c5e5.setContent(html_3a7b68f8e776d15746bfbac61dc14d25);\n", " \n", " \n", "\n", - " circle_marker_ed8b65c66b33b5bdcaee6f0ac917da60.bindPopup(popup_ea7dc04540dc9d8984ca17600743b273)\n", + " circle_marker_579b6e8d2276ec37cdd5c2449950e6fa.bindPopup(popup_5c283f6d9b03eaf13e745ca34373c5e5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a9bb1985bc70232fa222a265c7c1125a = L.circleMarker(\n", + " var circle_marker_258f26fc54b05bc75408b8210ee798bc = L.circleMarker(\n", " [37.7612218618984, -122.41012514709995],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d1d133b13ce492ebdec0cc6d8086190c = L.popup({"maxWidth": "100%"});\n", + " var popup_2461e6524f06e690b3d71dbaf825cad4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8ebee4d2ce4b12580d3e5b618eaf10ff = $(`<div id="html_8ebee4d2ce4b12580d3e5b618eaf10ff" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d1d133b13ce492ebdec0cc6d8086190c.setContent(html_8ebee4d2ce4b12580d3e5b618eaf10ff);\n", + " var html_1c46f07332bbcda9f76296a12efd7388 = $(`<div id="html_1c46f07332bbcda9f76296a12efd7388" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2461e6524f06e690b3d71dbaf825cad4.setContent(html_1c46f07332bbcda9f76296a12efd7388);\n", " \n", " \n", "\n", - " circle_marker_a9bb1985bc70232fa222a265c7c1125a.bindPopup(popup_d1d133b13ce492ebdec0cc6d8086190c)\n", + " circle_marker_258f26fc54b05bc75408b8210ee798bc.bindPopup(popup_2461e6524f06e690b3d71dbaf825cad4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_917378ac9a66a445aabea4ff383d1212 = L.circleMarker(\n", + " var circle_marker_c49e1f3b113e18b57999aa36180f55a5 = L.circleMarker(\n", " [37.73742797318685, -122.4099223611867],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8bfa83964e51ddfe176329f269d9d396 = L.popup({"maxWidth": "100%"});\n", + " var popup_85b51a88f9b50c8bd7fdbf578d2ac408 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8415179b9aae7831805b9c33d2c3a0f7 = $(`<div id="html_8415179b9aae7831805b9c33d2c3a0f7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8bfa83964e51ddfe176329f269d9d396.setContent(html_8415179b9aae7831805b9c33d2c3a0f7);\n", + " var html_023847b847a7b39fac8a9e2a0d6b5ae0 = $(`<div id="html_023847b847a7b39fac8a9e2a0d6b5ae0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_85b51a88f9b50c8bd7fdbf578d2ac408.setContent(html_023847b847a7b39fac8a9e2a0d6b5ae0);\n", " \n", " \n", "\n", - " circle_marker_917378ac9a66a445aabea4ff383d1212.bindPopup(popup_8bfa83964e51ddfe176329f269d9d396)\n", + " circle_marker_c49e1f3b113e18b57999aa36180f55a5.bindPopup(popup_85b51a88f9b50c8bd7fdbf578d2ac408)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_79821425e35e08f006f8fb84b26ba48f = L.circleMarker(\n", + " var circle_marker_d47dcf9ad0f743c01c824c1bbf308afc = L.circleMarker(\n", " [37.73341096742464, -122.41526238849185],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_73f1261e8fbc640464d73672d7dce50c = L.popup({"maxWidth": "100%"});\n", + " var popup_7b11f084edab5b4b7e144a25096d5933 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a402574a35c51ba6fe86c5f5d8fc2346 = $(`<div id="html_a402574a35c51ba6fe86c5f5d8fc2346" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_73f1261e8fbc640464d73672d7dce50c.setContent(html_a402574a35c51ba6fe86c5f5d8fc2346);\n", + " var html_e65ead95df2d86e29eeb3a65e8f6c23e = $(`<div id="html_e65ead95df2d86e29eeb3a65e8f6c23e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7b11f084edab5b4b7e144a25096d5933.setContent(html_e65ead95df2d86e29eeb3a65e8f6c23e);\n", " \n", " \n", "\n", - " circle_marker_79821425e35e08f006f8fb84b26ba48f.bindPopup(popup_73f1261e8fbc640464d73672d7dce50c)\n", + " circle_marker_d47dcf9ad0f743c01c824c1bbf308afc.bindPopup(popup_7b11f084edab5b4b7e144a25096d5933)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_272f64814518690fbbee0438d2d6c381 = L.circleMarker(\n", + " var circle_marker_7494fb2e1ccdac2d35fcbceebb88e99a = L.circleMarker(\n", " [37.73218433441669, -122.42346688880976],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ed0a8a2863845324af75fba26f01d713 = L.popup({"maxWidth": "100%"});\n", + " var popup_23aee1d0b2ebbda1a38f81be5bbbfdf4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_aab7ec29ec494f0a80d0fb639cd2bb19 = $(`<div id="html_aab7ec29ec494f0a80d0fb639cd2bb19" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ed0a8a2863845324af75fba26f01d713.setContent(html_aab7ec29ec494f0a80d0fb639cd2bb19);\n", + " var html_70a92689a1e0024872c4a8b233dd9bd7 = $(`<div id="html_70a92689a1e0024872c4a8b233dd9bd7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_23aee1d0b2ebbda1a38f81be5bbbfdf4.setContent(html_70a92689a1e0024872c4a8b233dd9bd7);\n", " \n", " \n", "\n", - " circle_marker_272f64814518690fbbee0438d2d6c381.bindPopup(popup_ed0a8a2863845324af75fba26f01d713)\n", + " circle_marker_7494fb2e1ccdac2d35fcbceebb88e99a.bindPopup(popup_23aee1d0b2ebbda1a38f81be5bbbfdf4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9705b373a916d98262840a91714050e9 = L.circleMarker(\n", + " var circle_marker_b57a5023a00a52a5b0980a729f54813d = L.circleMarker(\n", " [37.73921897271669, -122.408294261493],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c1c7f01df539c7c9daa1471b01561bd0 = L.popup({"maxWidth": "100%"});\n", + " var popup_0534a1e6d72c0c7f832a87966a098558 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_db90baa6e8e95f0cfbc6629d42be5221 = $(`<div id="html_db90baa6e8e95f0cfbc6629d42be5221" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c1c7f01df539c7c9daa1471b01561bd0.setContent(html_db90baa6e8e95f0cfbc6629d42be5221);\n", + " var html_2945ef80e063a4beef91d6140490d160 = $(`<div id="html_2945ef80e063a4beef91d6140490d160" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0534a1e6d72c0c7f832a87966a098558.setContent(html_2945ef80e063a4beef91d6140490d160);\n", " \n", " \n", "\n", - " circle_marker_9705b373a916d98262840a91714050e9.bindPopup(popup_c1c7f01df539c7c9daa1471b01561bd0)\n", + " circle_marker_b57a5023a00a52a5b0980a729f54813d.bindPopup(popup_0534a1e6d72c0c7f832a87966a098558)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1bf95f4a4c79359ecc64e7f6e5d1bc0d = L.circleMarker(\n", + " var circle_marker_f5495b90f112adb31b790551fadb2658 = L.circleMarker(\n", " [37.763334928138605, -122.41975219244812],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_35595c7f19a0809f4a617eed031dec74 = L.popup({"maxWidth": "100%"});\n", + " var popup_a7e758cce88f2eb411ffcd24d3137775 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_78f334f00899acfbee59c6298793d949 = $(`<div id="html_78f334f00899acfbee59c6298793d949" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_35595c7f19a0809f4a617eed031dec74.setContent(html_78f334f00899acfbee59c6298793d949);\n", + " var html_e205c0131233d2799f4fd5026d327003 = $(`<div id="html_e205c0131233d2799f4fd5026d327003" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a7e758cce88f2eb411ffcd24d3137775.setContent(html_e205c0131233d2799f4fd5026d327003);\n", " \n", " \n", "\n", - " circle_marker_1bf95f4a4c79359ecc64e7f6e5d1bc0d.bindPopup(popup_35595c7f19a0809f4a617eed031dec74)\n", + " circle_marker_f5495b90f112adb31b790551fadb2658.bindPopup(popup_a7e758cce88f2eb411ffcd24d3137775)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_93abfd7d31af564cb0ba1bc51d1ffa99 = L.circleMarker(\n", + " var circle_marker_322f2e65ea0b2157774289a1c724bb9f = L.circleMarker(\n", " [37.75283439229456, -122.42436907613654],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6db64fc7a54fd5e880b502663aa670d8 = L.popup({"maxWidth": "100%"});\n", + " var popup_1fe5d100bc2f1e440dca30f86f55b4ce = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_95d792290744a2cf3c8b3398c62a1833 = $(`<div id="html_95d792290744a2cf3c8b3398c62a1833" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6db64fc7a54fd5e880b502663aa670d8.setContent(html_95d792290744a2cf3c8b3398c62a1833);\n", + " var html_ff9e7031d817f495f6fe876e1cce8e1f = $(`<div id="html_ff9e7031d817f495f6fe876e1cce8e1f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1fe5d100bc2f1e440dca30f86f55b4ce.setContent(html_ff9e7031d817f495f6fe876e1cce8e1f);\n", " \n", " \n", "\n", - " circle_marker_93abfd7d31af564cb0ba1bc51d1ffa99.bindPopup(popup_6db64fc7a54fd5e880b502663aa670d8)\n", + " circle_marker_322f2e65ea0b2157774289a1c724bb9f.bindPopup(popup_1fe5d100bc2f1e440dca30f86f55b4ce)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_50761e48a79226df3b4e6b115a706160 = L.circleMarker(\n", + " var circle_marker_37133950e4fd423cb55b70e36e61c25c = L.circleMarker(\n", " [37.73969735334643, -122.41382634618964],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f23fddec16547af920a5c14f4e320c4a = L.popup({"maxWidth": "100%"});\n", + " var popup_7938f422f300caec6c29ee9f3af42444 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8fe66c0916c1b46faf1fb98e986e4f9f = $(`<div id="html_8fe66c0916c1b46faf1fb98e986e4f9f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f23fddec16547af920a5c14f4e320c4a.setContent(html_8fe66c0916c1b46faf1fb98e986e4f9f);\n", + " var html_70f6118b1d440037f3b8637a5903a1a1 = $(`<div id="html_70f6118b1d440037f3b8637a5903a1a1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7938f422f300caec6c29ee9f3af42444.setContent(html_70f6118b1d440037f3b8637a5903a1a1);\n", " \n", " \n", "\n", - " circle_marker_50761e48a79226df3b4e6b115a706160.bindPopup(popup_f23fddec16547af920a5c14f4e320c4a)\n", + " circle_marker_37133950e4fd423cb55b70e36e61c25c.bindPopup(popup_7938f422f300caec6c29ee9f3af42444)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_249dfd399eb1d424c0576baf95010b12 = L.circleMarker(\n", + " var circle_marker_37a2e6cb65de5e27768dda28106f70d8 = L.circleMarker(\n", " [37.75257710605992, -122.40470322706904],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a4579cf0d08c47da592e298c45d09878 = L.popup({"maxWidth": "100%"});\n", + " var popup_cc62d5639d3571697f450baf3a3642eb = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_db01d01363236ca2a9fc3264c5d4e522 = $(`<div id="html_db01d01363236ca2a9fc3264c5d4e522" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a4579cf0d08c47da592e298c45d09878.setContent(html_db01d01363236ca2a9fc3264c5d4e522);\n", + " var html_4a839596aa97631bcd5cdd9b3054d06d = $(`<div id="html_4a839596aa97631bcd5cdd9b3054d06d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_cc62d5639d3571697f450baf3a3642eb.setContent(html_4a839596aa97631bcd5cdd9b3054d06d);\n", " \n", " \n", "\n", - " circle_marker_249dfd399eb1d424c0576baf95010b12.bindPopup(popup_a4579cf0d08c47da592e298c45d09878)\n", + " circle_marker_37a2e6cb65de5e27768dda28106f70d8.bindPopup(popup_cc62d5639d3571697f450baf3a3642eb)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_26fa09af021b48c1df95e73fc36721ba = L.circleMarker(\n", + " var circle_marker_28d9073c29d76f86dfee40256efb1593 = L.circleMarker(\n", " [37.75175323687019, -122.4148893680859],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c0eac6e30066b4fb8fd89fc97542c95f = L.popup({"maxWidth": "100%"});\n", + " var popup_dd231e28884c5c7069109db574f5058a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a3e0663b0d7c8b669604f13677ac1882 = $(`<div id="html_a3e0663b0d7c8b669604f13677ac1882" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c0eac6e30066b4fb8fd89fc97542c95f.setContent(html_a3e0663b0d7c8b669604f13677ac1882);\n", + " var html_b3b862fef1beedfc83b70bbecbe041e5 = $(`<div id="html_b3b862fef1beedfc83b70bbecbe041e5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_dd231e28884c5c7069109db574f5058a.setContent(html_b3b862fef1beedfc83b70bbecbe041e5);\n", " \n", " \n", "\n", - " circle_marker_26fa09af021b48c1df95e73fc36721ba.bindPopup(popup_c0eac6e30066b4fb8fd89fc97542c95f)\n", + " circle_marker_28d9073c29d76f86dfee40256efb1593.bindPopup(popup_dd231e28884c5c7069109db574f5058a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b2a0bfbd794f73c5e39a96e06b586103 = L.circleMarker(\n", + " var circle_marker_44a79446cdad4acdeeb69cef1f9be6b4 = L.circleMarker(\n", " [37.74223349220518, -122.40991900141367],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_873308e62d8b43939fc39dd929aeb953 = L.popup({"maxWidth": "100%"});\n", + " var popup_211b7677644287118752679160cc2b83 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3f7a68bba77afdf7b3f77afd96b638e6 = $(`<div id="html_3f7a68bba77afdf7b3f77afd96b638e6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_873308e62d8b43939fc39dd929aeb953.setContent(html_3f7a68bba77afdf7b3f77afd96b638e6);\n", + " var html_dbc8ae5c95b943b590464bc30580f5de = $(`<div id="html_dbc8ae5c95b943b590464bc30580f5de" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_211b7677644287118752679160cc2b83.setContent(html_dbc8ae5c95b943b590464bc30580f5de);\n", " \n", " \n", "\n", - " circle_marker_b2a0bfbd794f73c5e39a96e06b586103.bindPopup(popup_873308e62d8b43939fc39dd929aeb953)\n", + " circle_marker_44a79446cdad4acdeeb69cef1f9be6b4.bindPopup(popup_211b7677644287118752679160cc2b83)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8957b9b7dff9a7b07aae7ef6df15f794 = L.circleMarker(\n", + " var circle_marker_e53047dbceaf6c286a2420bdd2a3a669 = L.circleMarker(\n", " [37.7387367287149, -122.41840106253402],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8b9d8c0d9346091f3058635152af115f = L.popup({"maxWidth": "100%"});\n", + " var popup_eddf0479c29e72e4f5fee1701fa59c16 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_62e5f72b19a0f0f6c54bcc0bc8a47118 = $(`<div id="html_62e5f72b19a0f0f6c54bcc0bc8a47118" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8b9d8c0d9346091f3058635152af115f.setContent(html_62e5f72b19a0f0f6c54bcc0bc8a47118);\n", + " var html_0e950b92192f1c497aaed73b017abe6b = $(`<div id="html_0e950b92192f1c497aaed73b017abe6b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_eddf0479c29e72e4f5fee1701fa59c16.setContent(html_0e950b92192f1c497aaed73b017abe6b);\n", " \n", " \n", "\n", - " circle_marker_8957b9b7dff9a7b07aae7ef6df15f794.bindPopup(popup_8b9d8c0d9346091f3058635152af115f)\n", + " circle_marker_e53047dbceaf6c286a2420bdd2a3a669.bindPopup(popup_eddf0479c29e72e4f5fee1701fa59c16)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_de030c610d24224802a19eec3753190d = L.circleMarker(\n", + " var circle_marker_f765900e7d54695b4be20994d570fffb = L.circleMarker(\n", " [37.76389286561216, -122.42381965154172],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6e130eceaaacf97830eedbb084ee95c3 = L.popup({"maxWidth": "100%"});\n", + " var popup_0cd42ac1addd4df897f4b7cd5ac18044 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3f27b46275079b0e60edebe7aec377c0 = $(`<div id="html_3f27b46275079b0e60edebe7aec377c0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6e130eceaaacf97830eedbb084ee95c3.setContent(html_3f27b46275079b0e60edebe7aec377c0);\n", + " var html_7d21aab8013bac46b3cace570962fd12 = $(`<div id="html_7d21aab8013bac46b3cace570962fd12" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0cd42ac1addd4df897f4b7cd5ac18044.setContent(html_7d21aab8013bac46b3cace570962fd12);\n", " \n", " \n", "\n", - " circle_marker_de030c610d24224802a19eec3753190d.bindPopup(popup_6e130eceaaacf97830eedbb084ee95c3)\n", + " circle_marker_f765900e7d54695b4be20994d570fffb.bindPopup(popup_0cd42ac1addd4df897f4b7cd5ac18044)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_47e9616b9606b842ddf65290e34109c5 = L.circleMarker(\n", + " var circle_marker_02bb7109f22bd4eb35d113d6374d3e85 = L.circleMarker(\n", " [37.748347233277535, -122.40967803988173],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_543ba6cd7330628fcc616984d153d78e = L.popup({"maxWidth": "100%"});\n", + " var popup_6eef0c661e7b2101285ddd8c7bd7b50b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f0778b7a82e9b86fe026e483bf01f7ac = $(`<div id="html_f0778b7a82e9b86fe026e483bf01f7ac" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_543ba6cd7330628fcc616984d153d78e.setContent(html_f0778b7a82e9b86fe026e483bf01f7ac);\n", + " var html_fae569e48a99858cfd147b39169e718a = $(`<div id="html_fae569e48a99858cfd147b39169e718a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6eef0c661e7b2101285ddd8c7bd7b50b.setContent(html_fae569e48a99858cfd147b39169e718a);\n", " \n", " \n", "\n", - " circle_marker_47e9616b9606b842ddf65290e34109c5.bindPopup(popup_543ba6cd7330628fcc616984d153d78e)\n", + " circle_marker_02bb7109f22bd4eb35d113d6374d3e85.bindPopup(popup_6eef0c661e7b2101285ddd8c7bd7b50b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_559251347c5f15cc7221ee217c226cc2 = L.circleMarker(\n", + " var circle_marker_35e42ba8bba9c5cfd59b0388f95388cc = L.circleMarker(\n", " [37.74026120078767, -122.42276619176752],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_919f568efb4cf31636eeafd1d0fa240d = L.popup({"maxWidth": "100%"});\n", + " var popup_b5c2ec72718cc13b69a7ae85d8fd739b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1b3dfe467a72d74a300cf8367ed8a371 = $(`<div id="html_1b3dfe467a72d74a300cf8367ed8a371" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_919f568efb4cf31636eeafd1d0fa240d.setContent(html_1b3dfe467a72d74a300cf8367ed8a371);\n", + " var html_94a73bf7a920b2fe321c72e1cb12058f = $(`<div id="html_94a73bf7a920b2fe321c72e1cb12058f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b5c2ec72718cc13b69a7ae85d8fd739b.setContent(html_94a73bf7a920b2fe321c72e1cb12058f);\n", " \n", " \n", "\n", - " circle_marker_559251347c5f15cc7221ee217c226cc2.bindPopup(popup_919f568efb4cf31636eeafd1d0fa240d)\n", + " circle_marker_35e42ba8bba9c5cfd59b0388f95388cc.bindPopup(popup_b5c2ec72718cc13b69a7ae85d8fd739b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ac0f5cca8a027fe9ce2282ed6abd8f67 = L.circleMarker(\n", + " var circle_marker_17215cd51cc4f3b84a03ffb6cb62dad8 = L.circleMarker(\n", " [37.75539837180495, -122.42060974443976],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_77da756b090ade7660defc15f55f8635 = L.popup({"maxWidth": "100%"});\n", + " var popup_4307cbca39b4e13accbb1998e4413f8d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_373a5484712d84fd6bcd050551ed5af0 = $(`<div id="html_373a5484712d84fd6bcd050551ed5af0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_77da756b090ade7660defc15f55f8635.setContent(html_373a5484712d84fd6bcd050551ed5af0);\n", + " var html_fd6fb8219772c0f4321b2a8e803efda1 = $(`<div id="html_fd6fb8219772c0f4321b2a8e803efda1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4307cbca39b4e13accbb1998e4413f8d.setContent(html_fd6fb8219772c0f4321b2a8e803efda1);\n", " \n", " \n", "\n", - " circle_marker_ac0f5cca8a027fe9ce2282ed6abd8f67.bindPopup(popup_77da756b090ade7660defc15f55f8635)\n", + " circle_marker_17215cd51cc4f3b84a03ffb6cb62dad8.bindPopup(popup_4307cbca39b4e13accbb1998e4413f8d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_395d5ba9cc682fcb38223d7f8632ac04 = L.circleMarker(\n", + " var circle_marker_03a45c564604c1d5c33d52a680de8fb5 = L.circleMarker(\n", " [37.73770106674906, -122.41892417399505],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_07f58d747b38680b70a59c2c57d068ca = L.popup({"maxWidth": "100%"});\n", + " var popup_e338c642c9b32ff4370f21c2e96aa7bf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c9e9c1a7b54ab5c363576d8c6e6c92d9 = $(`<div id="html_c9e9c1a7b54ab5c363576d8c6e6c92d9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_07f58d747b38680b70a59c2c57d068ca.setContent(html_c9e9c1a7b54ab5c363576d8c6e6c92d9);\n", + " var html_66188e6667b1ee457d9c5145bd9c4fca = $(`<div id="html_66188e6667b1ee457d9c5145bd9c4fca" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e338c642c9b32ff4370f21c2e96aa7bf.setContent(html_66188e6667b1ee457d9c5145bd9c4fca);\n", " \n", " \n", "\n", - " circle_marker_395d5ba9cc682fcb38223d7f8632ac04.bindPopup(popup_07f58d747b38680b70a59c2c57d068ca)\n", + " circle_marker_03a45c564604c1d5c33d52a680de8fb5.bindPopup(popup_e338c642c9b32ff4370f21c2e96aa7bf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_84f479a1cd14119c1b61c781297b86c4 = L.circleMarker(\n", + " var circle_marker_9e19e65818e2c4ecabab8c2829b21e75 = L.circleMarker(\n", " [37.74708820953235, -122.41121543828048],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d57627da5eb1aee1a6bbe93c25a70622 = L.popup({"maxWidth": "100%"});\n", + " var popup_b6b6f13b5f27e09854737032e10921bc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2be80ebae4c6a58dd16550ae78d70cfa = $(`<div id="html_2be80ebae4c6a58dd16550ae78d70cfa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d57627da5eb1aee1a6bbe93c25a70622.setContent(html_2be80ebae4c6a58dd16550ae78d70cfa);\n", + " var html_6af954b2ee14777e1f750bdea7200b59 = $(`<div id="html_6af954b2ee14777e1f750bdea7200b59" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b6b6f13b5f27e09854737032e10921bc.setContent(html_6af954b2ee14777e1f750bdea7200b59);\n", " \n", " \n", "\n", - " circle_marker_84f479a1cd14119c1b61c781297b86c4.bindPopup(popup_d57627da5eb1aee1a6bbe93c25a70622)\n", + " circle_marker_9e19e65818e2c4ecabab8c2829b21e75.bindPopup(popup_b6b6f13b5f27e09854737032e10921bc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_38a924227cd4b9c8dc8d9385a1637182 = L.circleMarker(\n", + " var circle_marker_992db7847127e100118035326f9f0166 = L.circleMarker(\n", " [37.76225919844404, -122.41486518168091],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_22f6c21e4ac57ae4f40ca5ce99911989 = L.popup({"maxWidth": "100%"});\n", + " var popup_b63e2c7464b5772bfe6b14532cc3f2b7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_27e4b268a093628ff752fcdeca461e80 = $(`<div id="html_27e4b268a093628ff752fcdeca461e80" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_22f6c21e4ac57ae4f40ca5ce99911989.setContent(html_27e4b268a093628ff752fcdeca461e80);\n", + " var html_407af8f78b2810a28f065c22d55966f7 = $(`<div id="html_407af8f78b2810a28f065c22d55966f7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b63e2c7464b5772bfe6b14532cc3f2b7.setContent(html_407af8f78b2810a28f065c22d55966f7);\n", " \n", " \n", "\n", - " circle_marker_38a924227cd4b9c8dc8d9385a1637182.bindPopup(popup_22f6c21e4ac57ae4f40ca5ce99911989)\n", + " circle_marker_992db7847127e100118035326f9f0166.bindPopup(popup_b63e2c7464b5772bfe6b14532cc3f2b7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c325644dc136d5a033ede8fc5be67f8c = L.circleMarker(\n", + " var circle_marker_18a8b51b9a839f203043e20ca773bc66 = L.circleMarker(\n", " [37.740568264758494, -122.41163237344158],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3a1f17849b7f388eb9f2fd5b233020df = L.popup({"maxWidth": "100%"});\n", + " var popup_d6fda39bfb2b1f14b3e3e173292ee138 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e51f3a8d6af2126e1a92672f5282a1d7 = $(`<div id="html_e51f3a8d6af2126e1a92672f5282a1d7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3a1f17849b7f388eb9f2fd5b233020df.setContent(html_e51f3a8d6af2126e1a92672f5282a1d7);\n", + " var html_739061944ed22b6bb28d0585c9777988 = $(`<div id="html_739061944ed22b6bb28d0585c9777988" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d6fda39bfb2b1f14b3e3e173292ee138.setContent(html_739061944ed22b6bb28d0585c9777988);\n", " \n", " \n", "\n", - " circle_marker_c325644dc136d5a033ede8fc5be67f8c.bindPopup(popup_3a1f17849b7f388eb9f2fd5b233020df)\n", + " circle_marker_18a8b51b9a839f203043e20ca773bc66.bindPopup(popup_d6fda39bfb2b1f14b3e3e173292ee138)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dd3b91fcb6dde7bc4c77831579005c15 = L.circleMarker(\n", + " var circle_marker_9ac740d63df0b60708394d89fd3f49cd = L.circleMarker(\n", " [37.744682871447594, -122.42039964169358],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6b6f30e2ff2442202a421705747b6878 = L.popup({"maxWidth": "100%"});\n", + " var popup_7ab447f6ba7d6b4295cf79b2e7be3ff8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_737f8818ca5844a6a599bb059832f59f = $(`<div id="html_737f8818ca5844a6a599bb059832f59f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6b6f30e2ff2442202a421705747b6878.setContent(html_737f8818ca5844a6a599bb059832f59f);\n", + " var html_59c1e5b070eec5d1c26c00f8df62ca76 = $(`<div id="html_59c1e5b070eec5d1c26c00f8df62ca76" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7ab447f6ba7d6b4295cf79b2e7be3ff8.setContent(html_59c1e5b070eec5d1c26c00f8df62ca76);\n", " \n", " \n", "\n", - " circle_marker_dd3b91fcb6dde7bc4c77831579005c15.bindPopup(popup_6b6f30e2ff2442202a421705747b6878)\n", + " circle_marker_9ac740d63df0b60708394d89fd3f49cd.bindPopup(popup_7ab447f6ba7d6b4295cf79b2e7be3ff8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_94c6dac6903e2cd1aa2d60180151f0b2 = L.circleMarker(\n", + " var circle_marker_cc179ba800efcc0e9c74d9e474a27450 = L.circleMarker(\n", " [37.76001174749493, -122.41354296784603],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c60a58aac70950112595319775ccba81 = L.popup({"maxWidth": "100%"});\n", + " var popup_f012c14f4319f039d0ab5583b6cca5ac = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_09708bade096fd61bea6412fcceab083 = $(`<div id="html_09708bade096fd61bea6412fcceab083" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c60a58aac70950112595319775ccba81.setContent(html_09708bade096fd61bea6412fcceab083);\n", + " var html_138aa1736458d7bf71b77f5eb2097908 = $(`<div id="html_138aa1736458d7bf71b77f5eb2097908" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f012c14f4319f039d0ab5583b6cca5ac.setContent(html_138aa1736458d7bf71b77f5eb2097908);\n", " \n", " \n", "\n", - " circle_marker_94c6dac6903e2cd1aa2d60180151f0b2.bindPopup(popup_c60a58aac70950112595319775ccba81)\n", + " circle_marker_cc179ba800efcc0e9c74d9e474a27450.bindPopup(popup_f012c14f4319f039d0ab5583b6cca5ac)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_608e0d0a1ee0164940865207450e3260 = L.circleMarker(\n", + " var circle_marker_6758ac2ef7d5d61b0aba58aa2ccff621 = L.circleMarker(\n", " [37.76143653964776, -122.41250374000519],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_38b2ed3dc4489be3475de0bfbdc0161a = L.popup({"maxWidth": "100%"});\n", + " var popup_c574f7c734244f7907a2426a0c7eccb2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_56c4ac4b97778a36f58ed47193a2c766 = $(`<div id="html_56c4ac4b97778a36f58ed47193a2c766" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_38b2ed3dc4489be3475de0bfbdc0161a.setContent(html_56c4ac4b97778a36f58ed47193a2c766);\n", + " var html_9b0313df1fb18a7672725b649a4d8359 = $(`<div id="html_9b0313df1fb18a7672725b649a4d8359" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c574f7c734244f7907a2426a0c7eccb2.setContent(html_9b0313df1fb18a7672725b649a4d8359);\n", " \n", " \n", "\n", - " circle_marker_608e0d0a1ee0164940865207450e3260.bindPopup(popup_38b2ed3dc4489be3475de0bfbdc0161a)\n", + " circle_marker_6758ac2ef7d5d61b0aba58aa2ccff621.bindPopup(popup_c574f7c734244f7907a2426a0c7eccb2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a55f0f2cd93891cc500ac0f385c155aa = L.circleMarker(\n", + " var circle_marker_da27a5f8d514a02dae77afab92a83d49 = L.circleMarker(\n", " [37.758881507967835, -122.42158735975825],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e8a3544f66076f8563a96698b10f4c0d = L.popup({"maxWidth": "100%"});\n", + " var popup_b236688de45df3512c2da6705aa0500c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a48bd34824ea34e65360f962b60f9dcb = $(`<div id="html_a48bd34824ea34e65360f962b60f9dcb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e8a3544f66076f8563a96698b10f4c0d.setContent(html_a48bd34824ea34e65360f962b60f9dcb);\n", + " var html_c0c01c2ba9e169260a4b9d2941c96537 = $(`<div id="html_c0c01c2ba9e169260a4b9d2941c96537" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b236688de45df3512c2da6705aa0500c.setContent(html_c0c01c2ba9e169260a4b9d2941c96537);\n", " \n", " \n", "\n", - " circle_marker_a55f0f2cd93891cc500ac0f385c155aa.bindPopup(popup_e8a3544f66076f8563a96698b10f4c0d)\n", + " circle_marker_da27a5f8d514a02dae77afab92a83d49.bindPopup(popup_b236688de45df3512c2da6705aa0500c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5ac67b29a4a080bd454d84560932a9e1 = L.circleMarker(\n", + " var circle_marker_e640ef8370f095078bafe57eadc95285 = L.circleMarker(\n", " [37.76418120866797, -122.42383388780732],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_673d57119cc89a7d35f8afa596369a2b = L.popup({"maxWidth": "100%"});\n", + " var popup_13c83cf758e977b4ea18a22f053b0c6f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b22123a7bc32cd5515ff250765f7a024 = $(`<div id="html_b22123a7bc32cd5515ff250765f7a024" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_673d57119cc89a7d35f8afa596369a2b.setContent(html_b22123a7bc32cd5515ff250765f7a024);\n", + " var html_a64e88fc8cd354b30990ab168152edd8 = $(`<div id="html_a64e88fc8cd354b30990ab168152edd8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_13c83cf758e977b4ea18a22f053b0c6f.setContent(html_a64e88fc8cd354b30990ab168152edd8);\n", " \n", " \n", "\n", - " circle_marker_5ac67b29a4a080bd454d84560932a9e1.bindPopup(popup_673d57119cc89a7d35f8afa596369a2b)\n", + " circle_marker_e640ef8370f095078bafe57eadc95285.bindPopup(popup_13c83cf758e977b4ea18a22f053b0c6f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_daabb40c39053a1a46878ade5c2cc909 = L.circleMarker(\n", + " var circle_marker_bc511f0b71f7723227dfae0b8e76098b = L.circleMarker(\n", " [37.738930706925785, -122.41100854960864],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2cc0717b0b805bd163b8129d6297fc9d = L.popup({"maxWidth": "100%"});\n", + " var popup_4fa7d3345dcc0cacfcc5d81b056a0e4c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4c6336022760da867bb8a9c6b9cd62c7 = $(`<div id="html_4c6336022760da867bb8a9c6b9cd62c7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2cc0717b0b805bd163b8129d6297fc9d.setContent(html_4c6336022760da867bb8a9c6b9cd62c7);\n", + " var html_21bc6e03fd604ab18181a3147a5502d1 = $(`<div id="html_21bc6e03fd604ab18181a3147a5502d1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4fa7d3345dcc0cacfcc5d81b056a0e4c.setContent(html_21bc6e03fd604ab18181a3147a5502d1);\n", " \n", " \n", "\n", - " circle_marker_daabb40c39053a1a46878ade5c2cc909.bindPopup(popup_2cc0717b0b805bd163b8129d6297fc9d)\n", + " circle_marker_bc511f0b71f7723227dfae0b8e76098b.bindPopup(popup_4fa7d3345dcc0cacfcc5d81b056a0e4c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_578febb9e104bc7590777a3d2e7668c5 = L.circleMarker(\n", + " var circle_marker_47de3a656fa76d6f924f46ae4d6ce3a0 = L.circleMarker(\n", " [37.75658034967026, -122.40436699718947],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f89f8eb4a53e0a1a9cfee99823dffa44 = L.popup({"maxWidth": "100%"});\n", + " var popup_517854381daca17013a46fd278caa86f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b10a2dc2cf6f9dcbdb9e229b43d25e64 = $(`<div id="html_b10a2dc2cf6f9dcbdb9e229b43d25e64" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f89f8eb4a53e0a1a9cfee99823dffa44.setContent(html_b10a2dc2cf6f9dcbdb9e229b43d25e64);\n", + " var html_4d425c19451c288f58cead9a7dd45898 = $(`<div id="html_4d425c19451c288f58cead9a7dd45898" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_517854381daca17013a46fd278caa86f.setContent(html_4d425c19451c288f58cead9a7dd45898);\n", " \n", " \n", "\n", - " circle_marker_578febb9e104bc7590777a3d2e7668c5.bindPopup(popup_f89f8eb4a53e0a1a9cfee99823dffa44)\n", + " circle_marker_47de3a656fa76d6f924f46ae4d6ce3a0.bindPopup(popup_517854381daca17013a46fd278caa86f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_614c9065a5e6e56c925b2de2b0c85e63 = L.circleMarker(\n", + " var circle_marker_109bde2bf064c68853f51543233f6cdc = L.circleMarker(\n", " [37.73885550860088, -122.42208826738184],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_17d13243ee0564cdb903fd267ea7f9a5 = L.popup({"maxWidth": "100%"});\n", + " var popup_d6242c1ff2b92aae6eb5af82b23f62b3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_589c8f4be59e625e5815750de72701f0 = $(`<div id="html_589c8f4be59e625e5815750de72701f0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_17d13243ee0564cdb903fd267ea7f9a5.setContent(html_589c8f4be59e625e5815750de72701f0);\n", + " var html_2d2f41698c42dd1402959c27d0ad1d3b = $(`<div id="html_2d2f41698c42dd1402959c27d0ad1d3b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d6242c1ff2b92aae6eb5af82b23f62b3.setContent(html_2d2f41698c42dd1402959c27d0ad1d3b);\n", " \n", " \n", "\n", - " circle_marker_614c9065a5e6e56c925b2de2b0c85e63.bindPopup(popup_17d13243ee0564cdb903fd267ea7f9a5)\n", + " circle_marker_109bde2bf064c68853f51543233f6cdc.bindPopup(popup_d6242c1ff2b92aae6eb5af82b23f62b3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_abdb9795320820eb2e76b1a70e0eef33 = L.circleMarker(\n", + " var circle_marker_5a62d15255a0fc781eb5bb47d81ca10b = L.circleMarker(\n", " [37.73242889676793, -122.41533486255479],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_13a11a2869be7cabc0f224e05edbff1c = L.popup({"maxWidth": "100%"});\n", + " var popup_f9aca2957a45bbcce1d8c51c9ff2119e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_16816cadcee2a83e443a565bb9f6a545 = $(`<div id="html_16816cadcee2a83e443a565bb9f6a545" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_13a11a2869be7cabc0f224e05edbff1c.setContent(html_16816cadcee2a83e443a565bb9f6a545);\n", + " var html_ce8ae5d8dd2241c37c2694e5559b9fdc = $(`<div id="html_ce8ae5d8dd2241c37c2694e5559b9fdc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f9aca2957a45bbcce1d8c51c9ff2119e.setContent(html_ce8ae5d8dd2241c37c2694e5559b9fdc);\n", " \n", " \n", "\n", - " circle_marker_abdb9795320820eb2e76b1a70e0eef33.bindPopup(popup_13a11a2869be7cabc0f224e05edbff1c)\n", + " circle_marker_5a62d15255a0fc781eb5bb47d81ca10b.bindPopup(popup_f9aca2957a45bbcce1d8c51c9ff2119e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b33d43ff2319e57197e137f3b3687b28 = L.circleMarker(\n", + " var circle_marker_1b0c5d9738fddaa515f3d11acd25bd17 = L.circleMarker(\n", " [37.7460946279338, -122.42327589475202],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_250648de516b054f7af1a6f96a52642c = L.popup({"maxWidth": "100%"});\n", + " var popup_46dafef0b5bae00d181a6acd27b68abe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_907d181fbbe7c3fe39f5568e7f6f2e2f = $(`<div id="html_907d181fbbe7c3fe39f5568e7f6f2e2f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_250648de516b054f7af1a6f96a52642c.setContent(html_907d181fbbe7c3fe39f5568e7f6f2e2f);\n", + " var html_35a50460108a1a4a27137a55c3dbd551 = $(`<div id="html_35a50460108a1a4a27137a55c3dbd551" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_46dafef0b5bae00d181a6acd27b68abe.setContent(html_35a50460108a1a4a27137a55c3dbd551);\n", " \n", " \n", "\n", - " circle_marker_b33d43ff2319e57197e137f3b3687b28.bindPopup(popup_250648de516b054f7af1a6f96a52642c)\n", + " circle_marker_1b0c5d9738fddaa515f3d11acd25bd17.bindPopup(popup_46dafef0b5bae00d181a6acd27b68abe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1966416affba375dd9b2ff7fcd154f57 = L.circleMarker(\n", + " var circle_marker_4d4b826a78a95ad4a3d2fe75d759e47b = L.circleMarker(\n", " [37.74742653113364, -122.41901571198258],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_66250df73296f4afbc46960ee54c5164 = L.popup({"maxWidth": "100%"});\n", + " var popup_e761a7cce38151f09ef5300c98d3e08a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a0ae900a6f0cdb918363fd4b9e8998ab = $(`<div id="html_a0ae900a6f0cdb918363fd4b9e8998ab" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_66250df73296f4afbc46960ee54c5164.setContent(html_a0ae900a6f0cdb918363fd4b9e8998ab);\n", + " var html_818790cd0423638d7bd73a9c2ec93f76 = $(`<div id="html_818790cd0423638d7bd73a9c2ec93f76" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e761a7cce38151f09ef5300c98d3e08a.setContent(html_818790cd0423638d7bd73a9c2ec93f76);\n", " \n", " \n", "\n", - " circle_marker_1966416affba375dd9b2ff7fcd154f57.bindPopup(popup_66250df73296f4afbc46960ee54c5164)\n", + " circle_marker_4d4b826a78a95ad4a3d2fe75d759e47b.bindPopup(popup_e761a7cce38151f09ef5300c98d3e08a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_768233e0132667fe02d911c260b5af52 = L.circleMarker(\n", + " var circle_marker_7f28e53cf5fa24604dd68ce0b2f99c2b = L.circleMarker(\n", " [37.7516461902975, -122.42148292078194],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9eeabf526514140309406a19d7e7c3b6 = L.popup({"maxWidth": "100%"});\n", + " var popup_3f1a16597a2a7c97567e8fd4e2c0048d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_815b0bea3c1deef7345a2ec734153946 = $(`<div id="html_815b0bea3c1deef7345a2ec734153946" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9eeabf526514140309406a19d7e7c3b6.setContent(html_815b0bea3c1deef7345a2ec734153946);\n", + " var html_c4b8fc79d842e05383e61720b1da7e2c = $(`<div id="html_c4b8fc79d842e05383e61720b1da7e2c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3f1a16597a2a7c97567e8fd4e2c0048d.setContent(html_c4b8fc79d842e05383e61720b1da7e2c);\n", " \n", " \n", "\n", - " circle_marker_768233e0132667fe02d911c260b5af52.bindPopup(popup_9eeabf526514140309406a19d7e7c3b6)\n", + " circle_marker_7f28e53cf5fa24604dd68ce0b2f99c2b.bindPopup(popup_3f1a16597a2a7c97567e8fd4e2c0048d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e55665ffda2619315d171f74906d60e2 = L.circleMarker(\n", + " var circle_marker_45c2f309251a02fc9d2a0dd42b8efe6e = L.circleMarker(\n", " [37.73607306850611, -122.41535585953757],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_eeedbd58941fca1b7e5d5d69de7102f2 = L.popup({"maxWidth": "100%"});\n", + " var popup_2464db9582c6a5176088e7ab80446b1a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f45c8ceb8ae824d5e262924c60f6d137 = $(`<div id="html_f45c8ceb8ae824d5e262924c60f6d137" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_eeedbd58941fca1b7e5d5d69de7102f2.setContent(html_f45c8ceb8ae824d5e262924c60f6d137);\n", + " var html_f02de45572b0f508814ce9a505cc0d05 = $(`<div id="html_f02de45572b0f508814ce9a505cc0d05" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2464db9582c6a5176088e7ab80446b1a.setContent(html_f02de45572b0f508814ce9a505cc0d05);\n", " \n", " \n", "\n", - " circle_marker_e55665ffda2619315d171f74906d60e2.bindPopup(popup_eeedbd58941fca1b7e5d5d69de7102f2)\n", + " circle_marker_45c2f309251a02fc9d2a0dd42b8efe6e.bindPopup(popup_2464db9582c6a5176088e7ab80446b1a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_de975c023bc7e1fee2bb8a4097e05d27 = L.circleMarker(\n", + " var circle_marker_cf6be4bc768ea86fb2f0c115586f6c82 = L.circleMarker(\n", " [37.74511425270174, -122.41025793398745],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8ae846e47ea805ab7a03d6e381fd2948 = L.popup({"maxWidth": "100%"});\n", + " var popup_abe9cb7cf12a03f632ad081fb9851207 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f61b81262f01f6fbe044193552ff635a = $(`<div id="html_f61b81262f01f6fbe044193552ff635a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8ae846e47ea805ab7a03d6e381fd2948.setContent(html_f61b81262f01f6fbe044193552ff635a);\n", + " var html_644dcb380199d755c22aef72e688d8c3 = $(`<div id="html_644dcb380199d755c22aef72e688d8c3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_abe9cb7cf12a03f632ad081fb9851207.setContent(html_644dcb380199d755c22aef72e688d8c3);\n", " \n", " \n", "\n", - " circle_marker_de975c023bc7e1fee2bb8a4097e05d27.bindPopup(popup_8ae846e47ea805ab7a03d6e381fd2948)\n", + " circle_marker_cf6be4bc768ea86fb2f0c115586f6c82.bindPopup(popup_abe9cb7cf12a03f632ad081fb9851207)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dead87af1163c6d6bf48f1b902c27c04 = L.circleMarker(\n", + " var circle_marker_cb9b97f8c074ec3ecab05d30dcd0867d = L.circleMarker(\n", " [37.73782696783066, -122.41412809295414],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6206c150dea55e16cbcd4ab43fa31ce4 = L.popup({"maxWidth": "100%"});\n", + " var popup_6b0c061b92149e3858a0fd042a39ff4f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d2316d693638fc1bfff35f8612d2ec93 = $(`<div id="html_d2316d693638fc1bfff35f8612d2ec93" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6206c150dea55e16cbcd4ab43fa31ce4.setContent(html_d2316d693638fc1bfff35f8612d2ec93);\n", + " var html_17484213cc388adc30f0ab8f083fb78e = $(`<div id="html_17484213cc388adc30f0ab8f083fb78e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6b0c061b92149e3858a0fd042a39ff4f.setContent(html_17484213cc388adc30f0ab8f083fb78e);\n", " \n", " \n", "\n", - " circle_marker_dead87af1163c6d6bf48f1b902c27c04.bindPopup(popup_6206c150dea55e16cbcd4ab43fa31ce4)\n", + " circle_marker_cb9b97f8c074ec3ecab05d30dcd0867d.bindPopup(popup_6b0c061b92149e3858a0fd042a39ff4f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_09f1b08f2b97a832d116c788f190de88 = L.circleMarker(\n", + " var circle_marker_a785896b34bacb0d2e475fcdfe15d0f4 = L.circleMarker(\n", " [37.748264951499664, -122.42487627066222],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_596b2ccc5893c7ab8ff28688d93f6866 = L.popup({"maxWidth": "100%"});\n", + " var popup_51965cf147dd0da7eaf72d98c8dabdf2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8d4f02fb358a49ad1d1b0501e9f9b2aa = $(`<div id="html_8d4f02fb358a49ad1d1b0501e9f9b2aa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_596b2ccc5893c7ab8ff28688d93f6866.setContent(html_8d4f02fb358a49ad1d1b0501e9f9b2aa);\n", + " var html_af16c63b8bf79078f2414cc9827fe9f1 = $(`<div id="html_af16c63b8bf79078f2414cc9827fe9f1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_51965cf147dd0da7eaf72d98c8dabdf2.setContent(html_af16c63b8bf79078f2414cc9827fe9f1);\n", " \n", " \n", "\n", - " circle_marker_09f1b08f2b97a832d116c788f190de88.bindPopup(popup_596b2ccc5893c7ab8ff28688d93f6866)\n", + " circle_marker_a785896b34bacb0d2e475fcdfe15d0f4.bindPopup(popup_51965cf147dd0da7eaf72d98c8dabdf2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_837902473e37dc2457042706dc442a71 = L.circleMarker(\n", + " var circle_marker_72d37af0bc563a1dd1c779f4188c55c1 = L.circleMarker(\n", " [37.76375791326102, -122.41948996087152],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2b02cfdb034ba92e51b7ec4dc0fc55d0 = L.popup({"maxWidth": "100%"});\n", + " var popup_68f883e87af7207799a18f692bb927f2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4f80c48c88a5d11e56350709db3d58a1 = $(`<div id="html_4f80c48c88a5d11e56350709db3d58a1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2b02cfdb034ba92e51b7ec4dc0fc55d0.setContent(html_4f80c48c88a5d11e56350709db3d58a1);\n", + " var html_c77fdc3ef8bf8453523e41e45cb405c3 = $(`<div id="html_c77fdc3ef8bf8453523e41e45cb405c3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_68f883e87af7207799a18f692bb927f2.setContent(html_c77fdc3ef8bf8453523e41e45cb405c3);\n", " \n", " \n", "\n", - " circle_marker_837902473e37dc2457042706dc442a71.bindPopup(popup_2b02cfdb034ba92e51b7ec4dc0fc55d0)\n", + " circle_marker_72d37af0bc563a1dd1c779f4188c55c1.bindPopup(popup_68f883e87af7207799a18f692bb927f2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_455958bf30390fc910176d231e0c6cec = L.circleMarker(\n", + " var circle_marker_731da4255088be1887f6760d26c1baf8 = L.circleMarker(\n", " [37.757190231652636, -122.40901934781371],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_480c5dadd68379a13e510e462e07e51e = L.popup({"maxWidth": "100%"});\n", + " var popup_5ee666ec8d677ed48fe857c6a16c0563 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_de1de7660d04e61ea8a065faa64ace91 = $(`<div id="html_de1de7660d04e61ea8a065faa64ace91" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_480c5dadd68379a13e510e462e07e51e.setContent(html_de1de7660d04e61ea8a065faa64ace91);\n", + " var html_fe83f417c52d3b6859489f945c71fdc7 = $(`<div id="html_fe83f417c52d3b6859489f945c71fdc7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5ee666ec8d677ed48fe857c6a16c0563.setContent(html_fe83f417c52d3b6859489f945c71fdc7);\n", " \n", " \n", "\n", - " circle_marker_455958bf30390fc910176d231e0c6cec.bindPopup(popup_480c5dadd68379a13e510e462e07e51e)\n", + " circle_marker_731da4255088be1887f6760d26c1baf8.bindPopup(popup_5ee666ec8d677ed48fe857c6a16c0563)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5752c65a0581191aad2dc3263041bf13 = L.circleMarker(\n", + " var circle_marker_0fb404d79adcd019bf38cef0045f72f4 = L.circleMarker(\n", " [37.7515671364096, -122.41446616923866],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9943ab2e7b5cac0d37340c282fccfea1 = L.popup({"maxWidth": "100%"});\n", + " var popup_2c0fad08e88dc71a15d129f5414611d5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fa5a11fd822ce6156912e223a9f39fd1 = $(`<div id="html_fa5a11fd822ce6156912e223a9f39fd1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9943ab2e7b5cac0d37340c282fccfea1.setContent(html_fa5a11fd822ce6156912e223a9f39fd1);\n", + " var html_601ede2705372e15b2a0d939e4f0607f = $(`<div id="html_601ede2705372e15b2a0d939e4f0607f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2c0fad08e88dc71a15d129f5414611d5.setContent(html_601ede2705372e15b2a0d939e4f0607f);\n", " \n", " \n", "\n", - " circle_marker_5752c65a0581191aad2dc3263041bf13.bindPopup(popup_9943ab2e7b5cac0d37340c282fccfea1)\n", + " circle_marker_0fb404d79adcd019bf38cef0045f72f4.bindPopup(popup_2c0fad08e88dc71a15d129f5414611d5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_eac2f07aa7708b3b4226800e048c9b0a = L.circleMarker(\n", + " var circle_marker_f8b24b8328df7cbc18160dac994729e7 = L.circleMarker(\n", " [37.75843991693097, -122.41145761273533],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8117327c6faaf899102761c3d992c370 = L.popup({"maxWidth": "100%"});\n", + " var popup_e63e7b4221d57a73cdde160be682b0ce = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_44c95563584f74fa3e4fc7052a30ebd6 = $(`<div id="html_44c95563584f74fa3e4fc7052a30ebd6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8117327c6faaf899102761c3d992c370.setContent(html_44c95563584f74fa3e4fc7052a30ebd6);\n", + " var html_498a8b40f627d3a4929090312069c427 = $(`<div id="html_498a8b40f627d3a4929090312069c427" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e63e7b4221d57a73cdde160be682b0ce.setContent(html_498a8b40f627d3a4929090312069c427);\n", " \n", " \n", "\n", - " circle_marker_eac2f07aa7708b3b4226800e048c9b0a.bindPopup(popup_8117327c6faaf899102761c3d992c370)\n", + " circle_marker_f8b24b8328df7cbc18160dac994729e7.bindPopup(popup_e63e7b4221d57a73cdde160be682b0ce)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9b14326716da87347d9d5158ac2e13ed = L.circleMarker(\n", + " var circle_marker_29e8b428565b5bfd0d98c48c42b9172e = L.circleMarker(\n", " [37.75163337537155, -122.42137810541736],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f87b9d96f09ae959c9c9941a53f2d5d1 = L.popup({"maxWidth": "100%"});\n", + " var popup_047de5d5d21fe65642787887b56f3b9b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_490438d67e40fa3bad812c1cfd51b2cf = $(`<div id="html_490438d67e40fa3bad812c1cfd51b2cf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f87b9d96f09ae959c9c9941a53f2d5d1.setContent(html_490438d67e40fa3bad812c1cfd51b2cf);\n", + " var html_fe2d84230286118ab3ddb6e501907fae = $(`<div id="html_fe2d84230286118ab3ddb6e501907fae" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_047de5d5d21fe65642787887b56f3b9b.setContent(html_fe2d84230286118ab3ddb6e501907fae);\n", " \n", " \n", "\n", - " circle_marker_9b14326716da87347d9d5158ac2e13ed.bindPopup(popup_f87b9d96f09ae959c9c9941a53f2d5d1)\n", + " circle_marker_29e8b428565b5bfd0d98c48c42b9172e.bindPopup(popup_047de5d5d21fe65642787887b56f3b9b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1ce0f0c6f8b917883b50e919871ac95f = L.circleMarker(\n", + " var circle_marker_aa737dff368c09d80c54efcca3b5bb80 = L.circleMarker(\n", " [37.764481854652736, -122.41993600982686],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8ac75ab90de7dd03296cd89f0424d51f = L.popup({"maxWidth": "100%"});\n", + " var popup_2e2946e9626e6ede7f73c0d3f945e97b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c6f86801740b0db0ad95e5c0bf5d92d8 = $(`<div id="html_c6f86801740b0db0ad95e5c0bf5d92d8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8ac75ab90de7dd03296cd89f0424d51f.setContent(html_c6f86801740b0db0ad95e5c0bf5d92d8);\n", + " var html_83df823b82ea906569b3f9c04545db76 = $(`<div id="html_83df823b82ea906569b3f9c04545db76" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2e2946e9626e6ede7f73c0d3f945e97b.setContent(html_83df823b82ea906569b3f9c04545db76);\n", " \n", " \n", "\n", - " circle_marker_1ce0f0c6f8b917883b50e919871ac95f.bindPopup(popup_8ac75ab90de7dd03296cd89f0424d51f)\n", + " circle_marker_aa737dff368c09d80c54efcca3b5bb80.bindPopup(popup_2e2946e9626e6ede7f73c0d3f945e97b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c7a32f6c2e580c9d89afdd88f3942a78 = L.circleMarker(\n", + " var circle_marker_af0e5b96cb1d5abf1902b4eeb737183d = L.circleMarker(\n", " [37.76406227103009, -122.4226566332339],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_bf1998b165e245fcae6ffb845a467586 = L.popup({"maxWidth": "100%"});\n", + " var popup_cbd502461857a66f33314b7d1260c7f8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d7a41305b5d2571a2ace8fac3dab264d = $(`<div id="html_d7a41305b5d2571a2ace8fac3dab264d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_bf1998b165e245fcae6ffb845a467586.setContent(html_d7a41305b5d2571a2ace8fac3dab264d);\n", + " var html_48ec6123183e98258665d98c6befd558 = $(`<div id="html_48ec6123183e98258665d98c6befd558" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_cbd502461857a66f33314b7d1260c7f8.setContent(html_48ec6123183e98258665d98c6befd558);\n", " \n", " \n", "\n", - " circle_marker_c7a32f6c2e580c9d89afdd88f3942a78.bindPopup(popup_bf1998b165e245fcae6ffb845a467586)\n", + " circle_marker_af0e5b96cb1d5abf1902b4eeb737183d.bindPopup(popup_cbd502461857a66f33314b7d1260c7f8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ef7a0fb5b23e14bb785e56c4bad63ba7 = L.circleMarker(\n", + " var circle_marker_b15faee7913a0e7fb2732e006955d9b2 = L.circleMarker(\n", " [37.76149261428097, -122.41246627252544],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_2b88ffd6286f505497d33e6f7a7b8ff2 = L.popup({"maxWidth": "100%"});\n", + " var popup_4a45d8acc134f5472c23fa021093317f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_51e60d34457afe74fd54e936c08f6682 = $(`<div id="html_51e60d34457afe74fd54e936c08f6682" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_2b88ffd6286f505497d33e6f7a7b8ff2.setContent(html_51e60d34457afe74fd54e936c08f6682);\n", + " var html_eda18d30573465178e1e7aedeb60494a = $(`<div id="html_eda18d30573465178e1e7aedeb60494a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4a45d8acc134f5472c23fa021093317f.setContent(html_eda18d30573465178e1e7aedeb60494a);\n", " \n", " \n", "\n", - " circle_marker_ef7a0fb5b23e14bb785e56c4bad63ba7.bindPopup(popup_2b88ffd6286f505497d33e6f7a7b8ff2)\n", + " circle_marker_b15faee7913a0e7fb2732e006955d9b2.bindPopup(popup_4a45d8acc134f5472c23fa021093317f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_206eddc64398201b357754dcd7bbaef8 = L.circleMarker(\n", + " var circle_marker_a88a48858a515b773f4c2f8af9f160fc = L.circleMarker(\n", " [37.76062461888235, -122.42108957360912],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_22523ac49bb38e2215e6c38e33ba1879 = L.popup({"maxWidth": "100%"});\n", + " var popup_1c6c49ab32e3768f0e5cc255f1a6fb1d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_21dfe319f6c26627ba0e25618fc9359c = $(`<div id="html_21dfe319f6c26627ba0e25618fc9359c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_22523ac49bb38e2215e6c38e33ba1879.setContent(html_21dfe319f6c26627ba0e25618fc9359c);\n", + " var html_8ce846c8d8d9311df09ef2dd34e9dfc3 = $(`<div id="html_8ce846c8d8d9311df09ef2dd34e9dfc3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1c6c49ab32e3768f0e5cc255f1a6fb1d.setContent(html_8ce846c8d8d9311df09ef2dd34e9dfc3);\n", " \n", " \n", "\n", - " circle_marker_206eddc64398201b357754dcd7bbaef8.bindPopup(popup_22523ac49bb38e2215e6c38e33ba1879)\n", + " circle_marker_a88a48858a515b773f4c2f8af9f160fc.bindPopup(popup_1c6c49ab32e3768f0e5cc255f1a6fb1d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_42f2f521b8451c99ffb74a847850b906 = L.circleMarker(\n", + " var circle_marker_970329b6cc48792d55a9ed999b0d4680 = L.circleMarker(\n", " [37.736623528205754, -122.41970410021572],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_df9383356b6d441af443d3786c053527 = L.popup({"maxWidth": "100%"});\n", + " var popup_a5e727d9e1db2112a2b29da51540f127 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b62d99ac8c11eb5b3d510808d5d9322e = $(`<div id="html_b62d99ac8c11eb5b3d510808d5d9322e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_df9383356b6d441af443d3786c053527.setContent(html_b62d99ac8c11eb5b3d510808d5d9322e);\n", + " var html_d76b727c2c8179b03ba85c12673c813d = $(`<div id="html_d76b727c2c8179b03ba85c12673c813d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a5e727d9e1db2112a2b29da51540f127.setContent(html_d76b727c2c8179b03ba85c12673c813d);\n", " \n", " \n", "\n", - " circle_marker_42f2f521b8451c99ffb74a847850b906.bindPopup(popup_df9383356b6d441af443d3786c053527)\n", + " circle_marker_970329b6cc48792d55a9ed999b0d4680.bindPopup(popup_a5e727d9e1db2112a2b29da51540f127)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ffa1dde59fc3373a6a195396ee821f67 = L.circleMarker(\n", + " var circle_marker_77feee7ac45e70770785faa24eaf7f39 = L.circleMarker(\n", " [37.75345065474162, -122.41586666626333],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e23da6235015eaed650b5288955adcdc = L.popup({"maxWidth": "100%"});\n", + " var popup_1a4f253ff3d96f713f16ac41afda3ea7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0dd0f5471cc2e107164bca1ad424250f = $(`<div id="html_0dd0f5471cc2e107164bca1ad424250f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e23da6235015eaed650b5288955adcdc.setContent(html_0dd0f5471cc2e107164bca1ad424250f);\n", + " var html_69ad0483abde8df27789e8178fd02851 = $(`<div id="html_69ad0483abde8df27789e8178fd02851" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1a4f253ff3d96f713f16ac41afda3ea7.setContent(html_69ad0483abde8df27789e8178fd02851);\n", " \n", " \n", "\n", - " circle_marker_ffa1dde59fc3373a6a195396ee821f67.bindPopup(popup_e23da6235015eaed650b5288955adcdc)\n", + " circle_marker_77feee7ac45e70770785faa24eaf7f39.bindPopup(popup_1a4f253ff3d96f713f16ac41afda3ea7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0207b8f6b803c1d804cd3173de1f3969 = L.circleMarker(\n", + " var circle_marker_97bb81b29c37bd246e22bcc4457f73dc = L.circleMarker(\n", " [37.73623856050469, -122.41915845180576],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_07cc00fa0fe32a564a8fd3db6dc011da = L.popup({"maxWidth": "100%"});\n", + " var popup_1e9ce97eff59537bf4783714d7df79bc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_cfaa5cc499f191d180f9362f61a72dcb = $(`<div id="html_cfaa5cc499f191d180f9362f61a72dcb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_07cc00fa0fe32a564a8fd3db6dc011da.setContent(html_cfaa5cc499f191d180f9362f61a72dcb);\n", + " var html_643f44b5da44d8c8373d6088207fdf24 = $(`<div id="html_643f44b5da44d8c8373d6088207fdf24" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1e9ce97eff59537bf4783714d7df79bc.setContent(html_643f44b5da44d8c8373d6088207fdf24);\n", " \n", " \n", "\n", - " circle_marker_0207b8f6b803c1d804cd3173de1f3969.bindPopup(popup_07cc00fa0fe32a564a8fd3db6dc011da)\n", + " circle_marker_97bb81b29c37bd246e22bcc4457f73dc.bindPopup(popup_1e9ce97eff59537bf4783714d7df79bc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2db6a9e2419328071c13d43a3ffab617 = L.circleMarker(\n", + " var circle_marker_aea38175792b57f22bb5bdb0637e995c = L.circleMarker(\n", " [37.73923240960833, -122.41551073208204],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d1fc48478bef577e2fce583e2163eb9f = L.popup({"maxWidth": "100%"});\n", + " var popup_23f8ed7abb58c78320775eed74888876 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_64802e410b1e6d129c8801058df30fc0 = $(`<div id="html_64802e410b1e6d129c8801058df30fc0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d1fc48478bef577e2fce583e2163eb9f.setContent(html_64802e410b1e6d129c8801058df30fc0);\n", + " var html_bff4d58e3b6e1fc914b1cb2a69ab42e8 = $(`<div id="html_bff4d58e3b6e1fc914b1cb2a69ab42e8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_23f8ed7abb58c78320775eed74888876.setContent(html_bff4d58e3b6e1fc914b1cb2a69ab42e8);\n", " \n", " \n", "\n", - " circle_marker_2db6a9e2419328071c13d43a3ffab617.bindPopup(popup_d1fc48478bef577e2fce583e2163eb9f)\n", + " circle_marker_aea38175792b57f22bb5bdb0637e995c.bindPopup(popup_23f8ed7abb58c78320775eed74888876)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9764effff7752995f2612765df450d3e = L.circleMarker(\n", + " var circle_marker_dfe48c6e2d874d117c9d7dc3c30a05ff = L.circleMarker(\n", " [37.761078335088655, -122.42607748635427],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_755a39da7104759a730673af08f6186d = L.popup({"maxWidth": "100%"});\n", + " var popup_0afc00ffd07bdf1f36bab4f49aaa771b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e7b1538395bcc66bf771c17f353b23a9 = $(`<div id="html_e7b1538395bcc66bf771c17f353b23a9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_755a39da7104759a730673af08f6186d.setContent(html_e7b1538395bcc66bf771c17f353b23a9);\n", + " var html_455f8a8bb197b682e78c789368c57438 = $(`<div id="html_455f8a8bb197b682e78c789368c57438" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0afc00ffd07bdf1f36bab4f49aaa771b.setContent(html_455f8a8bb197b682e78c789368c57438);\n", " \n", " \n", "\n", - " circle_marker_9764effff7752995f2612765df450d3e.bindPopup(popup_755a39da7104759a730673af08f6186d)\n", + " circle_marker_dfe48c6e2d874d117c9d7dc3c30a05ff.bindPopup(popup_0afc00ffd07bdf1f36bab4f49aaa771b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_46cfb752add51a15b7428f1f20cc1938 = L.circleMarker(\n", + " var circle_marker_f5d750bf2429fb2198607ab97e96676a = L.circleMarker(\n", " [37.75805957305026, -122.4054100676619],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5d215eb125f227915e0549174d93104b = L.popup({"maxWidth": "100%"});\n", + " var popup_886e4a6d029456044b68edd92e2619cf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_539d0f779bf3e31896d8406f52716c73 = $(`<div id="html_539d0f779bf3e31896d8406f52716c73" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5d215eb125f227915e0549174d93104b.setContent(html_539d0f779bf3e31896d8406f52716c73);\n", + " var html_2385a863c930d9d595a97f8b210ac53d = $(`<div id="html_2385a863c930d9d595a97f8b210ac53d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_886e4a6d029456044b68edd92e2619cf.setContent(html_2385a863c930d9d595a97f8b210ac53d);\n", " \n", " \n", "\n", - " circle_marker_46cfb752add51a15b7428f1f20cc1938.bindPopup(popup_5d215eb125f227915e0549174d93104b)\n", + " circle_marker_f5d750bf2429fb2198607ab97e96676a.bindPopup(popup_886e4a6d029456044b68edd92e2619cf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dc5b46e016570becff973cbd67ff1a70 = L.circleMarker(\n", + " var circle_marker_3f87a3cc0635e8ec023455401e24af39 = L.circleMarker(\n", " [37.73432756040431, -122.42006414249477],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_4468317d302883dc04baad5772dfc1d1 = L.popup({"maxWidth": "100%"});\n", + " var popup_e37a86b035f8af75e55d425ee1f2deb4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_88d5498d71bf4c1834142effc5c70343 = $(`<div id="html_88d5498d71bf4c1834142effc5c70343" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_4468317d302883dc04baad5772dfc1d1.setContent(html_88d5498d71bf4c1834142effc5c70343);\n", + " var html_a1238644357f7806642dd76332f899b1 = $(`<div id="html_a1238644357f7806642dd76332f899b1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e37a86b035f8af75e55d425ee1f2deb4.setContent(html_a1238644357f7806642dd76332f899b1);\n", " \n", " \n", "\n", - " circle_marker_dc5b46e016570becff973cbd67ff1a70.bindPopup(popup_4468317d302883dc04baad5772dfc1d1)\n", + " circle_marker_3f87a3cc0635e8ec023455401e24af39.bindPopup(popup_e37a86b035f8af75e55d425ee1f2deb4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_81e06ef39ab3f84495d807c3aa536ede = L.circleMarker(\n", + " var circle_marker_a1927f0cfa8cbda916cbbc97c5170d10 = L.circleMarker(\n", " [37.73950355490107, -122.41817054462335],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_576cb97acb2b9e9328bb724b4f859fd9 = L.popup({"maxWidth": "100%"});\n", + " var popup_d203f31a30cd306a17fd4d651f679989 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_75b734fa8dbf373da5108d6f25e670c8 = $(`<div id="html_75b734fa8dbf373da5108d6f25e670c8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_576cb97acb2b9e9328bb724b4f859fd9.setContent(html_75b734fa8dbf373da5108d6f25e670c8);\n", + " var html_94aa9ebe17ed7fee7de2520057a545e3 = $(`<div id="html_94aa9ebe17ed7fee7de2520057a545e3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d203f31a30cd306a17fd4d651f679989.setContent(html_94aa9ebe17ed7fee7de2520057a545e3);\n", " \n", " \n", "\n", - " circle_marker_81e06ef39ab3f84495d807c3aa536ede.bindPopup(popup_576cb97acb2b9e9328bb724b4f859fd9)\n", + " circle_marker_a1927f0cfa8cbda916cbbc97c5170d10.bindPopup(popup_d203f31a30cd306a17fd4d651f679989)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_32d355ac841ad8c626e51c910a788f7e = L.circleMarker(\n", + " var circle_marker_ac14b855c36fa7cbc7cd54b20ab3434c = L.circleMarker(\n", " [37.73658262871167, -122.40888503839128],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_42967e7572afbf67259ecc30d8a71d75 = L.popup({"maxWidth": "100%"});\n", + " var popup_a290d5a371777b38d0437a942281a8b5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e3791f93f81448d8988e5752cf46957f = $(`<div id="html_e3791f93f81448d8988e5752cf46957f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_42967e7572afbf67259ecc30d8a71d75.setContent(html_e3791f93f81448d8988e5752cf46957f);\n", + " var html_f8517ecde16e3c0b324ebe9bc747591b = $(`<div id="html_f8517ecde16e3c0b324ebe9bc747591b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a290d5a371777b38d0437a942281a8b5.setContent(html_f8517ecde16e3c0b324ebe9bc747591b);\n", " \n", " \n", "\n", - " circle_marker_32d355ac841ad8c626e51c910a788f7e.bindPopup(popup_42967e7572afbf67259ecc30d8a71d75)\n", + " circle_marker_ac14b855c36fa7cbc7cd54b20ab3434c.bindPopup(popup_a290d5a371777b38d0437a942281a8b5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_75f66ed99a6fc5acb523805dd21b55de = L.circleMarker(\n", + " var circle_marker_01ca4bd9060c78ce29d0e06eb14a5d38 = L.circleMarker(\n", " [37.73995333620304, -122.41140314623527],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_82cea8e56bb216b2b85b3c0b72f1b6c9 = L.popup({"maxWidth": "100%"});\n", + " var popup_b81273ab457850836d5318182f9d1114 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a4ec114863f39d55e9a4a4dc144616ee = $(`<div id="html_a4ec114863f39d55e9a4a4dc144616ee" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_82cea8e56bb216b2b85b3c0b72f1b6c9.setContent(html_a4ec114863f39d55e9a4a4dc144616ee);\n", + " var html_d46a86d75d618cc2696b128f6ebd1b07 = $(`<div id="html_d46a86d75d618cc2696b128f6ebd1b07" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b81273ab457850836d5318182f9d1114.setContent(html_d46a86d75d618cc2696b128f6ebd1b07);\n", " \n", " \n", "\n", - " circle_marker_75f66ed99a6fc5acb523805dd21b55de.bindPopup(popup_82cea8e56bb216b2b85b3c0b72f1b6c9)\n", + " circle_marker_01ca4bd9060c78ce29d0e06eb14a5d38.bindPopup(popup_b81273ab457850836d5318182f9d1114)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4a0c89eeeba56cd4b37f63ee8f1c951e = L.circleMarker(\n", + " var circle_marker_ced6fb30d2f6dfd7686c70df92d437fa = L.circleMarker(\n", " [37.750638766365256, -122.41783069338953],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_cd92feb0b13f7886ece4889acf43910c = L.popup({"maxWidth": "100%"});\n", + " var popup_ec89ff168441fa5b48e44a6b0e5df415 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5ed52f751536880291ff9c691c87eeb2 = $(`<div id="html_5ed52f751536880291ff9c691c87eeb2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_cd92feb0b13f7886ece4889acf43910c.setContent(html_5ed52f751536880291ff9c691c87eeb2);\n", + " var html_669aaff9f753aa280e34864910d8c1c3 = $(`<div id="html_669aaff9f753aa280e34864910d8c1c3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ec89ff168441fa5b48e44a6b0e5df415.setContent(html_669aaff9f753aa280e34864910d8c1c3);\n", " \n", " \n", "\n", - " circle_marker_4a0c89eeeba56cd4b37f63ee8f1c951e.bindPopup(popup_cd92feb0b13f7886ece4889acf43910c)\n", + " circle_marker_ced6fb30d2f6dfd7686c70df92d437fa.bindPopup(popup_ec89ff168441fa5b48e44a6b0e5df415)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_835fc66acc45cbf957e2c9daa42a553d = L.circleMarker(\n", + " var circle_marker_70f7d693b698778d7b74697801caa8d6 = L.circleMarker(\n", " [37.756449811909334, -122.40658575420164],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_73b3417178aebe6f2052ae241c54d54a = L.popup({"maxWidth": "100%"});\n", + " var popup_b86b9e874ce90be683c0a826523aa6c5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fbbf2db117e18f2363b504cf8e9b4ffd = $(`<div id="html_fbbf2db117e18f2363b504cf8e9b4ffd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_73b3417178aebe6f2052ae241c54d54a.setContent(html_fbbf2db117e18f2363b504cf8e9b4ffd);\n", + " var html_b229cc004ce5b39eb18314acab82d91f = $(`<div id="html_b229cc004ce5b39eb18314acab82d91f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b86b9e874ce90be683c0a826523aa6c5.setContent(html_b229cc004ce5b39eb18314acab82d91f);\n", " \n", " \n", "\n", - " circle_marker_835fc66acc45cbf957e2c9daa42a553d.bindPopup(popup_73b3417178aebe6f2052ae241c54d54a)\n", + " circle_marker_70f7d693b698778d7b74697801caa8d6.bindPopup(popup_b86b9e874ce90be683c0a826523aa6c5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bd887493a2379c83785ad8ab999b1475 = L.circleMarker(\n", + " var circle_marker_4e27f53f99da4656974bc01ef186595a = L.circleMarker(\n", " [37.73605302291012, -122.42166950005372],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ca6d6cdd0cfd68a5838bb21dad3fc22f = L.popup({"maxWidth": "100%"});\n", + " var popup_a22f3bda27a8fb249296dbe37a5df755 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c1dec5f3ba5c35a464f38c19d2ca7db3 = $(`<div id="html_c1dec5f3ba5c35a464f38c19d2ca7db3" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ca6d6cdd0cfd68a5838bb21dad3fc22f.setContent(html_c1dec5f3ba5c35a464f38c19d2ca7db3);\n", + " var html_c101be4eead9d4926679161bd366363c = $(`<div id="html_c101be4eead9d4926679161bd366363c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a22f3bda27a8fb249296dbe37a5df755.setContent(html_c101be4eead9d4926679161bd366363c);\n", " \n", " \n", "\n", - " circle_marker_bd887493a2379c83785ad8ab999b1475.bindPopup(popup_ca6d6cdd0cfd68a5838bb21dad3fc22f)\n", + " circle_marker_4e27f53f99da4656974bc01ef186595a.bindPopup(popup_a22f3bda27a8fb249296dbe37a5df755)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0df865c7e2ad2870f7413c79f7f3a1f1 = L.circleMarker(\n", + " var circle_marker_bb3396ed5b833bb2d03ad853e9d30c35 = L.circleMarker(\n", " [37.74717190213178, -122.42187930857803],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b11676a0ec5db7de2ac499e2c070bc36 = L.popup({"maxWidth": "100%"});\n", + " var popup_81c665cca990478fbe0ae3d30e3bef40 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_33c5ff001a7de24707c8a866aaed6d09 = $(`<div id="html_33c5ff001a7de24707c8a866aaed6d09" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b11676a0ec5db7de2ac499e2c070bc36.setContent(html_33c5ff001a7de24707c8a866aaed6d09);\n", + " var html_6c1da6971cd86c192921a5dc8c77f25f = $(`<div id="html_6c1da6971cd86c192921a5dc8c77f25f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_81c665cca990478fbe0ae3d30e3bef40.setContent(html_6c1da6971cd86c192921a5dc8c77f25f);\n", " \n", " \n", "\n", - " circle_marker_0df865c7e2ad2870f7413c79f7f3a1f1.bindPopup(popup_b11676a0ec5db7de2ac499e2c070bc36)\n", + " circle_marker_bb3396ed5b833bb2d03ad853e9d30c35.bindPopup(popup_81c665cca990478fbe0ae3d30e3bef40)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_97451d1e5311c11967c79c7d0397a23a = L.circleMarker(\n", + " var circle_marker_d096594f773d5e6e018d849a0007fec9 = L.circleMarker(\n", " [37.75537378026224, -122.41111606218875],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_dad931f19ef50201c3ff600c0aee870d = L.popup({"maxWidth": "100%"});\n", + " var popup_d8240a2cca7464503aaccba5d0f2e892 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5eaebfcf02e218db3523143d69d62a1e = $(`<div id="html_5eaebfcf02e218db3523143d69d62a1e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_dad931f19ef50201c3ff600c0aee870d.setContent(html_5eaebfcf02e218db3523143d69d62a1e);\n", + " var html_32ea18f48f0436632ed905ab753f2c1c = $(`<div id="html_32ea18f48f0436632ed905ab753f2c1c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d8240a2cca7464503aaccba5d0f2e892.setContent(html_32ea18f48f0436632ed905ab753f2c1c);\n", " \n", " \n", "\n", - " circle_marker_97451d1e5311c11967c79c7d0397a23a.bindPopup(popup_dad931f19ef50201c3ff600c0aee870d)\n", + " circle_marker_d096594f773d5e6e018d849a0007fec9.bindPopup(popup_d8240a2cca7464503aaccba5d0f2e892)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4e7ac887f05510f84cb013250c3dad1d = L.circleMarker(\n", + " var circle_marker_9d7be570f7b77656b8455f1044d6e37b = L.circleMarker(\n", " [37.74456173838566, -122.42133239235675],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7f420800d7c53c9a0237b708191fd611 = L.popup({"maxWidth": "100%"});\n", + " var popup_706b77ec8399a88ac7a7a0f240d1db3f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_31c026313d62c853984a0d6356cb2c4d = $(`<div id="html_31c026313d62c853984a0d6356cb2c4d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7f420800d7c53c9a0237b708191fd611.setContent(html_31c026313d62c853984a0d6356cb2c4d);\n", + " var html_fec652dd42bdd62ace4612baf8a34b51 = $(`<div id="html_fec652dd42bdd62ace4612baf8a34b51" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_706b77ec8399a88ac7a7a0f240d1db3f.setContent(html_fec652dd42bdd62ace4612baf8a34b51);\n", " \n", " \n", "\n", - " circle_marker_4e7ac887f05510f84cb013250c3dad1d.bindPopup(popup_7f420800d7c53c9a0237b708191fd611)\n", + " circle_marker_9d7be570f7b77656b8455f1044d6e37b.bindPopup(popup_706b77ec8399a88ac7a7a0f240d1db3f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0f1c87558887d0d99cc42456bbfd48eb = L.circleMarker(\n", + " var circle_marker_6c2b5f2c955e5d23d4af02b74978c0fa = L.circleMarker(\n", " [37.75855610670547, -122.42394850602186],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9abb831cfe1ada71812b53d6ce7d81b7 = L.popup({"maxWidth": "100%"});\n", + " var popup_54bfe57a4d4cf5e7f23f9bd1366b7672 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_10b8c42b2e6eebf035a7e89dc03fbdbd = $(`<div id="html_10b8c42b2e6eebf035a7e89dc03fbdbd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9abb831cfe1ada71812b53d6ce7d81b7.setContent(html_10b8c42b2e6eebf035a7e89dc03fbdbd);\n", + " var html_6070473dcf681214a19b088697ff8037 = $(`<div id="html_6070473dcf681214a19b088697ff8037" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_54bfe57a4d4cf5e7f23f9bd1366b7672.setContent(html_6070473dcf681214a19b088697ff8037);\n", " \n", " \n", "\n", - " circle_marker_0f1c87558887d0d99cc42456bbfd48eb.bindPopup(popup_9abb831cfe1ada71812b53d6ce7d81b7)\n", + " circle_marker_6c2b5f2c955e5d23d4af02b74978c0fa.bindPopup(popup_54bfe57a4d4cf5e7f23f9bd1366b7672)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_12a29560f5a4c477e52d8f3f17dc5536 = L.circleMarker(\n", + " var circle_marker_5713ac71eba74b92e3e3ba00dfb7bd57 = L.circleMarker(\n", " [37.75817465417819, -122.40867766046134],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c61984fe38add7daea707237038ef69b = L.popup({"maxWidth": "100%"});\n", + " var popup_2827485c2dada7b3c2b95cf9550bf314 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1cdb05a7c3619b4bf57758762fd42369 = $(`<div id="html_1cdb05a7c3619b4bf57758762fd42369" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c61984fe38add7daea707237038ef69b.setContent(html_1cdb05a7c3619b4bf57758762fd42369);\n", + " var html_af3e5b51bca6449ce572b70373f0518a = $(`<div id="html_af3e5b51bca6449ce572b70373f0518a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2827485c2dada7b3c2b95cf9550bf314.setContent(html_af3e5b51bca6449ce572b70373f0518a);\n", " \n", " \n", "\n", - " circle_marker_12a29560f5a4c477e52d8f3f17dc5536.bindPopup(popup_c61984fe38add7daea707237038ef69b)\n", + " circle_marker_5713ac71eba74b92e3e3ba00dfb7bd57.bindPopup(popup_2827485c2dada7b3c2b95cf9550bf314)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fb8889a673415de9cecc6a73473d1aff = L.circleMarker(\n", + " var circle_marker_8914f302a7581aa8dc41a97485d5a7a1 = L.circleMarker(\n", " [37.74435235234791, -122.42194819694559],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_21f72c9232cb7e6bbc38dd2ed112d8d0 = L.popup({"maxWidth": "100%"});\n", + " var popup_33755f980452d04ace6f942644838b6c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1049de954b9045016f7345d345b91518 = $(`<div id="html_1049de954b9045016f7345d345b91518" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_21f72c9232cb7e6bbc38dd2ed112d8d0.setContent(html_1049de954b9045016f7345d345b91518);\n", + " var html_d193885621287694c5450587e56bd3df = $(`<div id="html_d193885621287694c5450587e56bd3df" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_33755f980452d04ace6f942644838b6c.setContent(html_d193885621287694c5450587e56bd3df);\n", " \n", " \n", "\n", - " circle_marker_fb8889a673415de9cecc6a73473d1aff.bindPopup(popup_21f72c9232cb7e6bbc38dd2ed112d8d0)\n", + " circle_marker_8914f302a7581aa8dc41a97485d5a7a1.bindPopup(popup_33755f980452d04ace6f942644838b6c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f2ec62ab5a8603a85b72f397f0c3162d = L.circleMarker(\n", + " var circle_marker_6aa88469b4728e18788f6af11ec11cae = L.circleMarker(\n", " [37.740893604514234, -122.41356130372293],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_de5191f26a9e632806abd7e6b69ef42e = L.popup({"maxWidth": "100%"});\n", + " var popup_268cc01a2fecad6e16b93a4efc3e2290 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2dfd0201c7c0e96e3d233136d9aa6fc5 = $(`<div id="html_2dfd0201c7c0e96e3d233136d9aa6fc5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_de5191f26a9e632806abd7e6b69ef42e.setContent(html_2dfd0201c7c0e96e3d233136d9aa6fc5);\n", + " var html_aa2fdc113b49fd5878b38142b5ce1903 = $(`<div id="html_aa2fdc113b49fd5878b38142b5ce1903" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_268cc01a2fecad6e16b93a4efc3e2290.setContent(html_aa2fdc113b49fd5878b38142b5ce1903);\n", " \n", " \n", "\n", - " circle_marker_f2ec62ab5a8603a85b72f397f0c3162d.bindPopup(popup_de5191f26a9e632806abd7e6b69ef42e)\n", + " circle_marker_6aa88469b4728e18788f6af11ec11cae.bindPopup(popup_268cc01a2fecad6e16b93a4efc3e2290)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_33aed7db5c084d3b5a6f77441d860ee1 = L.circleMarker(\n", + " var circle_marker_e5f6188e84305e64538f239144de8d49 = L.circleMarker(\n", " [37.7382987149878, -122.4191004858632],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_065f065bf2b6a21a407eb1ddd83c970a = L.popup({"maxWidth": "100%"});\n", + " var popup_9c988db51c2c2a0e0d636bf3c0bdad7d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7d15fd08487070ae414ee8bea7a9b667 = $(`<div id="html_7d15fd08487070ae414ee8bea7a9b667" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_065f065bf2b6a21a407eb1ddd83c970a.setContent(html_7d15fd08487070ae414ee8bea7a9b667);\n", + " var html_61ddbc9d022b1123ef8071b4320100f8 = $(`<div id="html_61ddbc9d022b1123ef8071b4320100f8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_9c988db51c2c2a0e0d636bf3c0bdad7d.setContent(html_61ddbc9d022b1123ef8071b4320100f8);\n", " \n", " \n", "\n", - " circle_marker_33aed7db5c084d3b5a6f77441d860ee1.bindPopup(popup_065f065bf2b6a21a407eb1ddd83c970a)\n", + " circle_marker_e5f6188e84305e64538f239144de8d49.bindPopup(popup_9c988db51c2c2a0e0d636bf3c0bdad7d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1b3a856df36389e1732e7a60bfdc6d59 = L.circleMarker(\n", + " var circle_marker_832cc2d3ab1b78f7068bfee086857983 = L.circleMarker(\n", " [37.73307788209335, -122.41682592303474],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f32480c3673a1f13353586243080daa6 = L.popup({"maxWidth": "100%"});\n", + " var popup_f565ef256f24c3744cec057aa8a78ce5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_00ba6cf5092d5041a79212d2fa3dbce5 = $(`<div id="html_00ba6cf5092d5041a79212d2fa3dbce5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f32480c3673a1f13353586243080daa6.setContent(html_00ba6cf5092d5041a79212d2fa3dbce5);\n", + " var html_86aa6f451ff8a4e5e654326ca6acf466 = $(`<div id="html_86aa6f451ff8a4e5e654326ca6acf466" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f565ef256f24c3744cec057aa8a78ce5.setContent(html_86aa6f451ff8a4e5e654326ca6acf466);\n", " \n", " \n", "\n", - " circle_marker_1b3a856df36389e1732e7a60bfdc6d59.bindPopup(popup_f32480c3673a1f13353586243080daa6)\n", + " circle_marker_832cc2d3ab1b78f7068bfee086857983.bindPopup(popup_f565ef256f24c3744cec057aa8a78ce5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ad2c68f8cfe347bca8eaa4599a73e885 = L.circleMarker(\n", + " var circle_marker_f9ff490fb7cfea4d35685e6336ebcc07 = L.circleMarker(\n", " [37.742057632289225, -122.41531864893646],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0e9549dfa63a0c6865b156fd2efbf7bf = L.popup({"maxWidth": "100%"});\n", + " var popup_ebd7003a3f9adc47d6c0a1a1de1cf74f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_00ae24cd5b45a22ea3df63a4a0a75ac2 = $(`<div id="html_00ae24cd5b45a22ea3df63a4a0a75ac2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0e9549dfa63a0c6865b156fd2efbf7bf.setContent(html_00ae24cd5b45a22ea3df63a4a0a75ac2);\n", + " var html_e353c33bb531cbcfaf8b658c44a7aac0 = $(`<div id="html_e353c33bb531cbcfaf8b658c44a7aac0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ebd7003a3f9adc47d6c0a1a1de1cf74f.setContent(html_e353c33bb531cbcfaf8b658c44a7aac0);\n", " \n", " \n", "\n", - " circle_marker_ad2c68f8cfe347bca8eaa4599a73e885.bindPopup(popup_0e9549dfa63a0c6865b156fd2efbf7bf)\n", + " circle_marker_f9ff490fb7cfea4d35685e6336ebcc07.bindPopup(popup_ebd7003a3f9adc47d6c0a1a1de1cf74f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_862ae71948f6b5672c8ad09cee74b2dd = L.circleMarker(\n", + " var circle_marker_c8c45fcf84b052c94c5f4d6902814b45 = L.circleMarker(\n", " [37.76440867305686, -122.41381831239967],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_20ee5c3902fdcce8646e547269c7c0f2 = L.popup({"maxWidth": "100%"});\n", + " var popup_c856fb27017b478f43dc606e731bfe5b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1c8f7109c157f1f82550fa1a79c0f3e2 = $(`<div id="html_1c8f7109c157f1f82550fa1a79c0f3e2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_20ee5c3902fdcce8646e547269c7c0f2.setContent(html_1c8f7109c157f1f82550fa1a79c0f3e2);\n", + " var html_f068ee12eacc358008582d7ffadb5256 = $(`<div id="html_f068ee12eacc358008582d7ffadb5256" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c856fb27017b478f43dc606e731bfe5b.setContent(html_f068ee12eacc358008582d7ffadb5256);\n", " \n", " \n", "\n", - " circle_marker_862ae71948f6b5672c8ad09cee74b2dd.bindPopup(popup_20ee5c3902fdcce8646e547269c7c0f2)\n", + " circle_marker_c8c45fcf84b052c94c5f4d6902814b45.bindPopup(popup_c856fb27017b478f43dc606e731bfe5b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_414d649fe97c9a4a2844a5cebd4d8e9d = L.circleMarker(\n", + " var circle_marker_5f0c9ba44de117cdc40f467a33704a60 = L.circleMarker(\n", " [37.74901705715819, -122.41757863525594],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f34e42f64afe377e19e03519868c811e = L.popup({"maxWidth": "100%"});\n", + " var popup_8cd11402f93528bdcaa2288a27c30890 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e2c30ce89d469e0a1ec7ad612400b1d2 = $(`<div id="html_e2c30ce89d469e0a1ec7ad612400b1d2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f34e42f64afe377e19e03519868c811e.setContent(html_e2c30ce89d469e0a1ec7ad612400b1d2);\n", + " var html_3488c3b6489655674fd83f97302f736b = $(`<div id="html_3488c3b6489655674fd83f97302f736b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8cd11402f93528bdcaa2288a27c30890.setContent(html_3488c3b6489655674fd83f97302f736b);\n", " \n", " \n", "\n", - " circle_marker_414d649fe97c9a4a2844a5cebd4d8e9d.bindPopup(popup_f34e42f64afe377e19e03519868c811e)\n", + " circle_marker_5f0c9ba44de117cdc40f467a33704a60.bindPopup(popup_8cd11402f93528bdcaa2288a27c30890)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a2f6af74c4a9f0e047529792906f757e = L.circleMarker(\n", + " var circle_marker_8187fea7fa00c45348e05cb5be775ab2 = L.circleMarker(\n", " [37.75488633070316, -122.41487544794536],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_fffe7a0f66ae6cafac3a73f387318ad3 = L.popup({"maxWidth": "100%"});\n", + " var popup_f0c89aea1293abe267e69f9cd6897b73 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_845ac1789629da1182b023edcd04a7f2 = $(`<div id="html_845ac1789629da1182b023edcd04a7f2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_fffe7a0f66ae6cafac3a73f387318ad3.setContent(html_845ac1789629da1182b023edcd04a7f2);\n", + " var html_7c3942a17eed82567d31863d3c4ba563 = $(`<div id="html_7c3942a17eed82567d31863d3c4ba563" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f0c89aea1293abe267e69f9cd6897b73.setContent(html_7c3942a17eed82567d31863d3c4ba563);\n", " \n", " \n", "\n", - " circle_marker_a2f6af74c4a9f0e047529792906f757e.bindPopup(popup_fffe7a0f66ae6cafac3a73f387318ad3)\n", + " circle_marker_8187fea7fa00c45348e05cb5be775ab2.bindPopup(popup_f0c89aea1293abe267e69f9cd6897b73)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_03dcaaa4892d41c2b0840ef4e6c1077b = L.circleMarker(\n", + " var circle_marker_0d492a30b638b241f9c31421f20531b7 = L.circleMarker(\n", " [37.73596321664609, -122.42148375412637],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_62da64645b34b1be5805e062be4ae8cb = L.popup({"maxWidth": "100%"});\n", + " var popup_7de1e9fb739acd0ea3c071f119ae55f7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dcec83323cf909cb7f39434bc137fde5 = $(`<div id="html_dcec83323cf909cb7f39434bc137fde5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_62da64645b34b1be5805e062be4ae8cb.setContent(html_dcec83323cf909cb7f39434bc137fde5);\n", + " var html_da1bc3f5499d643acf4aa181bd56faa7 = $(`<div id="html_da1bc3f5499d643acf4aa181bd56faa7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7de1e9fb739acd0ea3c071f119ae55f7.setContent(html_da1bc3f5499d643acf4aa181bd56faa7);\n", " \n", " \n", "\n", - " circle_marker_03dcaaa4892d41c2b0840ef4e6c1077b.bindPopup(popup_62da64645b34b1be5805e062be4ae8cb)\n", + " circle_marker_0d492a30b638b241f9c31421f20531b7.bindPopup(popup_7de1e9fb739acd0ea3c071f119ae55f7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_105f0e3dcdcf1c9c3ecfaee7e7e65250 = L.circleMarker(\n", + " var circle_marker_9df38b305cb822edfb977cc8a51f6599 = L.circleMarker(\n", " [37.764304983194315, -122.41854278041016],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a8ab5de700158bf7a1f0803904f6cd2f = L.popup({"maxWidth": "100%"});\n", + " var popup_51402ada078f8fbbb5fc6b4f38f58585 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_63610cf6507ed998f7110c19a8876da2 = $(`<div id="html_63610cf6507ed998f7110c19a8876da2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a8ab5de700158bf7a1f0803904f6cd2f.setContent(html_63610cf6507ed998f7110c19a8876da2);\n", + " var html_84d8e81d65b5b59d7061daecf148e055 = $(`<div id="html_84d8e81d65b5b59d7061daecf148e055" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_51402ada078f8fbbb5fc6b4f38f58585.setContent(html_84d8e81d65b5b59d7061daecf148e055);\n", " \n", " \n", "\n", - " circle_marker_105f0e3dcdcf1c9c3ecfaee7e7e65250.bindPopup(popup_a8ab5de700158bf7a1f0803904f6cd2f)\n", + " circle_marker_9df38b305cb822edfb977cc8a51f6599.bindPopup(popup_51402ada078f8fbbb5fc6b4f38f58585)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_423bb6a6317f1fcd59432b0587e98d00 = L.circleMarker(\n", + " var circle_marker_f8b878ad9e842a0a332690fceb2ac07d = L.circleMarker(\n", " [37.76250964248838, -122.42379568293042],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_58de236b00a6735e2786f4e8250badcc = L.popup({"maxWidth": "100%"});\n", + " var popup_39ca967c936d8da10f719f01556bca32 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d51d7f3a0eacb8f11196da607450a1b8 = $(`<div id="html_d51d7f3a0eacb8f11196da607450a1b8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_58de236b00a6735e2786f4e8250badcc.setContent(html_d51d7f3a0eacb8f11196da607450a1b8);\n", + " var html_93218e718ed5e929438b6393e8804b15 = $(`<div id="html_93218e718ed5e929438b6393e8804b15" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_39ca967c936d8da10f719f01556bca32.setContent(html_93218e718ed5e929438b6393e8804b15);\n", " \n", " \n", "\n", - " circle_marker_423bb6a6317f1fcd59432b0587e98d00.bindPopup(popup_58de236b00a6735e2786f4e8250badcc)\n", + " circle_marker_f8b878ad9e842a0a332690fceb2ac07d.bindPopup(popup_39ca967c936d8da10f719f01556bca32)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_10feff495f0e04a1da810c56a817477a = L.circleMarker(\n", + " var circle_marker_91ae45fd4fedb3775e0565a6a9c67f87 = L.circleMarker(\n", " [37.747198302368524, -122.41468049513983],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7e74e1bd984ebec84d460404569d1e7f = L.popup({"maxWidth": "100%"});\n", + " var popup_f0b7552efbee9bfc4af16a7320ade410 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_07717d23df872e3e49fe4daf3f414bd7 = $(`<div id="html_07717d23df872e3e49fe4daf3f414bd7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7e74e1bd984ebec84d460404569d1e7f.setContent(html_07717d23df872e3e49fe4daf3f414bd7);\n", + " var html_c807b4d201bc267f090f3637e17aa914 = $(`<div id="html_c807b4d201bc267f090f3637e17aa914" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f0b7552efbee9bfc4af16a7320ade410.setContent(html_c807b4d201bc267f090f3637e17aa914);\n", " \n", " \n", "\n", - " circle_marker_10feff495f0e04a1da810c56a817477a.bindPopup(popup_7e74e1bd984ebec84d460404569d1e7f)\n", + " circle_marker_91ae45fd4fedb3775e0565a6a9c67f87.bindPopup(popup_f0b7552efbee9bfc4af16a7320ade410)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b6f801f974f2bad5daf58f5513f11e1b = L.circleMarker(\n", + " var circle_marker_912e9a562ab40dc719acbd8cd9144bb8 = L.circleMarker(\n", " [37.74725626848265, -122.40603654972017],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8e0f49832b3de3043304be7635ad2eff = L.popup({"maxWidth": "100%"});\n", + " var popup_773f46da32e4b117d93fd067a503ceee = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_153e18e9a82629269a2bb37898b79293 = $(`<div id="html_153e18e9a82629269a2bb37898b79293" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8e0f49832b3de3043304be7635ad2eff.setContent(html_153e18e9a82629269a2bb37898b79293);\n", + " var html_75657058f14f93eacaf0e06b2a2a535a = $(`<div id="html_75657058f14f93eacaf0e06b2a2a535a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_773f46da32e4b117d93fd067a503ceee.setContent(html_75657058f14f93eacaf0e06b2a2a535a);\n", " \n", " \n", "\n", - " circle_marker_b6f801f974f2bad5daf58f5513f11e1b.bindPopup(popup_8e0f49832b3de3043304be7635ad2eff)\n", + " circle_marker_912e9a562ab40dc719acbd8cd9144bb8.bindPopup(popup_773f46da32e4b117d93fd067a503ceee)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c080a072d67478b6447575bf8b86960e = L.circleMarker(\n", + " var circle_marker_a4f5d0d62506ce533233da085139cfa8 = L.circleMarker(\n", " [37.745215819217684, -122.41007117187876],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_77e1e6acac9358d1a21d5e5346f3ba37 = L.popup({"maxWidth": "100%"});\n", + " var popup_d57e14cb56127ae7625d92d0e3b6a5d1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_219f229a80bad94fcbd0a4d6e5b39e5c = $(`<div id="html_219f229a80bad94fcbd0a4d6e5b39e5c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_77e1e6acac9358d1a21d5e5346f3ba37.setContent(html_219f229a80bad94fcbd0a4d6e5b39e5c);\n", + " var html_239bdaec49c1bcb8c0b4329387281978 = $(`<div id="html_239bdaec49c1bcb8c0b4329387281978" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d57e14cb56127ae7625d92d0e3b6a5d1.setContent(html_239bdaec49c1bcb8c0b4329387281978);\n", " \n", " \n", "\n", - " circle_marker_c080a072d67478b6447575bf8b86960e.bindPopup(popup_77e1e6acac9358d1a21d5e5346f3ba37)\n", + " circle_marker_a4f5d0d62506ce533233da085139cfa8.bindPopup(popup_d57e14cb56127ae7625d92d0e3b6a5d1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a88474138911b037ee0c1f42486cbdda = L.circleMarker(\n", + " var circle_marker_b449e5a53bcd33ac3d8c966960697e01 = L.circleMarker(\n", " [37.75518197689151, -122.40547424149503],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0eb6ea7f7d77cd0f312d9c460cd8db77 = L.popup({"maxWidth": "100%"});\n", + " var popup_3c7b5b8dde609f0ca5968adf444efd66 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f145b1cfe4ee59f2cb80ba6b652250b = $(`<div id="html_6f145b1cfe4ee59f2cb80ba6b652250b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0eb6ea7f7d77cd0f312d9c460cd8db77.setContent(html_6f145b1cfe4ee59f2cb80ba6b652250b);\n", + " var html_4be2fb7c71ac18e52bcd5a056345368a = $(`<div id="html_4be2fb7c71ac18e52bcd5a056345368a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3c7b5b8dde609f0ca5968adf444efd66.setContent(html_4be2fb7c71ac18e52bcd5a056345368a);\n", " \n", " \n", "\n", - " circle_marker_a88474138911b037ee0c1f42486cbdda.bindPopup(popup_0eb6ea7f7d77cd0f312d9c460cd8db77)\n", + " circle_marker_b449e5a53bcd33ac3d8c966960697e01.bindPopup(popup_3c7b5b8dde609f0ca5968adf444efd66)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_79a3c3db7cf8cc45408d4269cd77d3c3 = L.circleMarker(\n", + " var circle_marker_8dd87b47b10b9c4b76f3970319fb55f1 = L.circleMarker(\n", " [37.742773768312524, -122.41069845878158],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_bf39e341426212abc3f4724c5955f80c = L.popup({"maxWidth": "100%"});\n", + " var popup_fc706f11e787a1d2361f2d970326ffe2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7d902dea8328d6ba273c0fb84e6b2285 = $(`<div id="html_7d902dea8328d6ba273c0fb84e6b2285" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_bf39e341426212abc3f4724c5955f80c.setContent(html_7d902dea8328d6ba273c0fb84e6b2285);\n", + " var html_198643d7ad47d0c4440c03fd7fdf0275 = $(`<div id="html_198643d7ad47d0c4440c03fd7fdf0275" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_fc706f11e787a1d2361f2d970326ffe2.setContent(html_198643d7ad47d0c4440c03fd7fdf0275);\n", " \n", " \n", "\n", - " circle_marker_79a3c3db7cf8cc45408d4269cd77d3c3.bindPopup(popup_bf39e341426212abc3f4724c5955f80c)\n", + " circle_marker_8dd87b47b10b9c4b76f3970319fb55f1.bindPopup(popup_fc706f11e787a1d2361f2d970326ffe2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6ef631184a46e1990ccee1c22a6cbbc5 = L.circleMarker(\n", + " var circle_marker_58552afd27dd58ad4acbb2fc216012b2 = L.circleMarker(\n", " [37.75333381902695, -122.40923776500622],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_8ee9e05cbb42009b0cf46e83d2c875db = L.popup({"maxWidth": "100%"});\n", + " var popup_ae230f0133ab480c3f69c71a3758f196 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_945caa8a378ef52cbc93f4d709899ebe = $(`<div id="html_945caa8a378ef52cbc93f4d709899ebe" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_8ee9e05cbb42009b0cf46e83d2c875db.setContent(html_945caa8a378ef52cbc93f4d709899ebe);\n", + " var html_2594ffc25ce450d1979513be52ee3a1d = $(`<div id="html_2594ffc25ce450d1979513be52ee3a1d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_ae230f0133ab480c3f69c71a3758f196.setContent(html_2594ffc25ce450d1979513be52ee3a1d);\n", " \n", " \n", "\n", - " circle_marker_6ef631184a46e1990ccee1c22a6cbbc5.bindPopup(popup_8ee9e05cbb42009b0cf46e83d2c875db)\n", + " circle_marker_58552afd27dd58ad4acbb2fc216012b2.bindPopup(popup_ae230f0133ab480c3f69c71a3758f196)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_af1731e067952e4c0cf71d20aff7d6b8 = L.circleMarker(\n", + " var circle_marker_794edc8f2ea3d160a7be4efef9ec9191 = L.circleMarker(\n", " [37.737048133592474, -122.42244404189351],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_09e1ccd9ecf26d9e227211681b599589 = L.popup({"maxWidth": "100%"});\n", + " var popup_5066a4d7d8d234bc177f157de9daf12d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6f8ae1217c6952ae553c8f0183f81758 = $(`<div id="html_6f8ae1217c6952ae553c8f0183f81758" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_09e1ccd9ecf26d9e227211681b599589.setContent(html_6f8ae1217c6952ae553c8f0183f81758);\n", + " var html_f695d3df35617c7aa4895b7c510ca051 = $(`<div id="html_f695d3df35617c7aa4895b7c510ca051" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5066a4d7d8d234bc177f157de9daf12d.setContent(html_f695d3df35617c7aa4895b7c510ca051);\n", " \n", " \n", "\n", - " circle_marker_af1731e067952e4c0cf71d20aff7d6b8.bindPopup(popup_09e1ccd9ecf26d9e227211681b599589)\n", + " circle_marker_794edc8f2ea3d160a7be4efef9ec9191.bindPopup(popup_5066a4d7d8d234bc177f157de9daf12d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d1ee3a5aca132497c959bb9c4dfb926b = L.circleMarker(\n", + " var circle_marker_7f78a8ed8cd20cdb4a06f2c9f9a87dd1 = L.circleMarker(\n", " [37.76439953782074, -122.40822541947725],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_11c7e1ce175ab74584645fb490a9c2ad = L.popup({"maxWidth": "100%"});\n", + " var popup_65ac22ed7f8963193f196d4386bb56e8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c36ad04040397212dbbcaa94722780d5 = $(`<div id="html_c36ad04040397212dbbcaa94722780d5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_11c7e1ce175ab74584645fb490a9c2ad.setContent(html_c36ad04040397212dbbcaa94722780d5);\n", + " var html_0a3161fa6a379697dbb2740198faf2c1 = $(`<div id="html_0a3161fa6a379697dbb2740198faf2c1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_65ac22ed7f8963193f196d4386bb56e8.setContent(html_0a3161fa6a379697dbb2740198faf2c1);\n", " \n", " \n", "\n", - " circle_marker_d1ee3a5aca132497c959bb9c4dfb926b.bindPopup(popup_11c7e1ce175ab74584645fb490a9c2ad)\n", + " circle_marker_7f78a8ed8cd20cdb4a06f2c9f9a87dd1.bindPopup(popup_65ac22ed7f8963193f196d4386bb56e8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f90253aa9a5a01fb60a0e9a3b9c1e258 = L.circleMarker(\n", + " var circle_marker_6a9c80d8e4e6bbadd6a17579bc4ed377 = L.circleMarker(\n", " [37.751790025694, -122.41686980413054],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6828f041e8ae4a3f3cae0c6feb64200f = L.popup({"maxWidth": "100%"});\n", + " var popup_12701e7cb86c9aa5b82a3ea37a58bbe2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_13be4ad2b062fc4d295e4266b4ba1891 = $(`<div id="html_13be4ad2b062fc4d295e4266b4ba1891" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6828f041e8ae4a3f3cae0c6feb64200f.setContent(html_13be4ad2b062fc4d295e4266b4ba1891);\n", + " var html_967cf276c51347bfe39ce11ba9bf13c0 = $(`<div id="html_967cf276c51347bfe39ce11ba9bf13c0" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_12701e7cb86c9aa5b82a3ea37a58bbe2.setContent(html_967cf276c51347bfe39ce11ba9bf13c0);\n", " \n", " \n", "\n", - " circle_marker_f90253aa9a5a01fb60a0e9a3b9c1e258.bindPopup(popup_6828f041e8ae4a3f3cae0c6feb64200f)\n", + " circle_marker_6a9c80d8e4e6bbadd6a17579bc4ed377.bindPopup(popup_12701e7cb86c9aa5b82a3ea37a58bbe2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_56d0f63fd00432bcc0aead34db4bf2fd = L.circleMarker(\n", + " var circle_marker_30eb1f00d0cc6909cce3352500360350 = L.circleMarker(\n", " [37.74720898883046, -122.406658040105],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_191b46b1c96fe881c09874608b906c56 = L.popup({"maxWidth": "100%"});\n", + " var popup_f43ddba68dd6f31122b8b1ebdd74b527 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_652719937584352aef34103bf1637abf = $(`<div id="html_652719937584352aef34103bf1637abf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_191b46b1c96fe881c09874608b906c56.setContent(html_652719937584352aef34103bf1637abf);\n", + " var html_ae48c4dd777ee6316140fb1516cace94 = $(`<div id="html_ae48c4dd777ee6316140fb1516cace94" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f43ddba68dd6f31122b8b1ebdd74b527.setContent(html_ae48c4dd777ee6316140fb1516cace94);\n", " \n", " \n", "\n", - " circle_marker_56d0f63fd00432bcc0aead34db4bf2fd.bindPopup(popup_191b46b1c96fe881c09874608b906c56)\n", + " circle_marker_30eb1f00d0cc6909cce3352500360350.bindPopup(popup_f43ddba68dd6f31122b8b1ebdd74b527)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8b155ebf6c5383b22be80df2cf2bf277 = L.circleMarker(\n", + " var circle_marker_825c2962e23d72970c614255a63b7a56 = L.circleMarker(\n", " [37.75126832579771, -122.40425189587008],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0eefa514833be2057992fa56d2e5b0e6 = L.popup({"maxWidth": "100%"});\n", + " var popup_893036f9c996694ee22319c48ff84d7a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_628df307c82ae9738be217a22ac5edac = $(`<div id="html_628df307c82ae9738be217a22ac5edac" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0eefa514833be2057992fa56d2e5b0e6.setContent(html_628df307c82ae9738be217a22ac5edac);\n", + " var html_136b11cb2c3ad74e962a98fc2bb63acf = $(`<div id="html_136b11cb2c3ad74e962a98fc2bb63acf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_893036f9c996694ee22319c48ff84d7a.setContent(html_136b11cb2c3ad74e962a98fc2bb63acf);\n", " \n", " \n", "\n", - " circle_marker_8b155ebf6c5383b22be80df2cf2bf277.bindPopup(popup_0eefa514833be2057992fa56d2e5b0e6)\n", + " circle_marker_825c2962e23d72970c614255a63b7a56.bindPopup(popup_893036f9c996694ee22319c48ff84d7a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9783419366ba345a31685b27eb7d9a09 = L.circleMarker(\n", + " var circle_marker_e9e0c777084ab30dd5ebbfc6b7a32bfd = L.circleMarker(\n", " [37.762676079668196, -122.40760247546336],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d68c6fbd53a913a5276213cdde631072 = L.popup({"maxWidth": "100%"});\n", + " var popup_3fb2600cae6098abbd72e4547de28a86 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2a3721013e3294b1f6b9f36b7623dc08 = $(`<div id="html_2a3721013e3294b1f6b9f36b7623dc08" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d68c6fbd53a913a5276213cdde631072.setContent(html_2a3721013e3294b1f6b9f36b7623dc08);\n", + " var html_8d5cdf3835d2347147f7e1f83acd833a = $(`<div id="html_8d5cdf3835d2347147f7e1f83acd833a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3fb2600cae6098abbd72e4547de28a86.setContent(html_8d5cdf3835d2347147f7e1f83acd833a);\n", " \n", " \n", "\n", - " circle_marker_9783419366ba345a31685b27eb7d9a09.bindPopup(popup_d68c6fbd53a913a5276213cdde631072)\n", + " circle_marker_e9e0c777084ab30dd5ebbfc6b7a32bfd.bindPopup(popup_3fb2600cae6098abbd72e4547de28a86)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0d0b084c96e89509699aeaba8002a036 = L.circleMarker(\n", + " var circle_marker_82ff7b818b90ee52c92f44d21d712f29 = L.circleMarker(\n", " [37.7451955764892, -122.41250587149135],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6da923a00537dd47cbcc37eb46fb5e49 = L.popup({"maxWidth": "100%"});\n", + " var popup_2678acdd16598815ab70cee434adeb5d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e8cee6bd5d3a557bd24fc6c9a58e3b8c = $(`<div id="html_e8cee6bd5d3a557bd24fc6c9a58e3b8c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6da923a00537dd47cbcc37eb46fb5e49.setContent(html_e8cee6bd5d3a557bd24fc6c9a58e3b8c);\n", + " var html_7532ceccc07d6b6bfdb976c055b8e754 = $(`<div id="html_7532ceccc07d6b6bfdb976c055b8e754" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2678acdd16598815ab70cee434adeb5d.setContent(html_7532ceccc07d6b6bfdb976c055b8e754);\n", " \n", " \n", "\n", - " circle_marker_0d0b084c96e89509699aeaba8002a036.bindPopup(popup_6da923a00537dd47cbcc37eb46fb5e49)\n", + " circle_marker_82ff7b818b90ee52c92f44d21d712f29.bindPopup(popup_2678acdd16598815ab70cee434adeb5d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3d6101c94e1cdc1d3355cd484d00055d = L.circleMarker(\n", + " var circle_marker_a9f50ad4c1d1fb60d06e3168b000fd14 = L.circleMarker(\n", " [37.760627863987054, -122.42196706998658],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f963aeaae34da82dc52973b3584faf0d = L.popup({"maxWidth": "100%"});\n", + " var popup_790ab688c424eb7aa179b8b2af2a4b0e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9f40d1f9bfce3432674a9ecee20e5d86 = $(`<div id="html_9f40d1f9bfce3432674a9ecee20e5d86" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f963aeaae34da82dc52973b3584faf0d.setContent(html_9f40d1f9bfce3432674a9ecee20e5d86);\n", + " var html_a234e5bb0c8c0b62cac506ac1a9167ab = $(`<div id="html_a234e5bb0c8c0b62cac506ac1a9167ab" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_790ab688c424eb7aa179b8b2af2a4b0e.setContent(html_a234e5bb0c8c0b62cac506ac1a9167ab);\n", " \n", " \n", "\n", - " circle_marker_3d6101c94e1cdc1d3355cd484d00055d.bindPopup(popup_f963aeaae34da82dc52973b3584faf0d)\n", + " circle_marker_a9f50ad4c1d1fb60d06e3168b000fd14.bindPopup(popup_790ab688c424eb7aa179b8b2af2a4b0e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d41a43011cab361c0c7ee28d0a12f2ee = L.circleMarker(\n", + " var circle_marker_7024997fc3bc899693d350cf41dc294d = L.circleMarker(\n", " [37.743766497582506, -122.41949619370845],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f39975e9081cbe26ca0d230f75ded843 = L.popup({"maxWidth": "100%"});\n", + " var popup_acf7414d1cc49ab05356d3bacbf440f3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6860643473082b2aa5e6c7511f37b9d9 = $(`<div id="html_6860643473082b2aa5e6c7511f37b9d9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f39975e9081cbe26ca0d230f75ded843.setContent(html_6860643473082b2aa5e6c7511f37b9d9);\n", + " var html_9fb2f1dd803ad815d4a2be8f56a430d9 = $(`<div id="html_9fb2f1dd803ad815d4a2be8f56a430d9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_acf7414d1cc49ab05356d3bacbf440f3.setContent(html_9fb2f1dd803ad815d4a2be8f56a430d9);\n", " \n", " \n", "\n", - " circle_marker_d41a43011cab361c0c7ee28d0a12f2ee.bindPopup(popup_f39975e9081cbe26ca0d230f75ded843)\n", + " circle_marker_7024997fc3bc899693d350cf41dc294d.bindPopup(popup_acf7414d1cc49ab05356d3bacbf440f3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8a91d550f4b528a7eb480af252d00a24 = L.circleMarker(\n", + " var circle_marker_c7216703107ddb23e689ef6ee703b46c = L.circleMarker(\n", " [37.76337637245978, -122.41832341219747],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_07bad39bbfd21dbb0ad4c33d03a61175 = L.popup({"maxWidth": "100%"});\n", + " var popup_552db63d67b5a5da73fc1dd6bb1fa66b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f2f74760459745320fc70c674639d63e = $(`<div id="html_f2f74760459745320fc70c674639d63e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_07bad39bbfd21dbb0ad4c33d03a61175.setContent(html_f2f74760459745320fc70c674639d63e);\n", + " var html_7129543605ba7f9b96baa88694a0d777 = $(`<div id="html_7129543605ba7f9b96baa88694a0d777" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_552db63d67b5a5da73fc1dd6bb1fa66b.setContent(html_7129543605ba7f9b96baa88694a0d777);\n", " \n", " \n", "\n", - " circle_marker_8a91d550f4b528a7eb480af252d00a24.bindPopup(popup_07bad39bbfd21dbb0ad4c33d03a61175)\n", + " circle_marker_c7216703107ddb23e689ef6ee703b46c.bindPopup(popup_552db63d67b5a5da73fc1dd6bb1fa66b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3298aa0cc6e660a256d1c391fd91088a = L.circleMarker(\n", + " var circle_marker_cd492e9411efd5b6488206db78e2aa51 = L.circleMarker(\n", " [37.763924686918585, -122.42603224084327],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_518b6435c4b0b220bac63a3c0d4f9d78 = L.popup({"maxWidth": "100%"});\n", + " var popup_7339165e027348bf283448b80136c96f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1eb1f02e1a593da8e00b34eb2fd8ebfa = $(`<div id="html_1eb1f02e1a593da8e00b34eb2fd8ebfa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_518b6435c4b0b220bac63a3c0d4f9d78.setContent(html_1eb1f02e1a593da8e00b34eb2fd8ebfa);\n", + " var html_18b0c14b605ca1b0d617ed4f196af460 = $(`<div id="html_18b0c14b605ca1b0d617ed4f196af460" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_7339165e027348bf283448b80136c96f.setContent(html_18b0c14b605ca1b0d617ed4f196af460);\n", " \n", " \n", "\n", - " circle_marker_3298aa0cc6e660a256d1c391fd91088a.bindPopup(popup_518b6435c4b0b220bac63a3c0d4f9d78)\n", + " circle_marker_cd492e9411efd5b6488206db78e2aa51.bindPopup(popup_7339165e027348bf283448b80136c96f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_19a4ae6a5c1991f224196a65435f065c = L.circleMarker(\n", + " var circle_marker_4ff430b775677e0d9e3a39ce5827ccea = L.circleMarker(\n", " [37.747104153769286, -122.40635735111336],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_055f28b183672c37f4b8934a3f410b80 = L.popup({"maxWidth": "100%"});\n", + " var popup_59362b34481fd6fd0342b17cab7b9e0a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fc843d58a0957a5b76586e4967427244 = $(`<div id="html_fc843d58a0957a5b76586e4967427244" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_055f28b183672c37f4b8934a3f410b80.setContent(html_fc843d58a0957a5b76586e4967427244);\n", + " var html_c2b4060fbb0a21bd396e41e5b7678fe4 = $(`<div id="html_c2b4060fbb0a21bd396e41e5b7678fe4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_59362b34481fd6fd0342b17cab7b9e0a.setContent(html_c2b4060fbb0a21bd396e41e5b7678fe4);\n", " \n", " \n", "\n", - " circle_marker_19a4ae6a5c1991f224196a65435f065c.bindPopup(popup_055f28b183672c37f4b8934a3f410b80)\n", + " circle_marker_4ff430b775677e0d9e3a39ce5827ccea.bindPopup(popup_59362b34481fd6fd0342b17cab7b9e0a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d379354d3d586db6dbf8a5e4715a21c9 = L.circleMarker(\n", + " var circle_marker_af89190c9b39a7f1fa54a6993688893e = L.circleMarker(\n", " [37.73952102093955, -122.42022883226554],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_63cfda2ecdf0f9d1bed427330fc7a0f4 = L.popup({"maxWidth": "100%"});\n", + " var popup_8a6c73b7d1e73477a47d90022cb38b03 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e8ee988c67bce516f33ab753d881d9ca = $(`<div id="html_e8ee988c67bce516f33ab753d881d9ca" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_63cfda2ecdf0f9d1bed427330fc7a0f4.setContent(html_e8ee988c67bce516f33ab753d881d9ca);\n", + " var html_3d1e34f688e0e65aa3dd8eed11c94e02 = $(`<div id="html_3d1e34f688e0e65aa3dd8eed11c94e02" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_8a6c73b7d1e73477a47d90022cb38b03.setContent(html_3d1e34f688e0e65aa3dd8eed11c94e02);\n", " \n", " \n", "\n", - " circle_marker_d379354d3d586db6dbf8a5e4715a21c9.bindPopup(popup_63cfda2ecdf0f9d1bed427330fc7a0f4)\n", + " circle_marker_af89190c9b39a7f1fa54a6993688893e.bindPopup(popup_8a6c73b7d1e73477a47d90022cb38b03)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d1058d2dd07eeb4af4cf0568d1d3b3ac = L.circleMarker(\n", + " var circle_marker_e5cf6a55822d1594f42c2168c163b6a5 = L.circleMarker(\n", " [37.740221292002616, -122.42292601164742],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9d3add0e79b8ce9105f7f44de244fc63 = L.popup({"maxWidth": "100%"});\n", + " var popup_b3be194ca1c2377cb4a5ce6e1e1e64be = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9a96cbf36c0b9184e6ba5e46c60ecbe8 = $(`<div id="html_9a96cbf36c0b9184e6ba5e46c60ecbe8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9d3add0e79b8ce9105f7f44de244fc63.setContent(html_9a96cbf36c0b9184e6ba5e46c60ecbe8);\n", + " var html_d9800ec995868e2975a750e81fe81355 = $(`<div id="html_d9800ec995868e2975a750e81fe81355" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b3be194ca1c2377cb4a5ce6e1e1e64be.setContent(html_d9800ec995868e2975a750e81fe81355);\n", " \n", " \n", "\n", - " circle_marker_d1058d2dd07eeb4af4cf0568d1d3b3ac.bindPopup(popup_9d3add0e79b8ce9105f7f44de244fc63)\n", + " circle_marker_e5cf6a55822d1594f42c2168c163b6a5.bindPopup(popup_b3be194ca1c2377cb4a5ce6e1e1e64be)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2dc217f2afa90d7919d98bb5bd8574d0 = L.circleMarker(\n", + " var circle_marker_049749d45ee7c628e022b758ee5a334b = L.circleMarker(\n", " [37.7319622165618, -122.42522875251106],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_9661c522a30fd90f8f2b14470b46d117 = L.popup({"maxWidth": "100%"});\n", + " var popup_1873d75967b81e17f19c1509057b9aa4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0540ed6c66a8d1a626d7650df4dd80c2 = $(`<div id="html_0540ed6c66a8d1a626d7650df4dd80c2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_9661c522a30fd90f8f2b14470b46d117.setContent(html_0540ed6c66a8d1a626d7650df4dd80c2);\n", + " var html_37860b3eb318cf229a3b5f9e2e17d385 = $(`<div id="html_37860b3eb318cf229a3b5f9e2e17d385" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1873d75967b81e17f19c1509057b9aa4.setContent(html_37860b3eb318cf229a3b5f9e2e17d385);\n", " \n", " \n", "\n", - " circle_marker_2dc217f2afa90d7919d98bb5bd8574d0.bindPopup(popup_9661c522a30fd90f8f2b14470b46d117)\n", + " circle_marker_049749d45ee7c628e022b758ee5a334b.bindPopup(popup_1873d75967b81e17f19c1509057b9aa4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fe508e8c7da16a9206152313edbb9dfc = L.circleMarker(\n", + " var circle_marker_fcbe52de5adcf74d7a884c7faaad9fac = L.circleMarker(\n", " [37.73713086318324, -122.41812421353865],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_87a3a7daebed24a67610aca4f34e13fc = L.popup({"maxWidth": "100%"});\n", + " var popup_36d36b004d9fe0e75a52978d0f00274f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ad01ff2b8ff33ef3a08f8569259e85b5 = $(`<div id="html_ad01ff2b8ff33ef3a08f8569259e85b5" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_87a3a7daebed24a67610aca4f34e13fc.setContent(html_ad01ff2b8ff33ef3a08f8569259e85b5);\n", + " var html_41aece2bde4a33c0df9daf8106de0738 = $(`<div id="html_41aece2bde4a33c0df9daf8106de0738" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_36d36b004d9fe0e75a52978d0f00274f.setContent(html_41aece2bde4a33c0df9daf8106de0738);\n", " \n", " \n", "\n", - " circle_marker_fe508e8c7da16a9206152313edbb9dfc.bindPopup(popup_87a3a7daebed24a67610aca4f34e13fc)\n", + " circle_marker_fcbe52de5adcf74d7a884c7faaad9fac.bindPopup(popup_36d36b004d9fe0e75a52978d0f00274f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_28e71e3098624062f7b017ef6230aa28 = L.circleMarker(\n", + " var circle_marker_44d5fe42854f775e74a3e344b516674d = L.circleMarker(\n", " [37.7483419775086, -122.41225380452875],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d605cf97a0e68c2d79857fbee8c68d46 = L.popup({"maxWidth": "100%"});\n", + " var popup_1c5ca401d92fdae1c6a2d16548dc89f4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_87d324200e625375998e39ffaa1142c6 = $(`<div id="html_87d324200e625375998e39ffaa1142c6" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d605cf97a0e68c2d79857fbee8c68d46.setContent(html_87d324200e625375998e39ffaa1142c6);\n", + " var html_21bbf17a2352a041ba32116af7ea358f = $(`<div id="html_21bbf17a2352a041ba32116af7ea358f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1c5ca401d92fdae1c6a2d16548dc89f4.setContent(html_21bbf17a2352a041ba32116af7ea358f);\n", " \n", " \n", "\n", - " circle_marker_28e71e3098624062f7b017ef6230aa28.bindPopup(popup_d605cf97a0e68c2d79857fbee8c68d46)\n", + " circle_marker_44d5fe42854f775e74a3e344b516674d.bindPopup(popup_1c5ca401d92fdae1c6a2d16548dc89f4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_617628de2255855edf192528f9f8c0fa = L.circleMarker(\n", + " var circle_marker_6e3f6f606eecb96684a5c395a8a569c7 = L.circleMarker(\n", " [37.74142707173661, -122.40856166069446],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_47cf6d3d670a5c70575ff125ee714e33 = L.popup({"maxWidth": "100%"});\n", + " var popup_4ea89e1e3d2cf82eee2dd1f399bf12a2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c95925b879a9a516879ffed25c5b6586 = $(`<div id="html_c95925b879a9a516879ffed25c5b6586" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_47cf6d3d670a5c70575ff125ee714e33.setContent(html_c95925b879a9a516879ffed25c5b6586);\n", + " var html_5ab41a3adf342a4bbb34cdffbdec2420 = $(`<div id="html_5ab41a3adf342a4bbb34cdffbdec2420" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_4ea89e1e3d2cf82eee2dd1f399bf12a2.setContent(html_5ab41a3adf342a4bbb34cdffbdec2420);\n", " \n", " \n", "\n", - " circle_marker_617628de2255855edf192528f9f8c0fa.bindPopup(popup_47cf6d3d670a5c70575ff125ee714e33)\n", + " circle_marker_6e3f6f606eecb96684a5c395a8a569c7.bindPopup(popup_4ea89e1e3d2cf82eee2dd1f399bf12a2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_50b8149ccdce3d7f503ba64d8e0a3350 = L.circleMarker(\n", + " var circle_marker_e6e5b13f2b24d90dc29591177c7fd9e5 = L.circleMarker(\n", " [37.75423945656585, -122.42240830574532],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_949c30a39b1efcde86b4b4fbf275e9de = L.popup({"maxWidth": "100%"});\n", + " var popup_5e439d7cd70ac2efe5c36958a421aafe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e46f007e5b78651ebea00cc9272ff80d = $(`<div id="html_e46f007e5b78651ebea00cc9272ff80d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_949c30a39b1efcde86b4b4fbf275e9de.setContent(html_e46f007e5b78651ebea00cc9272ff80d);\n", + " var html_370b8efceec58f531e652526efca3052 = $(`<div id="html_370b8efceec58f531e652526efca3052" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_5e439d7cd70ac2efe5c36958a421aafe.setContent(html_370b8efceec58f531e652526efca3052);\n", " \n", " \n", "\n", - " circle_marker_50b8149ccdce3d7f503ba64d8e0a3350.bindPopup(popup_949c30a39b1efcde86b4b4fbf275e9de)\n", + " circle_marker_e6e5b13f2b24d90dc29591177c7fd9e5.bindPopup(popup_5e439d7cd70ac2efe5c36958a421aafe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c9e9bc6e50f9394031b04549c11c2559 = L.circleMarker(\n", + " var circle_marker_680b188116f53ed9ea9bffe76273db44 = L.circleMarker(\n", " [37.75435434305817, -122.42228960924437],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ba9d7d9dcf6cc8d4790212418a507531 = L.popup({"maxWidth": "100%"});\n", + " var popup_f79d1cc558fafcc70435b9a1064e9ffb = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e7bcd1d1c7f1a33ed72b3da527814e5b = $(`<div id="html_e7bcd1d1c7f1a33ed72b3da527814e5b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ba9d7d9dcf6cc8d4790212418a507531.setContent(html_e7bcd1d1c7f1a33ed72b3da527814e5b);\n", + " var html_0144630cad518c97e8f86a793fc83251 = $(`<div id="html_0144630cad518c97e8f86a793fc83251" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f79d1cc558fafcc70435b9a1064e9ffb.setContent(html_0144630cad518c97e8f86a793fc83251);\n", " \n", " \n", "\n", - " circle_marker_c9e9bc6e50f9394031b04549c11c2559.bindPopup(popup_ba9d7d9dcf6cc8d4790212418a507531)\n", + " circle_marker_680b188116f53ed9ea9bffe76273db44.bindPopup(popup_f79d1cc558fafcc70435b9a1064e9ffb)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_71586ef2522a57b8e2de3232d591e0f7 = L.circleMarker(\n", + " var circle_marker_fb3c0512c20753816973d8c2f5ad86f1 = L.circleMarker(\n", " [37.746074199675945, -122.41535766353438],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_62b4d1e0613d5288f3804c5cef65135e = L.popup({"maxWidth": "100%"});\n", + " var popup_c7ad5d5181ec31709ea89439f59ca642 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e95f3fb0c69bae7eee2ea70991875d33 = $(`<div id="html_e95f3fb0c69bae7eee2ea70991875d33" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_62b4d1e0613d5288f3804c5cef65135e.setContent(html_e95f3fb0c69bae7eee2ea70991875d33);\n", + " var html_109014b61030f72f872b4212f86cbca9 = $(`<div id="html_109014b61030f72f872b4212f86cbca9" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c7ad5d5181ec31709ea89439f59ca642.setContent(html_109014b61030f72f872b4212f86cbca9);\n", " \n", " \n", "\n", - " circle_marker_71586ef2522a57b8e2de3232d591e0f7.bindPopup(popup_62b4d1e0613d5288f3804c5cef65135e)\n", + " circle_marker_fb3c0512c20753816973d8c2f5ad86f1.bindPopup(popup_c7ad5d5181ec31709ea89439f59ca642)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_948dac5451f9027d80819a8f0cae6596 = L.circleMarker(\n", + " var circle_marker_9b9cbf4fc615e5831a4418e5ea441919 = L.circleMarker(\n", " [37.741380940454206, -122.41440239836186],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_503f1b422fbff4f6037d35fe02fefd5b = L.popup({"maxWidth": "100%"});\n", + " var popup_bb92fcc7c8c3e2fad145593bf54013a8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_84c0c40997590ddb1c4b3f950e1a2341 = $(`<div id="html_84c0c40997590ddb1c4b3f950e1a2341" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_503f1b422fbff4f6037d35fe02fefd5b.setContent(html_84c0c40997590ddb1c4b3f950e1a2341);\n", + " var html_c4a75711c88467b8d7cfa1349ae4daab = $(`<div id="html_c4a75711c88467b8d7cfa1349ae4daab" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_bb92fcc7c8c3e2fad145593bf54013a8.setContent(html_c4a75711c88467b8d7cfa1349ae4daab);\n", " \n", " \n", "\n", - " circle_marker_948dac5451f9027d80819a8f0cae6596.bindPopup(popup_503f1b422fbff4f6037d35fe02fefd5b)\n", + " circle_marker_9b9cbf4fc615e5831a4418e5ea441919.bindPopup(popup_bb92fcc7c8c3e2fad145593bf54013a8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_77a2391b57e15d6e9526f21aaa71f195 = L.circleMarker(\n", + " var circle_marker_fe94e1a4c403978ce2b86df158509019 = L.circleMarker(\n", " [37.74575801806093, -122.4105207768065],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1403d5a017ad76b7bbf616458a19be06 = L.popup({"maxWidth": "100%"});\n", + " var popup_3a504fba5ca097d7900dc72ca2949df2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_86fc2a05440c3273db1f5fa8c0ed3def = $(`<div id="html_86fc2a05440c3273db1f5fa8c0ed3def" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1403d5a017ad76b7bbf616458a19be06.setContent(html_86fc2a05440c3273db1f5fa8c0ed3def);\n", + " var html_15eb6d82d34dd20d1c0b6a955aca69dd = $(`<div id="html_15eb6d82d34dd20d1c0b6a955aca69dd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3a504fba5ca097d7900dc72ca2949df2.setContent(html_15eb6d82d34dd20d1c0b6a955aca69dd);\n", " \n", " \n", "\n", - " circle_marker_77a2391b57e15d6e9526f21aaa71f195.bindPopup(popup_1403d5a017ad76b7bbf616458a19be06)\n", + " circle_marker_fe94e1a4c403978ce2b86df158509019.bindPopup(popup_3a504fba5ca097d7900dc72ca2949df2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_91120897b0342e529478a61da358ab84 = L.circleMarker(\n", + " var circle_marker_3c02c34a4325aad5ad285e1963560173 = L.circleMarker(\n", " [37.759929842009704, -122.41936389765623],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1b1885b2be3d1c3241374205156241f4 = L.popup({"maxWidth": "100%"});\n", + " var popup_b93b73eaf69652ef679580d2296384b9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7b7c8d58a3d62e94564be96450979b0e = $(`<div id="html_7b7c8d58a3d62e94564be96450979b0e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1b1885b2be3d1c3241374205156241f4.setContent(html_7b7c8d58a3d62e94564be96450979b0e);\n", + " var html_00464e901cb76bfb9760cc3ef005fd0f = $(`<div id="html_00464e901cb76bfb9760cc3ef005fd0f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_b93b73eaf69652ef679580d2296384b9.setContent(html_00464e901cb76bfb9760cc3ef005fd0f);\n", " \n", " \n", "\n", - " circle_marker_91120897b0342e529478a61da358ab84.bindPopup(popup_1b1885b2be3d1c3241374205156241f4)\n", + " circle_marker_3c02c34a4325aad5ad285e1963560173.bindPopup(popup_b93b73eaf69652ef679580d2296384b9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9560f7c198b636145fdd64fbd3d55bca = L.circleMarker(\n", + " var circle_marker_98e0e877a23614386bbae5e1926380f4 = L.circleMarker(\n", " [37.74348609136638, -122.42263298457125],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_fed5d373e63ed81520c9d5e5f5392bb7 = L.popup({"maxWidth": "100%"});\n", + " var popup_10e57651a480d90b01c97f58f53a5e56 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2a4fc7c0e6e59fb8fe9e432df9825633 = $(`<div id="html_2a4fc7c0e6e59fb8fe9e432df9825633" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_fed5d373e63ed81520c9d5e5f5392bb7.setContent(html_2a4fc7c0e6e59fb8fe9e432df9825633);\n", + " var html_970844aac49c01d26537e61549735f1d = $(`<div id="html_970844aac49c01d26537e61549735f1d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_10e57651a480d90b01c97f58f53a5e56.setContent(html_970844aac49c01d26537e61549735f1d);\n", " \n", " \n", "\n", - " circle_marker_9560f7c198b636145fdd64fbd3d55bca.bindPopup(popup_fed5d373e63ed81520c9d5e5f5392bb7)\n", + " circle_marker_98e0e877a23614386bbae5e1926380f4.bindPopup(popup_10e57651a480d90b01c97f58f53a5e56)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0192682e444ecd354152dc72a6103ad2 = L.circleMarker(\n", + " var circle_marker_64dcf85b8124ddff6fcd8a88f10ce235 = L.circleMarker(\n", " [37.76530111041392, -122.40775071665323],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d144ba59cf7a3ffd36cb46ab5a262b9c = L.popup({"maxWidth": "100%"});\n", + " var popup_37ac28ea1ea81969ef1f596506fb4b69 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5f8c79e718fb355af95fd8479be626a2 = $(`<div id="html_5f8c79e718fb355af95fd8479be626a2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d144ba59cf7a3ffd36cb46ab5a262b9c.setContent(html_5f8c79e718fb355af95fd8479be626a2);\n", + " var html_433b57c1528dc4bc1872d0032833b8a7 = $(`<div id="html_433b57c1528dc4bc1872d0032833b8a7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_37ac28ea1ea81969ef1f596506fb4b69.setContent(html_433b57c1528dc4bc1872d0032833b8a7);\n", " \n", " \n", "\n", - " circle_marker_0192682e444ecd354152dc72a6103ad2.bindPopup(popup_d144ba59cf7a3ffd36cb46ab5a262b9c)\n", + " circle_marker_64dcf85b8124ddff6fcd8a88f10ce235.bindPopup(popup_37ac28ea1ea81969ef1f596506fb4b69)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e9577793ee8a962bc2411ba505fb2a3b = L.circleMarker(\n", + " var circle_marker_842b8c5352e9d882737e9a06c7f0ba23 = L.circleMarker(\n", " [37.7351770739924, -122.42220382143077],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_5498e35ebd69fc4c2e8241abedede606 = L.popup({"maxWidth": "100%"});\n", + " var popup_6012d40411aa5f3f09c3a7383b2bc4ec = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_407a4601e0558e04ce4e63cc78ffbebf = $(`<div id="html_407a4601e0558e04ce4e63cc78ffbebf" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_5498e35ebd69fc4c2e8241abedede606.setContent(html_407a4601e0558e04ce4e63cc78ffbebf);\n", + " var html_b85c2ff96e4bddcf31fedce00fa0e1af = $(`<div id="html_b85c2ff96e4bddcf31fedce00fa0e1af" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_6012d40411aa5f3f09c3a7383b2bc4ec.setContent(html_b85c2ff96e4bddcf31fedce00fa0e1af);\n", " \n", " \n", "\n", - " circle_marker_e9577793ee8a962bc2411ba505fb2a3b.bindPopup(popup_5498e35ebd69fc4c2e8241abedede606)\n", + " circle_marker_842b8c5352e9d882737e9a06c7f0ba23.bindPopup(popup_6012d40411aa5f3f09c3a7383b2bc4ec)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8ba018557b83b4427c40542b5ecbba2d = L.circleMarker(\n", + " var circle_marker_dcfedefdda57265bad924296dad39f4e = L.circleMarker(\n", " [37.761747153832005, -122.4099039982627],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_78c0ef62badc365debe95c6d88b09c64 = L.popup({"maxWidth": "100%"});\n", + " var popup_26a827b74204b979c00ad12450096848 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7443910c6ac5d4e9ac6cf6697c10211b = $(`<div id="html_7443910c6ac5d4e9ac6cf6697c10211b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_78c0ef62badc365debe95c6d88b09c64.setContent(html_7443910c6ac5d4e9ac6cf6697c10211b);\n", + " var html_9e13783029aad4def6e97a3fb30e6586 = $(`<div id="html_9e13783029aad4def6e97a3fb30e6586" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_26a827b74204b979c00ad12450096848.setContent(html_9e13783029aad4def6e97a3fb30e6586);\n", " \n", " \n", "\n", - " circle_marker_8ba018557b83b4427c40542b5ecbba2d.bindPopup(popup_78c0ef62badc365debe95c6d88b09c64)\n", + " circle_marker_dcfedefdda57265bad924296dad39f4e.bindPopup(popup_26a827b74204b979c00ad12450096848)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c80666caa1aa61a70dec3eee0fb924dc = L.circleMarker(\n", + " var circle_marker_c4cd55e75f9058243abd82cadf20a48a = L.circleMarker(\n", " [37.744531940576856, -122.42161560269948],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_81b743272d4d6563a4961159ecb54062 = L.popup({"maxWidth": "100%"});\n", + " var popup_a419ba8096a5d26830e3d32ee543b439 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7f6679213ba3811be2bb2708ea80e448 = $(`<div id="html_7f6679213ba3811be2bb2708ea80e448" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_81b743272d4d6563a4961159ecb54062.setContent(html_7f6679213ba3811be2bb2708ea80e448);\n", + " var html_65bb7172ac8a6bbd4f087eb9bdb5d094 = $(`<div id="html_65bb7172ac8a6bbd4f087eb9bdb5d094" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a419ba8096a5d26830e3d32ee543b439.setContent(html_65bb7172ac8a6bbd4f087eb9bdb5d094);\n", " \n", " \n", "\n", - " circle_marker_c80666caa1aa61a70dec3eee0fb924dc.bindPopup(popup_81b743272d4d6563a4961159ecb54062)\n", + " circle_marker_c4cd55e75f9058243abd82cadf20a48a.bindPopup(popup_a419ba8096a5d26830e3d32ee543b439)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2e1234944dac0b61a4dfcf9e5fc5f9e5 = L.circleMarker(\n", + " var circle_marker_127e59ae1f4541fa0d9d291e4c76cac6 = L.circleMarker(\n", " [37.75719450024423, -122.41901248673905],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_da2298516a82685dced64e30ca819719 = L.popup({"maxWidth": "100%"});\n", + " var popup_165a8dffa6f3a9af99804a6ba8cef251 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a5d300b78e640481816a9fc02257bb06 = $(`<div id="html_a5d300b78e640481816a9fc02257bb06" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_da2298516a82685dced64e30ca819719.setContent(html_a5d300b78e640481816a9fc02257bb06);\n", + " var html_7c2f3e46eb784b7bb5892f94355272a2 = $(`<div id="html_7c2f3e46eb784b7bb5892f94355272a2" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_165a8dffa6f3a9af99804a6ba8cef251.setContent(html_7c2f3e46eb784b7bb5892f94355272a2);\n", " \n", " \n", "\n", - " circle_marker_2e1234944dac0b61a4dfcf9e5fc5f9e5.bindPopup(popup_da2298516a82685dced64e30ca819719)\n", + " circle_marker_127e59ae1f4541fa0d9d291e4c76cac6.bindPopup(popup_165a8dffa6f3a9af99804a6ba8cef251)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4c040d40b880122c541addc0a0f83cbc = L.circleMarker(\n", + " var circle_marker_381ae396adf528d39811a8deb31515dc = L.circleMarker(\n", " [37.73743562493618, -122.42250059810968],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_4477f07e1752623b9eadd666257a8617 = L.popup({"maxWidth": "100%"});\n", + " var popup_19022f16cdfce794c7e13e8aa03f7ef9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_73458408d93e05906a260a463c0db496 = $(`<div id="html_73458408d93e05906a260a463c0db496" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_4477f07e1752623b9eadd666257a8617.setContent(html_73458408d93e05906a260a463c0db496);\n", + " var html_bcc99d3cd6047e38fb4f571cb96ef43d = $(`<div id="html_bcc99d3cd6047e38fb4f571cb96ef43d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_19022f16cdfce794c7e13e8aa03f7ef9.setContent(html_bcc99d3cd6047e38fb4f571cb96ef43d);\n", " \n", " \n", "\n", - " circle_marker_4c040d40b880122c541addc0a0f83cbc.bindPopup(popup_4477f07e1752623b9eadd666257a8617)\n", + " circle_marker_381ae396adf528d39811a8deb31515dc.bindPopup(popup_19022f16cdfce794c7e13e8aa03f7ef9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_091db15b09d0d061fbe8800bc5d97221 = L.circleMarker(\n", + " var circle_marker_8cf067615c1cfdbb48f12f6ecad46fe3 = L.circleMarker(\n", " [37.74197743401586, -122.41709590262614],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_83cf7801df262ffdc98b2b0bcd0da2e2 = L.popup({"maxWidth": "100%"});\n", + " var popup_0f619b2c220023fd0cd0133d19a99621 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d18414d8716cef82c68920eadc451c56 = $(`<div id="html_d18414d8716cef82c68920eadc451c56" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_83cf7801df262ffdc98b2b0bcd0da2e2.setContent(html_d18414d8716cef82c68920eadc451c56);\n", + " var html_d7b5d61e3b7f662a1dd62c07f112902f = $(`<div id="html_d7b5d61e3b7f662a1dd62c07f112902f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0f619b2c220023fd0cd0133d19a99621.setContent(html_d7b5d61e3b7f662a1dd62c07f112902f);\n", " \n", " \n", "\n", - " circle_marker_091db15b09d0d061fbe8800bc5d97221.bindPopup(popup_83cf7801df262ffdc98b2b0bcd0da2e2)\n", + " circle_marker_8cf067615c1cfdbb48f12f6ecad46fe3.bindPopup(popup_0f619b2c220023fd0cd0133d19a99621)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b80a9e003e3eff5848865c0b625b5625 = L.circleMarker(\n", + " var circle_marker_f9eea5925e7ee3723a0c670a8415ca5b = L.circleMarker(\n", " [37.73969218205738, -122.40713168279156],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_51a753b0caf78ddee8ba0775e6b61998 = L.popup({"maxWidth": "100%"});\n", + " var popup_d16371dc9f581803c3c25d29d17201fe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8e8f0a04a58f8c42383f2eefff4b895e = $(`<div id="html_8e8f0a04a58f8c42383f2eefff4b895e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_51a753b0caf78ddee8ba0775e6b61998.setContent(html_8e8f0a04a58f8c42383f2eefff4b895e);\n", + " var html_1a5894aa0db11ef1a72a9866fa4e00d7 = $(`<div id="html_1a5894aa0db11ef1a72a9866fa4e00d7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d16371dc9f581803c3c25d29d17201fe.setContent(html_1a5894aa0db11ef1a72a9866fa4e00d7);\n", " \n", " \n", "\n", - " circle_marker_b80a9e003e3eff5848865c0b625b5625.bindPopup(popup_51a753b0caf78ddee8ba0775e6b61998)\n", + " circle_marker_f9eea5925e7ee3723a0c670a8415ca5b.bindPopup(popup_d16371dc9f581803c3c25d29d17201fe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_763ca220bccc13f815954f9173314d46 = L.circleMarker(\n", + " var circle_marker_ab1e7e30cd28b35cd5c8fd7caa41954c = L.circleMarker(\n", " [37.763831603122455, -122.41573893502441],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_e4adb4e03da807f81c86b9774c75a4a6 = L.popup({"maxWidth": "100%"});\n", + " var popup_2bef904a84111cba71cce760eb41aed6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ececd2f200094e84c6a6e48170bde86e = $(`<div id="html_ececd2f200094e84c6a6e48170bde86e" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_e4adb4e03da807f81c86b9774c75a4a6.setContent(html_ececd2f200094e84c6a6e48170bde86e);\n", + " var html_83e9aecff3d0f2f02fcbc51486e374bd = $(`<div id="html_83e9aecff3d0f2f02fcbc51486e374bd" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2bef904a84111cba71cce760eb41aed6.setContent(html_83e9aecff3d0f2f02fcbc51486e374bd);\n", " \n", " \n", "\n", - " circle_marker_763ca220bccc13f815954f9173314d46.bindPopup(popup_e4adb4e03da807f81c86b9774c75a4a6)\n", + " circle_marker_ab1e7e30cd28b35cd5c8fd7caa41954c.bindPopup(popup_2bef904a84111cba71cce760eb41aed6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a4cd07decc2f2e4b76610db1a3d1a338 = L.circleMarker(\n", + " var circle_marker_e820fe1329f3ec7231c38661c79ff4e3 = L.circleMarker(\n", " [37.761252927558274, -122.41237555483644],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_49bbf63c4db4ca75269b0ab93b10908c = L.popup({"maxWidth": "100%"});\n", + " var popup_38b8b332dc4117e096eba2f3d6498c73 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_688476f59ba64cdc857f73bed10a2bef = $(`<div id="html_688476f59ba64cdc857f73bed10a2bef" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_49bbf63c4db4ca75269b0ab93b10908c.setContent(html_688476f59ba64cdc857f73bed10a2bef);\n", + " var html_3ac2a021be0722b14f5edc143954a388 = $(`<div id="html_3ac2a021be0722b14f5edc143954a388" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_38b8b332dc4117e096eba2f3d6498c73.setContent(html_3ac2a021be0722b14f5edc143954a388);\n", " \n", " \n", "\n", - " circle_marker_a4cd07decc2f2e4b76610db1a3d1a338.bindPopup(popup_49bbf63c4db4ca75269b0ab93b10908c)\n", + " circle_marker_e820fe1329f3ec7231c38661c79ff4e3.bindPopup(popup_38b8b332dc4117e096eba2f3d6498c73)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0cb1f00880e07fe68d28d667cb402a5c = L.circleMarker(\n", + " var circle_marker_febe951b9231e3fee660e822049715c2 = L.circleMarker(\n", " [37.75726219498988, -122.40455000117886],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b99d9f497cc179c3086695cd2ac476fd = L.popup({"maxWidth": "100%"});\n", + " var popup_a43e0edfed4dfabba3b7234d77c9e5c1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_202bd773fae294139128f35c023bbb32 = $(`<div id="html_202bd773fae294139128f35c023bbb32" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b99d9f497cc179c3086695cd2ac476fd.setContent(html_202bd773fae294139128f35c023bbb32);\n", + " var html_d9a7e01dc03e68533cd1ba4b4c5e68b4 = $(`<div id="html_d9a7e01dc03e68533cd1ba4b4c5e68b4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a43e0edfed4dfabba3b7234d77c9e5c1.setContent(html_d9a7e01dc03e68533cd1ba4b4c5e68b4);\n", " \n", " \n", "\n", - " circle_marker_0cb1f00880e07fe68d28d667cb402a5c.bindPopup(popup_b99d9f497cc179c3086695cd2ac476fd)\n", + " circle_marker_febe951b9231e3fee660e822049715c2.bindPopup(popup_a43e0edfed4dfabba3b7234d77c9e5c1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8a39f28ccaf700ad97375c50f832fd4d = L.circleMarker(\n", + " var circle_marker_c6d94c145e4c2527fed31ccf8855a4ea = L.circleMarker(\n", " [37.76470088472506, -122.41069965976091],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b0fe059eb440125b8774341fbdb0f421 = L.popup({"maxWidth": "100%"});\n", + " var popup_03e8b65f8bc7561a0dbc114d3d0dc78b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2d18c15b9433b46285dc67c7363c6936 = $(`<div id="html_2d18c15b9433b46285dc67c7363c6936" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b0fe059eb440125b8774341fbdb0f421.setContent(html_2d18c15b9433b46285dc67c7363c6936);\n", + " var html_e93c83f61d63e08c35de8a39865a0477 = $(`<div id="html_e93c83f61d63e08c35de8a39865a0477" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_03e8b65f8bc7561a0dbc114d3d0dc78b.setContent(html_e93c83f61d63e08c35de8a39865a0477);\n", " \n", " \n", "\n", - " circle_marker_8a39f28ccaf700ad97375c50f832fd4d.bindPopup(popup_b0fe059eb440125b8774341fbdb0f421)\n", + " circle_marker_c6d94c145e4c2527fed31ccf8855a4ea.bindPopup(popup_03e8b65f8bc7561a0dbc114d3d0dc78b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_986590fb385e0169a630ee79b68eae5b = L.circleMarker(\n", + " var circle_marker_6ebbc984add5e7ffb58253633456749c = L.circleMarker(\n", " [37.752239826552106, -122.42522276992155],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_760037cf9c9698518488115662d178f6 = L.popup({"maxWidth": "100%"});\n", + " var popup_c001a15aacc5da60914e2b7b2369de24 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fbeb8891ff5e1f473ab9eec8cab0e308 = $(`<div id="html_fbeb8891ff5e1f473ab9eec8cab0e308" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_760037cf9c9698518488115662d178f6.setContent(html_fbeb8891ff5e1f473ab9eec8cab0e308);\n", + " var html_e962126beace84af6c60dbb4a8e1ced1 = $(`<div id="html_e962126beace84af6c60dbb4a8e1ced1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_c001a15aacc5da60914e2b7b2369de24.setContent(html_e962126beace84af6c60dbb4a8e1ced1);\n", " \n", " \n", "\n", - " circle_marker_986590fb385e0169a630ee79b68eae5b.bindPopup(popup_760037cf9c9698518488115662d178f6)\n", + " circle_marker_6ebbc984add5e7ffb58253633456749c.bindPopup(popup_c001a15aacc5da60914e2b7b2369de24)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_07a7627e8b0a274b9abcd9bc40df2ae1 = L.circleMarker(\n", + " var circle_marker_48ff4c43f73831db278cca3e83433b8a = L.circleMarker(\n", " [37.7622151757651, -122.41879495724017],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_00c5c2593d26a29ebebe3457e24c3b7a = L.popup({"maxWidth": "100%"});\n", + " var popup_736e9408b98264ddebea5799f4c17caf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e195f39be0dcf13cf84570d5213d873a = $(`<div id="html_e195f39be0dcf13cf84570d5213d873a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_00c5c2593d26a29ebebe3457e24c3b7a.setContent(html_e195f39be0dcf13cf84570d5213d873a);\n", + " var html_0ed707de0448f5928a99eb61615cacd4 = $(`<div id="html_0ed707de0448f5928a99eb61615cacd4" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_736e9408b98264ddebea5799f4c17caf.setContent(html_0ed707de0448f5928a99eb61615cacd4);\n", " \n", " \n", "\n", - " circle_marker_07a7627e8b0a274b9abcd9bc40df2ae1.bindPopup(popup_00c5c2593d26a29ebebe3457e24c3b7a)\n", + " circle_marker_48ff4c43f73831db278cca3e83433b8a.bindPopup(popup_736e9408b98264ddebea5799f4c17caf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_00d666fb1e65bab9be25dc489705b9c3 = L.circleMarker(\n", + " var circle_marker_6e7d8b146946ee15c74f4b7a6b5cad34 = L.circleMarker(\n", " [37.750279714112374, -122.40384503936752],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_0499818253b5fe5ec7f75055d219598a = L.popup({"maxWidth": "100%"});\n", + " var popup_3acda9c77bfd502cf5e0a8f95747d0b6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_50a1dcddfb8bb0b497fee43a08a68930 = $(`<div id="html_50a1dcddfb8bb0b497fee43a08a68930" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_0499818253b5fe5ec7f75055d219598a.setContent(html_50a1dcddfb8bb0b497fee43a08a68930);\n", + " var html_ec0b13f3a64ee0600770cec98560157f = $(`<div id="html_ec0b13f3a64ee0600770cec98560157f" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_3acda9c77bfd502cf5e0a8f95747d0b6.setContent(html_ec0b13f3a64ee0600770cec98560157f);\n", " \n", " \n", "\n", - " circle_marker_00d666fb1e65bab9be25dc489705b9c3.bindPopup(popup_0499818253b5fe5ec7f75055d219598a)\n", + " circle_marker_6e7d8b146946ee15c74f4b7a6b5cad34.bindPopup(popup_3acda9c77bfd502cf5e0a8f95747d0b6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_981fa7af0861f85cbba358973e440e8c = L.circleMarker(\n", + " var circle_marker_4cf0051d26aa09f5bfa7e33c97220579 = L.circleMarker(\n", " [37.75183270738175, -122.42155460884847],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c357d51b17526076cd6ef0806c6d90af = L.popup({"maxWidth": "100%"});\n", + " var popup_0d81a7b8ac748bad6705e3e65586982c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_63e1377be39779bb605fb4fb28fdcc60 = $(`<div id="html_63e1377be39779bb605fb4fb28fdcc60" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c357d51b17526076cd6ef0806c6d90af.setContent(html_63e1377be39779bb605fb4fb28fdcc60);\n", + " var html_49635d023505a5dc1e40175dd2591d0d = $(`<div id="html_49635d023505a5dc1e40175dd2591d0d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0d81a7b8ac748bad6705e3e65586982c.setContent(html_49635d023505a5dc1e40175dd2591d0d);\n", " \n", " \n", "\n", - " circle_marker_981fa7af0861f85cbba358973e440e8c.bindPopup(popup_c357d51b17526076cd6ef0806c6d90af)\n", + " circle_marker_4cf0051d26aa09f5bfa7e33c97220579.bindPopup(popup_0d81a7b8ac748bad6705e3e65586982c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_06f16583ea4b133bae26e321fe646c84 = L.circleMarker(\n", + " var circle_marker_dedc99745286896e26820de0ab9cbe16 = L.circleMarker(\n", " [37.74547980362818, -122.40566037184043],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f798fbce4a3283322fd0fca145717bb6 = L.popup({"maxWidth": "100%"});\n", + " var popup_dc48f599bc7a9ff77db333659b743083 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7ad675ca52265179c87af8707e2e1c90 = $(`<div id="html_7ad675ca52265179c87af8707e2e1c90" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f798fbce4a3283322fd0fca145717bb6.setContent(html_7ad675ca52265179c87af8707e2e1c90);\n", + " var html_ffd87ae53834001a73eb92dce78c1c6c = $(`<div id="html_ffd87ae53834001a73eb92dce78c1c6c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_dc48f599bc7a9ff77db333659b743083.setContent(html_ffd87ae53834001a73eb92dce78c1c6c);\n", " \n", " \n", "\n", - " circle_marker_06f16583ea4b133bae26e321fe646c84.bindPopup(popup_f798fbce4a3283322fd0fca145717bb6)\n", + " circle_marker_dedc99745286896e26820de0ab9cbe16.bindPopup(popup_dc48f599bc7a9ff77db333659b743083)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a2c8fdb832d6c99713daa7ce20d74b9d = L.circleMarker(\n", + " var circle_marker_3a588f654a0f287da4702c32a2b8d39e = L.circleMarker(\n", " [37.74085356398497, -122.41446908756086],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c8e9b69534dd9b97493d396a52236ec4 = L.popup({"maxWidth": "100%"});\n", + " var popup_93a90ee986bb26e5d23f7df48d1f8545 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_69b9b26d0de4bcd4f2ad529e93d4899b = $(`<div id="html_69b9b26d0de4bcd4f2ad529e93d4899b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c8e9b69534dd9b97493d396a52236ec4.setContent(html_69b9b26d0de4bcd4f2ad529e93d4899b);\n", + " var html_b01b08872be409d4f443d6546d2de075 = $(`<div id="html_b01b08872be409d4f443d6546d2de075" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_93a90ee986bb26e5d23f7df48d1f8545.setContent(html_b01b08872be409d4f443d6546d2de075);\n", " \n", " \n", "\n", - " circle_marker_a2c8fdb832d6c99713daa7ce20d74b9d.bindPopup(popup_c8e9b69534dd9b97493d396a52236ec4)\n", + " circle_marker_3a588f654a0f287da4702c32a2b8d39e.bindPopup(popup_93a90ee986bb26e5d23f7df48d1f8545)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_eb9e572f5f9a1717fe4d6d16779bddcd = L.circleMarker(\n", + " var circle_marker_acbd1e8f220db7e2279c5d8db88484a9 = L.circleMarker(\n", " [37.745307885159676, -122.41693866931666],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_ad688c11ebd66ab1a1b5690587193e81 = L.popup({"maxWidth": "100%"});\n", + " var popup_da580f834ce9866f6f78d6a01028d0df = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6eb1f9829ec73dab178869dd40d5c652 = $(`<div id="html_6eb1f9829ec73dab178869dd40d5c652" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_ad688c11ebd66ab1a1b5690587193e81.setContent(html_6eb1f9829ec73dab178869dd40d5c652);\n", + " var html_22c3ad74105c42cbb8f6f734a5a7f235 = $(`<div id="html_22c3ad74105c42cbb8f6f734a5a7f235" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_da580f834ce9866f6f78d6a01028d0df.setContent(html_22c3ad74105c42cbb8f6f734a5a7f235);\n", " \n", " \n", "\n", - " circle_marker_eb9e572f5f9a1717fe4d6d16779bddcd.bindPopup(popup_ad688c11ebd66ab1a1b5690587193e81)\n", + " circle_marker_acbd1e8f220db7e2279c5d8db88484a9.bindPopup(popup_da580f834ce9866f6f78d6a01028d0df)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8458bdf6fafd531b5f000ba87208c220 = L.circleMarker(\n", + " var circle_marker_f9275d058376e8d462f90e805c66fd36 = L.circleMarker(\n", " [37.74887491191325, -122.42222954548635],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c4610892fcde182121fe408af96d457c = L.popup({"maxWidth": "100%"});\n", + " var popup_d92b265d62acd03205d168fb0f9320fe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_556b43778de587547e18572811fc93fb = $(`<div id="html_556b43778de587547e18572811fc93fb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c4610892fcde182121fe408af96d457c.setContent(html_556b43778de587547e18572811fc93fb);\n", + " var html_84c51fc2cf0ef4103452930983369518 = $(`<div id="html_84c51fc2cf0ef4103452930983369518" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_d92b265d62acd03205d168fb0f9320fe.setContent(html_84c51fc2cf0ef4103452930983369518);\n", " \n", " \n", "\n", - " circle_marker_8458bdf6fafd531b5f000ba87208c220.bindPopup(popup_c4610892fcde182121fe408af96d457c)\n", + " circle_marker_f9275d058376e8d462f90e805c66fd36.bindPopup(popup_d92b265d62acd03205d168fb0f9320fe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_22562cacaf9ca0e0905596daa36d4d4f = L.circleMarker(\n", + " var circle_marker_f32e57b4a22eb46d4798128136d134d9 = L.circleMarker(\n", " [37.74432569801819, -122.42064590761126],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_f82e98a17af8a262ea0cf0f634a4b937 = L.popup({"maxWidth": "100%"});\n", + " var popup_880f38a653d6baedb83eeec7df4843bc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_27030b94efe1f71e132d680e1f51e30a = $(`<div id="html_27030b94efe1f71e132d680e1f51e30a" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_f82e98a17af8a262ea0cf0f634a4b937.setContent(html_27030b94efe1f71e132d680e1f51e30a);\n", + " var html_7af34e5235278df0b77d0d484303b7cc = $(`<div id="html_7af34e5235278df0b77d0d484303b7cc" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_880f38a653d6baedb83eeec7df4843bc.setContent(html_7af34e5235278df0b77d0d484303b7cc);\n", " \n", " \n", "\n", - " circle_marker_22562cacaf9ca0e0905596daa36d4d4f.bindPopup(popup_f82e98a17af8a262ea0cf0f634a4b937)\n", + " circle_marker_f32e57b4a22eb46d4798128136d134d9.bindPopup(popup_880f38a653d6baedb83eeec7df4843bc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1599cbb585cc2887378303173c3ced55 = L.circleMarker(\n", + " var circle_marker_79927143c46e20da57b386dbe8c35986 = L.circleMarker(\n", " [37.75725637834527, -122.41516185537776],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_6afbe50ad203ac9349e7e788604cb62a = L.popup({"maxWidth": "100%"});\n", + " var popup_2c91f2829429c8ec322bc48c74d4c8b3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_89f7da461a117cb96ab0e7d5d3d8776b = $(`<div id="html_89f7da461a117cb96ab0e7d5d3d8776b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_6afbe50ad203ac9349e7e788604cb62a.setContent(html_89f7da461a117cb96ab0e7d5d3d8776b);\n", + " var html_68b5b7ed61d53f8472ad4fe549470f69 = $(`<div id="html_68b5b7ed61d53f8472ad4fe549470f69" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2c91f2829429c8ec322bc48c74d4c8b3.setContent(html_68b5b7ed61d53f8472ad4fe549470f69);\n", " \n", " \n", "\n", - " circle_marker_1599cbb585cc2887378303173c3ced55.bindPopup(popup_6afbe50ad203ac9349e7e788604cb62a)\n", + " circle_marker_79927143c46e20da57b386dbe8c35986.bindPopup(popup_2c91f2829429c8ec322bc48c74d4c8b3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c0d215883fe896f60dbd66635e4c42d5 = L.circleMarker(\n", + " var circle_marker_1979786533d69edb83f75f296edf5652 = L.circleMarker(\n", " [37.76320058943922, -122.42005488320424],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_391761851b1839f309b90a2d66f6eac1 = L.popup({"maxWidth": "100%"});\n", + " var popup_9efeaa915ec1637a6e05416d755097dc = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4019a12cc240e71a51ad038f2ef06deb = $(`<div id="html_4019a12cc240e71a51ad038f2ef06deb" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_391761851b1839f309b90a2d66f6eac1.setContent(html_4019a12cc240e71a51ad038f2ef06deb);\n", + " var html_2424bca116b4bea56e7882686708dbd1 = $(`<div id="html_2424bca116b4bea56e7882686708dbd1" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_9efeaa915ec1637a6e05416d755097dc.setContent(html_2424bca116b4bea56e7882686708dbd1);\n", " \n", " \n", "\n", - " circle_marker_c0d215883fe896f60dbd66635e4c42d5.bindPopup(popup_391761851b1839f309b90a2d66f6eac1)\n", + " circle_marker_1979786533d69edb83f75f296edf5652.bindPopup(popup_9efeaa915ec1637a6e05416d755097dc)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_99c5dc237905ef3598582384cbbc4d03 = L.circleMarker(\n", + " var circle_marker_dbe2b9eca1fa83d9825f6b5b8ae897f8 = L.circleMarker(\n", " [37.74682924903755, -122.42209591165009],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1e325222ae227998536125fe39435e85 = L.popup({"maxWidth": "100%"});\n", + " var popup_2605a6e3024cd3af3d8449a20390ea6b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2402f74b214a099d91bc9db7e8f58ded = $(`<div id="html_2402f74b214a099d91bc9db7e8f58ded" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1e325222ae227998536125fe39435e85.setContent(html_2402f74b214a099d91bc9db7e8f58ded);\n", + " var html_8b3a87530b6b011198f907bef2b2b4aa = $(`<div id="html_8b3a87530b6b011198f907bef2b2b4aa" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_2605a6e3024cd3af3d8449a20390ea6b.setContent(html_8b3a87530b6b011198f907bef2b2b4aa);\n", " \n", " \n", "\n", - " circle_marker_99c5dc237905ef3598582384cbbc4d03.bindPopup(popup_1e325222ae227998536125fe39435e85)\n", + " circle_marker_dbe2b9eca1fa83d9825f6b5b8ae897f8.bindPopup(popup_2605a6e3024cd3af3d8449a20390ea6b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7314841d2029c03347dcfa1fc2e6e88f = L.circleMarker(\n", + " var circle_marker_9a0e398040ab183c064a0da8cc340d84 = L.circleMarker(\n", " [37.754856259950174, -122.40966406763532],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_1aae1a240a0d95732fe54e2ecddff520 = L.popup({"maxWidth": "100%"});\n", + " var popup_f7c8aa5a71b62e64e0ec9c99d037e2ea = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_204081500f14b700df07638bec918826 = $(`<div id="html_204081500f14b700df07638bec918826" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_1aae1a240a0d95732fe54e2ecddff520.setContent(html_204081500f14b700df07638bec918826);\n", + " var html_b2c9f86ab29ba310b890d77205601efe = $(`<div id="html_b2c9f86ab29ba310b890d77205601efe" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_f7c8aa5a71b62e64e0ec9c99d037e2ea.setContent(html_b2c9f86ab29ba310b890d77205601efe);\n", " \n", " \n", "\n", - " circle_marker_7314841d2029c03347dcfa1fc2e6e88f.bindPopup(popup_1aae1a240a0d95732fe54e2ecddff520)\n", + " circle_marker_9a0e398040ab183c064a0da8cc340d84.bindPopup(popup_f7c8aa5a71b62e64e0ec9c99d037e2ea)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_afecba12fcd3114a1973a68443b8d3f0 = L.circleMarker(\n", + " var circle_marker_6f1f49ae846467af4046bac0b7804205 = L.circleMarker(\n", " [37.75588417673643, -122.41267234354358],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_7e1aa047a93fe57ce1c1b302be28433d = L.popup({"maxWidth": "100%"});\n", + " var popup_1acd39db2ae5a9d756ad5d125ee6bb85 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_269151594a591832c40c0f3daba4323d = $(`<div id="html_269151594a591832c40c0f3daba4323d" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_7e1aa047a93fe57ce1c1b302be28433d.setContent(html_269151594a591832c40c0f3daba4323d);\n", + " var html_9dbc16b587c8cc5ee23a4a6c33cc8c90 = $(`<div id="html_9dbc16b587c8cc5ee23a4a6c33cc8c90" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_1acd39db2ae5a9d756ad5d125ee6bb85.setContent(html_9dbc16b587c8cc5ee23a4a6c33cc8c90);\n", " \n", " \n", "\n", - " circle_marker_afecba12fcd3114a1973a68443b8d3f0.bindPopup(popup_7e1aa047a93fe57ce1c1b302be28433d)\n", + " circle_marker_6f1f49ae846467af4046bac0b7804205.bindPopup(popup_1acd39db2ae5a9d756ad5d125ee6bb85)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d2ea03e4112c15b282f9bfa36054f8c5 = L.circleMarker(\n", + " var circle_marker_d5385f609bbf661e5a6c1afef1f5d290 = L.circleMarker(\n", " [37.743252477037885, -122.42334097025606],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_3efc7efb4c77655c6b297ca8f96f6ab9 = L.popup({"maxWidth": "100%"});\n", + " var popup_a76a24010d77a70a300e7816e72b18f6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1baa89465c0e31e33c441fa26940e21c = $(`<div id="html_1baa89465c0e31e33c441fa26940e21c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_3efc7efb4c77655c6b297ca8f96f6ab9.setContent(html_1baa89465c0e31e33c441fa26940e21c);\n", + " var html_cd8deaa7afee6843debb25b95ab85c1b = $(`<div id="html_cd8deaa7afee6843debb25b95ab85c1b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a76a24010d77a70a300e7816e72b18f6.setContent(html_cd8deaa7afee6843debb25b95ab85c1b);\n", " \n", " \n", "\n", - " circle_marker_d2ea03e4112c15b282f9bfa36054f8c5.bindPopup(popup_3efc7efb4c77655c6b297ca8f96f6ab9)\n", + " circle_marker_d5385f609bbf661e5a6c1afef1f5d290.bindPopup(popup_a76a24010d77a70a300e7816e72b18f6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bb176a16a1595a869db6b8dd25ce3eea = L.circleMarker(\n", + " var circle_marker_b02236dee7ec080b63c65f0ae2cfb85f = L.circleMarker(\n", " [37.761662032164296, -122.41129594712292],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_c348244a205f6388dcf933f87efac942 = L.popup({"maxWidth": "100%"});\n", + " var popup_0054e79b4ff4213b6c703ab6ebb93144 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c9393aabcb785da856069d9ab439bd2c = $(`<div id="html_c9393aabcb785da856069d9ab439bd2c" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_c348244a205f6388dcf933f87efac942.setContent(html_c9393aabcb785da856069d9ab439bd2c);\n", + " var html_310c807bc4cb228bbe94e99821a69b03 = $(`<div id="html_310c807bc4cb228bbe94e99821a69b03" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_0054e79b4ff4213b6c703ab6ebb93144.setContent(html_310c807bc4cb228bbe94e99821a69b03);\n", " \n", " \n", "\n", - " circle_marker_bb176a16a1595a869db6b8dd25ce3eea.bindPopup(popup_c348244a205f6388dcf933f87efac942)\n", + " circle_marker_b02236dee7ec080b63c65f0ae2cfb85f.bindPopup(popup_0054e79b4ff4213b6c703ab6ebb93144)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4a3c5f308e69d718bfa95bed071a1613 = L.circleMarker(\n", + " var circle_marker_af7b87463bdfa874eb9bb951cca7769f = L.circleMarker(\n", " [37.741231897645584, -122.41468376365637],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_31cd19059329670afa647db2dbbc08e3 = L.popup({"maxWidth": "100%"});\n", + " var popup_a44e0061cb5212c9a3b66df28a6032c4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_483cc671b933875d2f9788f73bfe2af8 = $(`<div id="html_483cc671b933875d2f9788f73bfe2af8" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_31cd19059329670afa647db2dbbc08e3.setContent(html_483cc671b933875d2f9788f73bfe2af8);\n", + " var html_bfc0847f9a598cdd6993b2637c683241 = $(`<div id="html_bfc0847f9a598cdd6993b2637c683241" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_a44e0061cb5212c9a3b66df28a6032c4.setContent(html_bfc0847f9a598cdd6993b2637c683241);\n", " \n", " \n", "\n", - " circle_marker_4a3c5f308e69d718bfa95bed071a1613.bindPopup(popup_31cd19059329670afa647db2dbbc08e3)\n", + " circle_marker_af7b87463bdfa874eb9bb951cca7769f.bindPopup(popup_a44e0061cb5212c9a3b66df28a6032c4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a4e1a6674f5c392c407c7dd563579187 = L.circleMarker(\n", + " var circle_marker_f907b6cb6dc600cb9ad02388271fccc0 = L.circleMarker(\n", " [37.7631304733426, -122.41501959094464],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_a10a01f69a645c7403da2126cabf7e08 = L.popup({"maxWidth": "100%"});\n", + " var popup_00c44b9925462c71604dc8e330afe480 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f71791ef281354129cc7a754d856e6d7 = $(`<div id="html_f71791ef281354129cc7a754d856e6d7" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_a10a01f69a645c7403da2126cabf7e08.setContent(html_f71791ef281354129cc7a754d856e6d7);\n", + " var html_780444ad6f8722d3038f2c0636e5699b = $(`<div id="html_780444ad6f8722d3038f2c0636e5699b" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_00c44b9925462c71604dc8e330afe480.setContent(html_780444ad6f8722d3038f2c0636e5699b);\n", " \n", " \n", "\n", - " circle_marker_a4e1a6674f5c392c407c7dd563579187.bindPopup(popup_a10a01f69a645c7403da2126cabf7e08)\n", + " circle_marker_f907b6cb6dc600cb9ad02388271fccc0.bindPopup(popup_00c44b9925462c71604dc8e330afe480)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f5d609da0ea90ae1213e20b100de269a = L.circleMarker(\n", + " var circle_marker_254040c93b1531aa5f79db8d5de4a300 = L.circleMarker(\n", " [37.74110751909093, -122.41267626306029],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_d019ea2a3ec15181a568078690e7b2ee = L.popup({"maxWidth": "100%"});\n", + " var popup_66be3fafb31fc819d69cadff38e6fa35 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8e177815af56f293cf38e3fc5b186f75 = $(`<div id="html_8e177815af56f293cf38e3fc5b186f75" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_d019ea2a3ec15181a568078690e7b2ee.setContent(html_8e177815af56f293cf38e3fc5b186f75);\n", + " var html_6d19a492ee7b6e8a1f5843217f571c21 = $(`<div id="html_6d19a492ee7b6e8a1f5843217f571c21" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_66be3fafb31fc819d69cadff38e6fa35.setContent(html_6d19a492ee7b6e8a1f5843217f571c21);\n", " \n", " \n", "\n", - " circle_marker_f5d609da0ea90ae1213e20b100de269a.bindPopup(popup_d019ea2a3ec15181a568078690e7b2ee)\n", + " circle_marker_254040c93b1531aa5f79db8d5de4a300.bindPopup(popup_66be3fafb31fc819d69cadff38e6fa35)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f5604a8c42fb8158a2eb23cb93755ad0 = L.circleMarker(\n", + " var circle_marker_688e4fbfb8964fd5b8a45b3390858d9b = L.circleMarker(\n", " [37.735512604334986, -122.4232176302866],\n", " {"bubblingMouseEvents": true, "color": "cornflowerblue", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "cornflowerblue", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 3, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17);\n", + " ).addTo(feature_group_ef0cdd7e6ba828b11b826fee9ab675ea);\n", " \n", " \n", - " var popup_b7488d23ea2efcde993b1ac21c0091ad = L.popup({"maxWidth": "100%"});\n", + " var popup_e5c7ab06be9675762b6684025d4d3020 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3e47e0b220fff2463ac026fdb328a437 = $(`<div id="html_3e47e0b220fff2463ac026fdb328a437" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", - " popup_b7488d23ea2efcde993b1ac21c0091ad.setContent(html_3e47e0b220fff2463ac026fdb328a437);\n", + " var html_6b41a3d8f81a3a000ffd5c280e257829 = $(`<div id="html_6b41a3d8f81a3a000ffd5c280e257829" style="width: 100.0%; height: 100.0%;">Random Household</div>`)[0];\n", + " popup_e5c7ab06be9675762b6684025d4d3020.setContent(html_6b41a3d8f81a3a000ffd5c280e257829);\n", " \n", " \n", "\n", - " circle_marker_f5604a8c42fb8158a2eb23cb93755ad0.bindPopup(popup_b7488d23ea2efcde993b1ac21c0091ad)\n", + " circle_marker_688e4fbfb8964fd5b8a45b3390858d9b.bindPopup(popup_e5c7ab06be9675762b6684025d4d3020)\n", " ;\n", "\n", " \n", " \n", " \n", - " var feature_group_db0d0f22c42df26c2cb7a601b8807104 = L.featureGroup(\n", + " var feature_group_604b4d3c391fa387993e25d5e41f9f81 = L.featureGroup(\n", " {}\n", - " ).addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " ).addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\n", " \n", " \n", - " var circle_marker_6162dbf5da079fbfe493408c8ba27952 = L.circleMarker(\n", + " var circle_marker_3a46ab33a60391a27eebd559e9ff6109 = L.circleMarker(\n", " [37.76032, -122.41957],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_2d1d603db6e82959b144c9451b454bc9 = L.popup({"maxWidth": "100%"});\n", + " var popup_9bbd4b0cb43a231a74d878b679296e89 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_57d3187366e5b1ec1b609e0d4a46ef42 = $(`<div id="html_57d3187366e5b1ec1b609e0d4a46ef42" style="width: 100.0%; height: 100.0%;">Potential Restaurant (0)</div>`)[0];\n", - " popup_2d1d603db6e82959b144c9451b454bc9.setContent(html_57d3187366e5b1ec1b609e0d4a46ef42);\n", + " var html_4dba34c38aa53cec22489dd0032ae30d = $(`<div id="html_4dba34c38aa53cec22489dd0032ae30d" style="width: 100.0%; height: 100.0%;">Potential Restaurant (0)</div>`)[0];\n", + " popup_9bbd4b0cb43a231a74d878b679296e89.setContent(html_4dba34c38aa53cec22489dd0032ae30d);\n", " \n", " \n", "\n", - " circle_marker_6162dbf5da079fbfe493408c8ba27952.bindPopup(popup_2d1d603db6e82959b144c9451b454bc9)\n", + " circle_marker_3a46ab33a60391a27eebd559e9ff6109.bindPopup(popup_9bbd4b0cb43a231a74d878b679296e89)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bf9f7980c0a2aa2b868205f0af019062 = L.circleMarker(\n", + " var circle_marker_e001058e8d91824afc1e0e2bba702bf8 = L.circleMarker(\n", " [37.75781, -122.40789],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_428185e30a728890ad4c29587959daec = L.popup({"maxWidth": "100%"});\n", + " var popup_ec8b3a5c42d863a83fda0d300ed02850 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7674c4f51a4dd0d2dc5fc6a68b623da0 = $(`<div id="html_7674c4f51a4dd0d2dc5fc6a68b623da0" style="width: 100.0%; height: 100.0%;">Potential Restaurant (1)</div>`)[0];\n", - " popup_428185e30a728890ad4c29587959daec.setContent(html_7674c4f51a4dd0d2dc5fc6a68b623da0);\n", + " var html_4d9d8d3064ab8b080b42d42cd0c3b040 = $(`<div id="html_4d9d8d3064ab8b080b42d42cd0c3b040" style="width: 100.0%; height: 100.0%;">Potential Restaurant (1)</div>`)[0];\n", + " popup_ec8b3a5c42d863a83fda0d300ed02850.setContent(html_4d9d8d3064ab8b080b42d42cd0c3b040);\n", " \n", " \n", "\n", - " circle_marker_bf9f7980c0a2aa2b868205f0af019062.bindPopup(popup_428185e30a728890ad4c29587959daec)\n", + " circle_marker_e001058e8d91824afc1e0e2bba702bf8.bindPopup(popup_ec8b3a5c42d863a83fda0d300ed02850)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_42973ebb999d8491e438ee14d9c10042 = L.circleMarker(\n", + " var circle_marker_637984cada9b1e13e73ffd84d5b8a52a = L.circleMarker(\n", " [37.74622, -122.41525],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_2a260aaaa5ca26ca4569d197cef16826 = L.popup({"maxWidth": "100%"});\n", + " var popup_e689e95de8405cc47e9ae10b687f6e5e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0b4ff21eda42bde8dad81b8b9d18f0e8 = $(`<div id="html_0b4ff21eda42bde8dad81b8b9d18f0e8" style="width: 100.0%; height: 100.0%;">Potential Restaurant (2)</div>`)[0];\n", - " popup_2a260aaaa5ca26ca4569d197cef16826.setContent(html_0b4ff21eda42bde8dad81b8b9d18f0e8);\n", + " var html_fa01752e4f74b1e54e1e8afc1f6b8321 = $(`<div id="html_fa01752e4f74b1e54e1e8afc1f6b8321" style="width: 100.0%; height: 100.0%;">Potential Restaurant (2)</div>`)[0];\n", + " popup_e689e95de8405cc47e9ae10b687f6e5e.setContent(html_fa01752e4f74b1e54e1e8afc1f6b8321);\n", " \n", " \n", "\n", - 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" var html_6c854798e20bcaaae84ca2d9de262b79 = $(`<div id="html_6c854798e20bcaaae84ca2d9de262b79" style="width: 100.0%; height: 100.0%;">Potential Restaurant (3)</div>`)[0];\n", - " popup_bed720c4a8b7bc429a47e699ff639967.setContent(html_6c854798e20bcaaae84ca2d9de262b79);\n", + " var html_4310a643a8da5fac325d0c176bb47e52 = $(`<div id="html_4310a643a8da5fac325d0c176bb47e52" style="width: 100.0%; height: 100.0%;">Potential Restaurant (3)</div>`)[0];\n", + " popup_57fcf646f49363271ec588066f8de95c.setContent(html_4310a643a8da5fac325d0c176bb47e52);\n", " \n", " \n", "\n", - " circle_marker_b484c60c9596fd510a2b05426303e583.bindPopup(popup_bed720c4a8b7bc429a47e699ff639967)\n", + " circle_marker_24a7cff78a9ed2f737fe192578027e4c.bindPopup(popup_57fcf646f49363271ec588066f8de95c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4bb60fb3be58227666ac0a5aa895292e = L.circleMarker(\n", + " var circle_marker_504301d2411709f3244a8b2cc10496c2 = L.circleMarker(\n", " [37.74224, -122.4189],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_50b4bd62ba646a5cd9fbfb08199e3dae = L.popup({"maxWidth": "100%"});\n", + " var popup_ce85b96205d3e1dd5f97c41add8e3981 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2dabeb2a02a16e7cfda453f13a79bdfa = $(`<div id="html_2dabeb2a02a16e7cfda453f13a79bdfa" style="width: 100.0%; height: 100.0%;">Potential Restaurant (4)</div>`)[0];\n", - " popup_50b4bd62ba646a5cd9fbfb08199e3dae.setContent(html_2dabeb2a02a16e7cfda453f13a79bdfa);\n", + " var html_1e5fa773178c50114edf14de2b58be4b = $(`<div id="html_1e5fa773178c50114edf14de2b58be4b" style="width: 100.0%; height: 100.0%;">Potential Restaurant (4)</div>`)[0];\n", + " popup_ce85b96205d3e1dd5f97c41add8e3981.setContent(html_1e5fa773178c50114edf14de2b58be4b);\n", " \n", " \n", "\n", - " circle_marker_4bb60fb3be58227666ac0a5aa895292e.bindPopup(popup_50b4bd62ba646a5cd9fbfb08199e3dae)\n", + " circle_marker_504301d2411709f3244a8b2cc10496c2.bindPopup(popup_ce85b96205d3e1dd5f97c41add8e3981)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8339fae2f71e3dc247cc205066799eba = L.circleMarker(\n", + " var circle_marker_734dd63f954f893cd900b8c44d367c5c = L.circleMarker(\n", " [37.73596, -122.41365],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_8e50f431262463a35a54ba75ff58d9a6 = L.popup({"maxWidth": "100%"});\n", + " var popup_cbe81800096f871972caba5eb414814a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_88b7784803e1eb7e20e500e6defb63aa = $(`<div id="html_88b7784803e1eb7e20e500e6defb63aa" style="width: 100.0%; height: 100.0%;">Potential Restaurant (5)</div>`)[0];\n", - " popup_8e50f431262463a35a54ba75ff58d9a6.setContent(html_88b7784803e1eb7e20e500e6defb63aa);\n", + " var html_ee0bcbb88a9d8c15380ceb770b4ed211 = $(`<div id="html_ee0bcbb88a9d8c15380ceb770b4ed211" style="width: 100.0%; height: 100.0%;">Potential Restaurant (5)</div>`)[0];\n", + " popup_cbe81800096f871972caba5eb414814a.setContent(html_ee0bcbb88a9d8c15380ceb770b4ed211);\n", " \n", " \n", "\n", - " circle_marker_8339fae2f71e3dc247cc205066799eba.bindPopup(popup_8e50f431262463a35a54ba75ff58d9a6)\n", + " circle_marker_734dd63f954f893cd900b8c44d367c5c.bindPopup(popup_cbe81800096f871972caba5eb414814a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2aaa30a34b834888b4e581d930d73c49 = L.circleMarker(\n", + " var circle_marker_f2c73764901ef15ce79bf8fffe35c353 = L.circleMarker(\n", " [37.76454, -122.40846],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_b604a9a980924d37d646be6ddb7f601f = L.popup({"maxWidth": "100%"});\n", + " var popup_18b1c26acace7545ed8cc49af586121a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1c1ac034c23f8df68f2ce302d3776d94 = $(`<div id="html_1c1ac034c23f8df68f2ce302d3776d94" style="width: 100.0%; height: 100.0%;">Potential Restaurant (6)</div>`)[0];\n", - " popup_b604a9a980924d37d646be6ddb7f601f.setContent(html_1c1ac034c23f8df68f2ce302d3776d94);\n", + " var html_8ce2dca8dfec530797aa461772e8a36d = $(`<div id="html_8ce2dca8dfec530797aa461772e8a36d" style="width: 100.0%; height: 100.0%;">Potential Restaurant (6)</div>`)[0];\n", + " popup_18b1c26acace7545ed8cc49af586121a.setContent(html_8ce2dca8dfec530797aa461772e8a36d);\n", " \n", " \n", "\n", - " circle_marker_2aaa30a34b834888b4e581d930d73c49.bindPopup(popup_b604a9a980924d37d646be6ddb7f601f)\n", + " circle_marker_f2c73764901ef15ce79bf8fffe35c353.bindPopup(popup_18b1c26acace7545ed8cc49af586121a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dc4c6b81eda8ad3f883ae84c2c7eabbb = L.circleMarker(\n", + " var circle_marker_21d791403cd2a8163a7bb708bf62f70b = L.circleMarker(\n", " [37.75905, -122.41489],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_5da9385ea723f3d19aee1301e78bcdb5 = L.popup({"maxWidth": "100%"});\n", + " var popup_8e0e6e2306cbb7d1f796764a59142199 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5296d013d00fb6f85cf30da9b8755bd6 = $(`<div id="html_5296d013d00fb6f85cf30da9b8755bd6" style="width: 100.0%; height: 100.0%;">Potential Restaurant (7)</div>`)[0];\n", - " popup_5da9385ea723f3d19aee1301e78bcdb5.setContent(html_5296d013d00fb6f85cf30da9b8755bd6);\n", + " var html_672a52ce1018f1639955f4372847980a = $(`<div id="html_672a52ce1018f1639955f4372847980a" style="width: 100.0%; height: 100.0%;">Potential Restaurant (7)</div>`)[0];\n", + " popup_8e0e6e2306cbb7d1f796764a59142199.setContent(html_672a52ce1018f1639955f4372847980a);\n", " \n", " \n", "\n", - " circle_marker_dc4c6b81eda8ad3f883ae84c2c7eabbb.bindPopup(popup_5da9385ea723f3d19aee1301e78bcdb5)\n", + " circle_marker_21d791403cd2a8163a7bb708bf62f70b.bindPopup(popup_8e0e6e2306cbb7d1f796764a59142199)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bcfdd4ba19d27b224fee68cbf712da39 = L.circleMarker(\n", + " var circle_marker_f4665edffe340e5a11b1e2b2e415c31f = L.circleMarker(\n", " [37.74082, -122.42365],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_d388b4544fc229226ae024db2c75e84a = L.popup({"maxWidth": "100%"});\n", + " var popup_346846280662d775836e5078a3319a94 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_87cee78f6ffe6182b3155daa3ebac151 = $(`<div id="html_87cee78f6ffe6182b3155daa3ebac151" style="width: 100.0%; height: 100.0%;">Potential Restaurant (8)</div>`)[0];\n", - " popup_d388b4544fc229226ae024db2c75e84a.setContent(html_87cee78f6ffe6182b3155daa3ebac151);\n", + " var html_52fde09995f6bd92d78039e78e9889c5 = $(`<div id="html_52fde09995f6bd92d78039e78e9889c5" style="width: 100.0%; height: 100.0%;">Potential Restaurant (8)</div>`)[0];\n", + " popup_346846280662d775836e5078a3319a94.setContent(html_52fde09995f6bd92d78039e78e9889c5);\n", " \n", " \n", "\n", - " circle_marker_bcfdd4ba19d27b224fee68cbf712da39.bindPopup(popup_d388b4544fc229226ae024db2c75e84a)\n", + " circle_marker_f4665edffe340e5a11b1e2b2e415c31f.bindPopup(popup_346846280662d775836e5078a3319a94)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_05419869806d590c8c04863d0bb6356b = L.circleMarker(\n", + " var circle_marker_565328bf90ee886768201a06f5546991 = L.circleMarker(\n", " [37.74899, -122.40667],\n", " {"bubblingMouseEvents": true, "color": "crimson", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "crimson", "fillOpacity": 1, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_db0d0f22c42df26c2cb7a601b8807104);\n", + " ).addTo(feature_group_604b4d3c391fa387993e25d5e41f9f81);\n", " \n", " \n", - " var popup_56604676b781a18d520c83fae8f29dc9 = L.popup({"maxWidth": "100%"});\n", + " var popup_06ed2781499ca2c10e3b101a4a338bdd = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c1181d084a92fd97c7df1c22ef7836eb = $(`<div id="html_c1181d084a92fd97c7df1c22ef7836eb" style="width: 100.0%; height: 100.0%;">Potential Restaurant (9)</div>`)[0];\n", - " popup_56604676b781a18d520c83fae8f29dc9.setContent(html_c1181d084a92fd97c7df1c22ef7836eb);\n", + " var html_699a62297c8cad93dcfff71e48a8734a = $(`<div id="html_699a62297c8cad93dcfff71e48a8734a" style="width: 100.0%; height: 100.0%;">Potential Restaurant (9)</div>`)[0];\n", + " popup_06ed2781499ca2c10e3b101a4a338bdd.setContent(html_699a62297c8cad93dcfff71e48a8734a);\n", " \n", " \n", "\n", - " circle_marker_05419869806d590c8c04863d0bb6356b.bindPopup(popup_56604676b781a18d520c83fae8f29dc9)\n", + " circle_marker_565328bf90ee886768201a06f5546991.bindPopup(popup_06ed2781499ca2c10e3b101a4a338bdd)\n", " ;\n", "\n", " \n", " \n", " \n", - " var feature_group_f5fa5c5dda259788ea310ad7677662d6 = L.featureGroup(\n", + " var feature_group_29a2ad31c973f853c45209384f24fc5a = L.featureGroup(\n", " {}\n", - " ).addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " ).addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\n", " \n", " \n", - " var circle_marker_8c81dedd7e609ce3ef724c978790797b = L.circleMarker(\n", + " var circle_marker_d5181f6b889b4385f2ad5a98ad00e2ba = L.circleMarker(\n", " [37.74224, -122.4189],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 30, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_f5fa5c5dda259788ea310ad7677662d6);\n", + " ).addTo(feature_group_29a2ad31c973f853c45209384f24fc5a);\n", " \n", " \n", - " var popup_bddcd044f2f9671eabaab988f795287f = L.popup({"autoClose": false, "maxWidth": "100%"});\n", + " var popup_4cfc559467f54dd57eb8ec25dccf9b73 = L.popup({"autoClose": false, "maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c430473fc2074b47a9b62857f446c919 = $(`<div id="html_c430473fc2074b47a9b62857f446c919" style="width: 100.0%; height: 100.0%;">Sited Restaurant (4)</div>`)[0];\n", - " popup_bddcd044f2f9671eabaab988f795287f.setContent(html_c430473fc2074b47a9b62857f446c919);\n", + " var html_3ae22368d2b3b16836f88d7276f271a3 = $(`<div id="html_3ae22368d2b3b16836f88d7276f271a3" style="width: 100.0%; height: 100.0%;">Sited Restaurant (4)</div>`)[0];\n", + " popup_4cfc559467f54dd57eb8ec25dccf9b73.setContent(html_3ae22368d2b3b16836f88d7276f271a3);\n", " \n", " \n", "\n", - " circle_marker_8c81dedd7e609ce3ef724c978790797b.bindPopup(popup_bddcd044f2f9671eabaab988f795287f)\n", + " circle_marker_d5181f6b889b4385f2ad5a98ad00e2ba.bindPopup(popup_4cfc559467f54dd57eb8ec25dccf9b73)\n", " .openPopup();\n", "\n", " \n", " \n", " \n", - " var circle_marker_a044bea543c739d93ba8bad981e9350e = L.circleMarker(\n", + " var circle_marker_8eb559c0ed9be26e235ef9efb3df0ad2 = L.circleMarker(\n", " [37.75905, -122.41489],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 30, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_f5fa5c5dda259788ea310ad7677662d6);\n", + " ).addTo(feature_group_29a2ad31c973f853c45209384f24fc5a);\n", " \n", " \n", - " var popup_837ad7fdaf2f8c344897fd5c7aba3abf = L.popup({"autoClose": false, "maxWidth": "100%"});\n", + " var popup_be5eec346a3f9aadc4d8dc68af172777 = L.popup({"autoClose": false, "maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_66775d4e66ea0b33d30926cc6e8d3a18 = $(`<div id="html_66775d4e66ea0b33d30926cc6e8d3a18" style="width: 100.0%; height: 100.0%;">Sited Restaurant (7)</div>`)[0];\n", - " popup_837ad7fdaf2f8c344897fd5c7aba3abf.setContent(html_66775d4e66ea0b33d30926cc6e8d3a18);\n", + " var html_2203e00dd048dfaa30a159a19c307497 = $(`<div id="html_2203e00dd048dfaa30a159a19c307497" style="width: 100.0%; height: 100.0%;">Sited Restaurant (7)</div>`)[0];\n", + " popup_be5eec346a3f9aadc4d8dc68af172777.setContent(html_2203e00dd048dfaa30a159a19c307497);\n", " \n", " \n", "\n", - " circle_marker_a044bea543c739d93ba8bad981e9350e.bindPopup(popup_837ad7fdaf2f8c344897fd5c7aba3abf)\n", + " circle_marker_8eb559c0ed9be26e235ef9efb3df0ad2.bindPopup(popup_be5eec346a3f9aadc4d8dc68af172777)\n", " .openPopup();\n", "\n", " \n", " \n", " \n", - " var feature_group_ed79229776dba309eec3cd025675d3b2 = L.featureGroup(\n", + " var feature_group_df425865a110e5a35807914b85412cc4 = L.featureGroup(\n", " {}\n", - " ).addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " ).addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\n", " \n", " \n", - " var circle_marker_35cf5d8158071dc0035730b72dd589c8 = L.circleMarker(\n", + " var circle_marker_cc88c9a53bd3fdd2ee5ed856c39d4fd7 = L.circleMarker(\n", " [37.74575134212079, -122.41524164428937],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_75282515f40955035c717af84eac4af5 = L.popup({"maxWidth": "100%"});\n", + " var popup_2bd85eea88406a24c4f7b22c329b5ed2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_caa05321f02c7ea82de6545c86f3cb1b = $(`<div id="html_caa05321f02c7ea82de6545c86f3cb1b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_75282515f40955035c717af84eac4af5.setContent(html_caa05321f02c7ea82de6545c86f3cb1b);\n", + " var html_f0254bee11528e1bf0f1c62b638e5be5 = $(`<div id="html_f0254bee11528e1bf0f1c62b638e5be5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_2bd85eea88406a24c4f7b22c329b5ed2.setContent(html_f0254bee11528e1bf0f1c62b638e5be5);\n", " \n", " \n", "\n", - " circle_marker_35cf5d8158071dc0035730b72dd589c8.bindPopup(popup_75282515f40955035c717af84eac4af5)\n", + " circle_marker_cc88c9a53bd3fdd2ee5ed856c39d4fd7.bindPopup(popup_2bd85eea88406a24c4f7b22c329b5ed2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d4973e5b7847beb45c140304d60979de = L.circleMarker(\n", + " var circle_marker_f5fcc9c7118cbb56b3d1300ec5c87f84 = L.circleMarker(\n", " [37.746517470353716, -122.41939041609294],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_b5faf9a8a72cd8bb0b8f83119cdcef9b = L.popup({"maxWidth": "100%"});\n", + " var popup_7736554b149c0e64aeb67f250cf82868 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4c89a6fd2caf160fe1833fc0a1dca6d3 = $(`<div id="html_4c89a6fd2caf160fe1833fc0a1dca6d3" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_b5faf9a8a72cd8bb0b8f83119cdcef9b.setContent(html_4c89a6fd2caf160fe1833fc0a1dca6d3);\n", + " var html_5e0619f5bf30097b880c2de0dda9cc17 = $(`<div id="html_5e0619f5bf30097b880c2de0dda9cc17" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_7736554b149c0e64aeb67f250cf82868.setContent(html_5e0619f5bf30097b880c2de0dda9cc17);\n", " \n", " \n", "\n", - " circle_marker_d4973e5b7847beb45c140304d60979de.bindPopup(popup_b5faf9a8a72cd8bb0b8f83119cdcef9b)\n", + " circle_marker_f5fcc9c7118cbb56b3d1300ec5c87f84.bindPopup(popup_7736554b149c0e64aeb67f250cf82868)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9ac95034ab90366a5167902c9955a148 = L.circleMarker(\n", + " var circle_marker_82255331a93c18fc6c9b7d6d789d30c0 = L.circleMarker(\n", " [37.735965467842085, -122.4232014632692],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_bbf7c507fd5c7fed9ce14eb19556a7dd = L.popup({"maxWidth": "100%"});\n", + " var popup_f0badcd86d4a15811ae47a0b1e093f82 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_39d725de403d027848fc6176a0d37a5d = $(`<div id="html_39d725de403d027848fc6176a0d37a5d" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_bbf7c507fd5c7fed9ce14eb19556a7dd.setContent(html_39d725de403d027848fc6176a0d37a5d);\n", + " var html_6bba45b0c6dd95668f1325c214d13ea7 = $(`<div id="html_6bba45b0c6dd95668f1325c214d13ea7" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_f0badcd86d4a15811ae47a0b1e093f82.setContent(html_6bba45b0c6dd95668f1325c214d13ea7);\n", " \n", " \n", "\n", - " circle_marker_9ac95034ab90366a5167902c9955a148.bindPopup(popup_bbf7c507fd5c7fed9ce14eb19556a7dd)\n", + " circle_marker_82255331a93c18fc6c9b7d6d789d30c0.bindPopup(popup_f0badcd86d4a15811ae47a0b1e093f82)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3878150b90dedd5dd9e8b2925f16ee43 = L.circleMarker(\n", + " var circle_marker_41dac85bfaa046b1d39251735d0ceb19 = L.circleMarker(\n", " [37.74400636648324, -122.42051691306378],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_1675491c9727c6b8efa5acc169cca045 = L.popup({"maxWidth": "100%"});\n", + " var popup_199d7ac67b4fe83211d92c079238b151 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b5c648f26708a9235a3112cf8511a59f = $(`<div id="html_b5c648f26708a9235a3112cf8511a59f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_1675491c9727c6b8efa5acc169cca045.setContent(html_b5c648f26708a9235a3112cf8511a59f);\n", + " var html_33901187e8c34189c23c27a9944b1844 = $(`<div id="html_33901187e8c34189c23c27a9944b1844" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_199d7ac67b4fe83211d92c079238b151.setContent(html_33901187e8c34189c23c27a9944b1844);\n", " \n", " \n", "\n", - " circle_marker_3878150b90dedd5dd9e8b2925f16ee43.bindPopup(popup_1675491c9727c6b8efa5acc169cca045)\n", + " circle_marker_41dac85bfaa046b1d39251735d0ceb19.bindPopup(popup_199d7ac67b4fe83211d92c079238b151)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f06b8f9e268872db1565468e760f7635 = L.circleMarker(\n", + " var circle_marker_60defc1d92f7bdf834e2c01135819cf1 = L.circleMarker(\n", " [37.74657122463306, -122.4140060513352],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_aa24f41a067826d7860f41ea9956c31e = L.popup({"maxWidth": "100%"});\n", + " var popup_5622f50947f8c9e530a00fefa6e80f66 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1d15c27cdf13625064c4ce2bf6f75d66 = $(`<div id="html_1d15c27cdf13625064c4ce2bf6f75d66" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_aa24f41a067826d7860f41ea9956c31e.setContent(html_1d15c27cdf13625064c4ce2bf6f75d66);\n", + " var html_8da7ebc1d5deec7750b652f5f970a8af = $(`<div id="html_8da7ebc1d5deec7750b652f5f970a8af" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_5622f50947f8c9e530a00fefa6e80f66.setContent(html_8da7ebc1d5deec7750b652f5f970a8af);\n", " \n", " \n", "\n", - " circle_marker_f06b8f9e268872db1565468e760f7635.bindPopup(popup_aa24f41a067826d7860f41ea9956c31e)\n", + " circle_marker_60defc1d92f7bdf834e2c01135819cf1.bindPopup(popup_5622f50947f8c9e530a00fefa6e80f66)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9fad2a5be931b82361ff1c98d6e11734 = L.circleMarker(\n", + " var circle_marker_a003742b391791fd2ed6e15fae100e7c = L.circleMarker(\n", " [37.737074528368524, -122.42323994562125],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f16fcfdd82a395d880c5179d69858582 = L.popup({"maxWidth": "100%"});\n", + " var popup_d33563535936ab0849b18a3be75ef3b5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_41540cca45d6168482ea39f244242604 = $(`<div id="html_41540cca45d6168482ea39f244242604" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f16fcfdd82a395d880c5179d69858582.setContent(html_41540cca45d6168482ea39f244242604);\n", + " var html_ea266a210b850b1d1a33460ce7635880 = $(`<div id="html_ea266a210b850b1d1a33460ce7635880" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_d33563535936ab0849b18a3be75ef3b5.setContent(html_ea266a210b850b1d1a33460ce7635880);\n", " \n", " \n", "\n", - " circle_marker_9fad2a5be931b82361ff1c98d6e11734.bindPopup(popup_f16fcfdd82a395d880c5179d69858582)\n", + " circle_marker_a003742b391791fd2ed6e15fae100e7c.bindPopup(popup_d33563535936ab0849b18a3be75ef3b5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b7f00a329e760dbfd8729dd4b19bd936 = L.circleMarker(\n", + " var circle_marker_22cd6bfbc6e4ff55a56370055ef3be5d = L.circleMarker(\n", " [37.74022473080378, -122.41188716363442],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_b238d639946f7c447261473562c8f6a3 = L.popup({"maxWidth": "100%"});\n", + " var popup_5206f36f40bbac4a9c8fd8b00cd09145 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e1071d0109b0eb37dfb300fd3d331d84 = $(`<div id="html_e1071d0109b0eb37dfb300fd3d331d84" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_b238d639946f7c447261473562c8f6a3.setContent(html_e1071d0109b0eb37dfb300fd3d331d84);\n", + " var html_b4bfe0ba1ab4d8a6b465113626adcfea = $(`<div id="html_b4bfe0ba1ab4d8a6b465113626adcfea" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_5206f36f40bbac4a9c8fd8b00cd09145.setContent(html_b4bfe0ba1ab4d8a6b465113626adcfea);\n", " \n", " \n", "\n", - " circle_marker_b7f00a329e760dbfd8729dd4b19bd936.bindPopup(popup_b238d639946f7c447261473562c8f6a3)\n", + " circle_marker_22cd6bfbc6e4ff55a56370055ef3be5d.bindPopup(popup_5206f36f40bbac4a9c8fd8b00cd09145)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b3ec6aad0b47ffb301d8813ee2c41d5c = L.circleMarker(\n", + " var circle_marker_8313411eea07c8cddb1a0830b5b32b03 = L.circleMarker(\n", " [37.73992108767487, -122.4166609618889],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_49bdd1d07bf278e84b6c07d536097db5 = L.popup({"maxWidth": "100%"});\n", + " var popup_454a3dd3543431fecc121b6a124fb1e8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6ba00688c6b4e8498bfd753a12a923d5 = $(`<div id="html_6ba00688c6b4e8498bfd753a12a923d5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_49bdd1d07bf278e84b6c07d536097db5.setContent(html_6ba00688c6b4e8498bfd753a12a923d5);\n", + " var html_18b974959db5a9a5654760d7331f8997 = $(`<div id="html_18b974959db5a9a5654760d7331f8997" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_454a3dd3543431fecc121b6a124fb1e8.setContent(html_18b974959db5a9a5654760d7331f8997);\n", " \n", " \n", "\n", - " circle_marker_b3ec6aad0b47ffb301d8813ee2c41d5c.bindPopup(popup_49bdd1d07bf278e84b6c07d536097db5)\n", + " circle_marker_8313411eea07c8cddb1a0830b5b32b03.bindPopup(popup_454a3dd3543431fecc121b6a124fb1e8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f788f74dd33369bc5c3874b69e4ff8c7 = L.circleMarker(\n", + " var circle_marker_56a8ae3b677401d968ec220363d68057 = L.circleMarker(\n", " [37.735330127834594, -122.42451537332036],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_dfddf9c374503b428c0c0e930fecb834 = L.popup({"maxWidth": "100%"});\n", + " var popup_997da99cf9bb5d252536c2b7590fd9c2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0d1213b9238313e2c5b33ec9c7f7bd8e = $(`<div id="html_0d1213b9238313e2c5b33ec9c7f7bd8e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_dfddf9c374503b428c0c0e930fecb834.setContent(html_0d1213b9238313e2c5b33ec9c7f7bd8e);\n", + " var html_5cfb0c46b884ea6badb07a099b57e541 = $(`<div id="html_5cfb0c46b884ea6badb07a099b57e541" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_997da99cf9bb5d252536c2b7590fd9c2.setContent(html_5cfb0c46b884ea6badb07a099b57e541);\n", " \n", " \n", "\n", - " circle_marker_f788f74dd33369bc5c3874b69e4ff8c7.bindPopup(popup_dfddf9c374503b428c0c0e930fecb834)\n", + " circle_marker_56a8ae3b677401d968ec220363d68057.bindPopup(popup_997da99cf9bb5d252536c2b7590fd9c2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_11feb64e489b34a4ed8c5fd387f0e25d = L.circleMarker(\n", + " var circle_marker_7c93e40f0c38cfaf5e26103540e6be89 = L.circleMarker(\n", " [37.74417809964479, -122.42355414116491],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_859a72725821db32959a86dc73fb1f77 = L.popup({"maxWidth": "100%"});\n", + " var popup_ab0820aac79b5dfbda4da0066fce6922 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_afdfbaf76fa8522d7dff70927c032c96 = $(`<div id="html_afdfbaf76fa8522d7dff70927c032c96" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_859a72725821db32959a86dc73fb1f77.setContent(html_afdfbaf76fa8522d7dff70927c032c96);\n", + " var html_66f8eaeec98e4f2e752774eb13610bdc = $(`<div id="html_66f8eaeec98e4f2e752774eb13610bdc" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_ab0820aac79b5dfbda4da0066fce6922.setContent(html_66f8eaeec98e4f2e752774eb13610bdc);\n", " \n", " \n", "\n", - " circle_marker_11feb64e489b34a4ed8c5fd387f0e25d.bindPopup(popup_859a72725821db32959a86dc73fb1f77)\n", + " circle_marker_7c93e40f0c38cfaf5e26103540e6be89.bindPopup(popup_ab0820aac79b5dfbda4da0066fce6922)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cf57b65172e36b25e16c185cf76edf32 = L.circleMarker(\n", + " var circle_marker_b5543b0d84a95d8787428ee633e493af = L.circleMarker(\n", " [37.735666491828425, -122.4213505852644],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_d018d98b7f62eb902207ca9669ed7e75 = L.popup({"maxWidth": "100%"});\n", + " var popup_071b32be7bd4f77fafa483eee32913c7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b2754eb317908cbe6107150e57141945 = $(`<div id="html_b2754eb317908cbe6107150e57141945" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_d018d98b7f62eb902207ca9669ed7e75.setContent(html_b2754eb317908cbe6107150e57141945);\n", + " var html_8f5486f24bfdc0023a32a18efdd164b6 = $(`<div id="html_8f5486f24bfdc0023a32a18efdd164b6" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_071b32be7bd4f77fafa483eee32913c7.setContent(html_8f5486f24bfdc0023a32a18efdd164b6);\n", " \n", " \n", "\n", - " circle_marker_cf57b65172e36b25e16c185cf76edf32.bindPopup(popup_d018d98b7f62eb902207ca9669ed7e75)\n", + " circle_marker_b5543b0d84a95d8787428ee633e493af.bindPopup(popup_071b32be7bd4f77fafa483eee32913c7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_61dacd76ff47e2e1a00ce3483713af65 = L.circleMarker(\n", + " var circle_marker_ba95bcca44cc0307aac1a1fbc1b6f344 = L.circleMarker(\n", " [37.73561618691874, -122.42100984111212],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_e015358cc1c0a2168a5ece22789607ec = L.popup({"maxWidth": "100%"});\n", + " var popup_e041922c121c3f703509d816ba1dbfd9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_853dcccb6a2381ad415a87a3f05ba6c9 = $(`<div id="html_853dcccb6a2381ad415a87a3f05ba6c9" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_e015358cc1c0a2168a5ece22789607ec.setContent(html_853dcccb6a2381ad415a87a3f05ba6c9);\n", + " var html_6259ca573ff1dec2e2ca856daaaaab9a = $(`<div id="html_6259ca573ff1dec2e2ca856daaaaab9a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_e041922c121c3f703509d816ba1dbfd9.setContent(html_6259ca573ff1dec2e2ca856daaaaab9a);\n", " \n", " \n", "\n", - " circle_marker_61dacd76ff47e2e1a00ce3483713af65.bindPopup(popup_e015358cc1c0a2168a5ece22789607ec)\n", + " circle_marker_ba95bcca44cc0307aac1a1fbc1b6f344.bindPopup(popup_e041922c121c3f703509d816ba1dbfd9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d38238b3e9203bca2bac72744dd2ace2 = L.circleMarker(\n", + " var circle_marker_b383f855fd4668741032c8037cce4ae9 = L.circleMarker(\n", " [37.74573767903614, -122.42045162186741],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_6cba2444d93f08332d7f5af91003d4ef = L.popup({"maxWidth": "100%"});\n", + " var popup_eba50785f1a180130caaff2bccb1bed8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_044aa6b4ff436406b2f57ffc23557455 = $(`<div id="html_044aa6b4ff436406b2f57ffc23557455" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_6cba2444d93f08332d7f5af91003d4ef.setContent(html_044aa6b4ff436406b2f57ffc23557455);\n", + " var html_45daff76465c61f39e37dde0d878e5fd = $(`<div id="html_45daff76465c61f39e37dde0d878e5fd" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_eba50785f1a180130caaff2bccb1bed8.setContent(html_45daff76465c61f39e37dde0d878e5fd);\n", " \n", " \n", "\n", - " circle_marker_d38238b3e9203bca2bac72744dd2ace2.bindPopup(popup_6cba2444d93f08332d7f5af91003d4ef)\n", + " circle_marker_b383f855fd4668741032c8037cce4ae9.bindPopup(popup_eba50785f1a180130caaff2bccb1bed8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_98cccb14f1a6e3339969ff7aaf0c2b6b = L.circleMarker(\n", + " var circle_marker_5254886cb6d4deaf35f440430ef3d362 = L.circleMarker(\n", " [37.74063905928569, -122.4140979332363],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_c493650820384d8930d52b3ec6ba942b = L.popup({"maxWidth": "100%"});\n", + " var popup_b49259c2a5c764cd4ff2e7e4e342dd5f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bafa02e7878d6b941def2981e8a19483 = $(`<div id="html_bafa02e7878d6b941def2981e8a19483" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_c493650820384d8930d52b3ec6ba942b.setContent(html_bafa02e7878d6b941def2981e8a19483);\n", + " var html_e3d85c4d21c97aa4ad7de5d0d42f00e5 = $(`<div id="html_e3d85c4d21c97aa4ad7de5d0d42f00e5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_b49259c2a5c764cd4ff2e7e4e342dd5f.setContent(html_e3d85c4d21c97aa4ad7de5d0d42f00e5);\n", " \n", " \n", "\n", - " circle_marker_98cccb14f1a6e3339969ff7aaf0c2b6b.bindPopup(popup_c493650820384d8930d52b3ec6ba942b)\n", + " circle_marker_5254886cb6d4deaf35f440430ef3d362.bindPopup(popup_b49259c2a5c764cd4ff2e7e4e342dd5f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0081b2cd930bdc164ec3e9dd62df5670 = L.circleMarker(\n", + " var circle_marker_278e5f7818ad03b4bf77333c27e08fb7 = L.circleMarker(\n", " [37.73476727461245, -122.41520587274562],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_e6a60502968ffb5556c937c5422b3640 = L.popup({"maxWidth": "100%"});\n", + " var popup_b16c485c349f517c6009465da39791e3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8400f6a1dd5243e299e3d1399bfcd637 = $(`<div id="html_8400f6a1dd5243e299e3d1399bfcd637" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_e6a60502968ffb5556c937c5422b3640.setContent(html_8400f6a1dd5243e299e3d1399bfcd637);\n", + " var html_9e9f8bb2f45226a044d7346187a54f0f = $(`<div id="html_9e9f8bb2f45226a044d7346187a54f0f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_b16c485c349f517c6009465da39791e3.setContent(html_9e9f8bb2f45226a044d7346187a54f0f);\n", " \n", " \n", "\n", - " circle_marker_0081b2cd930bdc164ec3e9dd62df5670.bindPopup(popup_e6a60502968ffb5556c937c5422b3640)\n", + " circle_marker_278e5f7818ad03b4bf77333c27e08fb7.bindPopup(popup_b16c485c349f517c6009465da39791e3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a0cc75e624cbfbac3d461b790522e4c0 = L.circleMarker(\n", + " var circle_marker_d7623fef2ac913491370f4eed29968fd = L.circleMarker(\n", " [37.73782393776602, -122.42118193788865],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_b148512a8f66222da7ee85906c7d1d9d = L.popup({"maxWidth": "100%"});\n", + " var popup_94f46f7dd1726f8b207e24418070806e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_60a6addd95f93540d2a3b82fbab7465d = $(`<div id="html_60a6addd95f93540d2a3b82fbab7465d" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_b148512a8f66222da7ee85906c7d1d9d.setContent(html_60a6addd95f93540d2a3b82fbab7465d);\n", + " var html_6fe6f5e83823718e3f673c26e832520a = $(`<div id="html_6fe6f5e83823718e3f673c26e832520a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_94f46f7dd1726f8b207e24418070806e.setContent(html_6fe6f5e83823718e3f673c26e832520a);\n", " \n", " \n", "\n", - " circle_marker_a0cc75e624cbfbac3d461b790522e4c0.bindPopup(popup_b148512a8f66222da7ee85906c7d1d9d)\n", + " circle_marker_d7623fef2ac913491370f4eed29968fd.bindPopup(popup_94f46f7dd1726f8b207e24418070806e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2b6f4a9390831308fb22037d2aabf308 = L.circleMarker(\n", + " var circle_marker_7eb338fbc245e91541b657b19fb6e6ca = L.circleMarker(\n", " [37.740797233065884, -122.41125572058564],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_83e6d4e6f9783c3e8b96a214f4e85a14 = L.popup({"maxWidth": "100%"});\n", + " var popup_8decd3f4434588651fb3b3171ce26324 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_58fc16c816c4ffe3f64c3a7c5091a4b8 = $(`<div id="html_58fc16c816c4ffe3f64c3a7c5091a4b8" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_83e6d4e6f9783c3e8b96a214f4e85a14.setContent(html_58fc16c816c4ffe3f64c3a7c5091a4b8);\n", + " var html_75ea642e7231e48563c56627d43f9256 = $(`<div id="html_75ea642e7231e48563c56627d43f9256" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_8decd3f4434588651fb3b3171ce26324.setContent(html_75ea642e7231e48563c56627d43f9256);\n", " \n", " \n", "\n", - " circle_marker_2b6f4a9390831308fb22037d2aabf308.bindPopup(popup_83e6d4e6f9783c3e8b96a214f4e85a14)\n", + " circle_marker_7eb338fbc245e91541b657b19fb6e6ca.bindPopup(popup_8decd3f4434588651fb3b3171ce26324)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cc31d7690294090e4409ce4b83044598 = L.circleMarker(\n", + " var circle_marker_cae7a5f3829fb4c5d91856bf1a788f1b = L.circleMarker(\n", " [37.74173662069288, -122.41070210763999],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_2128e5a2ddd5c6761d29a8b6fb8fa006 = L.popup({"maxWidth": "100%"});\n", + " var popup_3d98fb1b06e8d0848d0fb86b5ed66ce1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1f45060d7f19fd7be03e093a42966405 = $(`<div id="html_1f45060d7f19fd7be03e093a42966405" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_2128e5a2ddd5c6761d29a8b6fb8fa006.setContent(html_1f45060d7f19fd7be03e093a42966405);\n", + " var html_711432617fcd9f976345468a580d24f1 = $(`<div id="html_711432617fcd9f976345468a580d24f1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3d98fb1b06e8d0848d0fb86b5ed66ce1.setContent(html_711432617fcd9f976345468a580d24f1);\n", " \n", " \n", "\n", - " circle_marker_cc31d7690294090e4409ce4b83044598.bindPopup(popup_2128e5a2ddd5c6761d29a8b6fb8fa006)\n", + " circle_marker_cae7a5f3829fb4c5d91856bf1a788f1b.bindPopup(popup_3d98fb1b06e8d0848d0fb86b5ed66ce1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e059e5b0f0774e015753c02009c7939a = L.circleMarker(\n", + " var circle_marker_ca1d0a3d4b4836bf34d5cb2dd04a82ed = L.circleMarker(\n", " [37.74148457789174, -122.41170660507584],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_a6f42a42c3ff8ef3a06e41de27f6d6f5 = L.popup({"maxWidth": "100%"});\n", + " var popup_4d5940d332dad971e4d588595b74a953 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9cdd3e91215cf47dbd261745d84a5f52 = $(`<div id="html_9cdd3e91215cf47dbd261745d84a5f52" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_a6f42a42c3ff8ef3a06e41de27f6d6f5.setContent(html_9cdd3e91215cf47dbd261745d84a5f52);\n", + " var html_02691f748cac8e9bd8e46cf451d2bcbd = $(`<div id="html_02691f748cac8e9bd8e46cf451d2bcbd" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_4d5940d332dad971e4d588595b74a953.setContent(html_02691f748cac8e9bd8e46cf451d2bcbd);\n", " \n", " \n", "\n", - " circle_marker_e059e5b0f0774e015753c02009c7939a.bindPopup(popup_a6f42a42c3ff8ef3a06e41de27f6d6f5)\n", + " circle_marker_ca1d0a3d4b4836bf34d5cb2dd04a82ed.bindPopup(popup_4d5940d332dad971e4d588595b74a953)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7318909fe79858bb5bdb2de4fad68299 = L.circleMarker(\n", + " var circle_marker_cbe3ab73d6a6078934de2b5d35ac3434 = L.circleMarker(\n", " [37.751786210327225, -122.41401197674212],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_3d5d08c26850ae696aa14f266debbc6c = L.popup({"maxWidth": "100%"});\n", + " var popup_106d2f70146810d7e3209b106ab560d8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_eb2d0cd39b7219078d9d839cb0d71be0 = $(`<div id="html_eb2d0cd39b7219078d9d839cb0d71be0" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_3d5d08c26850ae696aa14f266debbc6c.setContent(html_eb2d0cd39b7219078d9d839cb0d71be0);\n", + " var html_16723a7317a29522c166565f2aa4e1f6 = $(`<div id="html_16723a7317a29522c166565f2aa4e1f6" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_106d2f70146810d7e3209b106ab560d8.setContent(html_16723a7317a29522c166565f2aa4e1f6);\n", " \n", " \n", "\n", - " circle_marker_7318909fe79858bb5bdb2de4fad68299.bindPopup(popup_3d5d08c26850ae696aa14f266debbc6c)\n", + " circle_marker_cbe3ab73d6a6078934de2b5d35ac3434.bindPopup(popup_106d2f70146810d7e3209b106ab560d8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e3421353cfeb0bdd2c4008b902b3226f = L.circleMarker(\n", + " var circle_marker_005efe4a4dcc84e2200e2c70a60e58f0 = L.circleMarker(\n", " [37.73969735334643, -122.41382634618964],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_915a048773e6afb51a33ea6065ea11fa = L.popup({"maxWidth": "100%"});\n", + " var popup_ecb0cb714ab91884f8000a37fa9149e9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3e7f9eb7466bba7bce4e435059f04565 = $(`<div id="html_3e7f9eb7466bba7bce4e435059f04565" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_915a048773e6afb51a33ea6065ea11fa.setContent(html_3e7f9eb7466bba7bce4e435059f04565);\n", + " var html_903f6932de3b4f04adb4193ecab69fad = $(`<div id="html_903f6932de3b4f04adb4193ecab69fad" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_ecb0cb714ab91884f8000a37fa9149e9.setContent(html_903f6932de3b4f04adb4193ecab69fad);\n", " \n", " \n", "\n", - " circle_marker_e3421353cfeb0bdd2c4008b902b3226f.bindPopup(popup_915a048773e6afb51a33ea6065ea11fa)\n", + " circle_marker_005efe4a4dcc84e2200e2c70a60e58f0.bindPopup(popup_ecb0cb714ab91884f8000a37fa9149e9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4b20b157a2f852c4f104da5974929fe7 = L.circleMarker(\n", + " var circle_marker_432447d58072a82a580f1795b022c515 = L.circleMarker(\n", " [37.74223349220518, -122.40991900141367],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_e5ca9ac2677e37201aa532816bed8b7c = L.popup({"maxWidth": "100%"});\n", + " var popup_2a69ef59a82ee55e2f783fa1b7cb5723 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e08db9cbb1c74c02a32bee27cd638136 = $(`<div id="html_e08db9cbb1c74c02a32bee27cd638136" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_e5ca9ac2677e37201aa532816bed8b7c.setContent(html_e08db9cbb1c74c02a32bee27cd638136);\n", + " var html_6e5de2b0710c1be5ec62551deb43f70b = $(`<div id="html_6e5de2b0710c1be5ec62551deb43f70b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_2a69ef59a82ee55e2f783fa1b7cb5723.setContent(html_6e5de2b0710c1be5ec62551deb43f70b);\n", " \n", " \n", "\n", - " circle_marker_4b20b157a2f852c4f104da5974929fe7.bindPopup(popup_e5ca9ac2677e37201aa532816bed8b7c)\n", + " circle_marker_432447d58072a82a580f1795b022c515.bindPopup(popup_2a69ef59a82ee55e2f783fa1b7cb5723)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_45507bec40c60ce38bca9c4c935b1d63 = L.circleMarker(\n", + " var circle_marker_72fed505c58facc35cfb3b55ee29a1e2 = L.circleMarker(\n", " [37.7387367287149, -122.41840106253402],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_2cfa495f6511eca8a5cf263483871d69 = L.popup({"maxWidth": "100%"});\n", + " var popup_0f46b088e04e5d9d00b8627c3f0bc0d2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8fbdcbbea54337dfdbb6f1ae893cb23c = $(`<div id="html_8fbdcbbea54337dfdbb6f1ae893cb23c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_2cfa495f6511eca8a5cf263483871d69.setContent(html_8fbdcbbea54337dfdbb6f1ae893cb23c);\n", + " var html_f6c3663ab425dec477bf7ed48aff488f = $(`<div id="html_f6c3663ab425dec477bf7ed48aff488f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_0f46b088e04e5d9d00b8627c3f0bc0d2.setContent(html_f6c3663ab425dec477bf7ed48aff488f);\n", " \n", " \n", "\n", - " circle_marker_45507bec40c60ce38bca9c4c935b1d63.bindPopup(popup_2cfa495f6511eca8a5cf263483871d69)\n", + " circle_marker_72fed505c58facc35cfb3b55ee29a1e2.bindPopup(popup_0f46b088e04e5d9d00b8627c3f0bc0d2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a5e79745dd5c13dcc3b63224d1219f3b = L.circleMarker(\n", + " var circle_marker_5883874bbedc5ba5029fb6d525de00df = L.circleMarker(\n", " [37.74026120078767, -122.42276619176752],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_e91c7b0d0bd60f159a26608ac647fa01 = L.popup({"maxWidth": "100%"});\n", + " var popup_4c55839344aa10e84d4ab2b0d6746de4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3c0586281f86fe55d1f3f1cf8c961039 = $(`<div id="html_3c0586281f86fe55d1f3f1cf8c961039" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_e91c7b0d0bd60f159a26608ac647fa01.setContent(html_3c0586281f86fe55d1f3f1cf8c961039);\n", + " var html_a6c0aab5b1d72780deaeb06a3dc70f6d = $(`<div id="html_a6c0aab5b1d72780deaeb06a3dc70f6d" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_4c55839344aa10e84d4ab2b0d6746de4.setContent(html_a6c0aab5b1d72780deaeb06a3dc70f6d);\n", " \n", " \n", "\n", - " circle_marker_a5e79745dd5c13dcc3b63224d1219f3b.bindPopup(popup_e91c7b0d0bd60f159a26608ac647fa01)\n", + " circle_marker_5883874bbedc5ba5029fb6d525de00df.bindPopup(popup_4c55839344aa10e84d4ab2b0d6746de4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_03779cc2f51287808d57a0b4c8d65237 = L.circleMarker(\n", + " var circle_marker_a6e44a87ef1a2e8afc746587b19ddabb = L.circleMarker(\n", " [37.73770106674906, -122.41892417399505],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_09733256bafab3fc9cd994e7b6086bba = L.popup({"maxWidth": "100%"});\n", + " var popup_a49b44569111a300eba9ceb7897544ec = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7a1c0d1f4eece91c81ce1cfbb831b839 = $(`<div id="html_7a1c0d1f4eece91c81ce1cfbb831b839" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_09733256bafab3fc9cd994e7b6086bba.setContent(html_7a1c0d1f4eece91c81ce1cfbb831b839);\n", + " var html_5595d482307b03930218a53a893e8da5 = $(`<div id="html_5595d482307b03930218a53a893e8da5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_a49b44569111a300eba9ceb7897544ec.setContent(html_5595d482307b03930218a53a893e8da5);\n", " \n", " \n", "\n", - " circle_marker_03779cc2f51287808d57a0b4c8d65237.bindPopup(popup_09733256bafab3fc9cd994e7b6086bba)\n", + " circle_marker_a6e44a87ef1a2e8afc746587b19ddabb.bindPopup(popup_a49b44569111a300eba9ceb7897544ec)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cc3c164f0a381544d123d6c2d7343d0b = L.circleMarker(\n", + " var circle_marker_c65135bd99d1f8cc4db7d29f858df828 = L.circleMarker(\n", " [37.740568264758494, -122.41163237344158],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_04bbbc6e6b9b17ba7f3d6dd88f188eb5 = L.popup({"maxWidth": "100%"});\n", + " var popup_1fa2f7adc6249f4fd62e5ad834c50cd3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3dd326f557fdce8d24d3df8d5cdb3ecc = $(`<div id="html_3dd326f557fdce8d24d3df8d5cdb3ecc" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_04bbbc6e6b9b17ba7f3d6dd88f188eb5.setContent(html_3dd326f557fdce8d24d3df8d5cdb3ecc);\n", + " var html_84e2be388b16309949efcf89e1c1aa06 = $(`<div id="html_84e2be388b16309949efcf89e1c1aa06" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_1fa2f7adc6249f4fd62e5ad834c50cd3.setContent(html_84e2be388b16309949efcf89e1c1aa06);\n", " \n", " \n", "\n", - " circle_marker_cc3c164f0a381544d123d6c2d7343d0b.bindPopup(popup_04bbbc6e6b9b17ba7f3d6dd88f188eb5)\n", + " circle_marker_c65135bd99d1f8cc4db7d29f858df828.bindPopup(popup_1fa2f7adc6249f4fd62e5ad834c50cd3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_682deb309a682cd3ce9dad66b5b75493 = L.circleMarker(\n", + " var circle_marker_c37e3ad6df8b51953a9a5efec7b87fff = L.circleMarker(\n", " [37.744682871447594, -122.42039964169358],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_03f2141a4e27a4cf6bbb74605ee03caf = L.popup({"maxWidth": "100%"});\n", + " var popup_e0be2b8729b539148ad6f55e692b5a7f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_345a199fc22a927a9a2988ada47067c2 = $(`<div id="html_345a199fc22a927a9a2988ada47067c2" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_03f2141a4e27a4cf6bbb74605ee03caf.setContent(html_345a199fc22a927a9a2988ada47067c2);\n", + " var html_a07344209e947d0d4eb9ca5f9bbb50f0 = $(`<div id="html_a07344209e947d0d4eb9ca5f9bbb50f0" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_e0be2b8729b539148ad6f55e692b5a7f.setContent(html_a07344209e947d0d4eb9ca5f9bbb50f0);\n", " \n", " \n", "\n", - " circle_marker_682deb309a682cd3ce9dad66b5b75493.bindPopup(popup_03f2141a4e27a4cf6bbb74605ee03caf)\n", + " circle_marker_c37e3ad6df8b51953a9a5efec7b87fff.bindPopup(popup_e0be2b8729b539148ad6f55e692b5a7f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_303f73338df1e685c88c31111ed69200 = L.circleMarker(\n", + " var circle_marker_a99c7bfd232a50d1662cf0f865ef6b8b = L.circleMarker(\n", " [37.738930706925785, -122.41100854960864],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_01fbf4fdbcc30dedfe18693ade315919 = L.popup({"maxWidth": "100%"});\n", + " var popup_cdd44886feecd95081e9ec92adeaa18f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1a491f98131041c0d26ac59d41fee235 = $(`<div id="html_1a491f98131041c0d26ac59d41fee235" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_01fbf4fdbcc30dedfe18693ade315919.setContent(html_1a491f98131041c0d26ac59d41fee235);\n", + " var html_a469281cfb453e24f14b217d43334c8a = $(`<div id="html_a469281cfb453e24f14b217d43334c8a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_cdd44886feecd95081e9ec92adeaa18f.setContent(html_a469281cfb453e24f14b217d43334c8a);\n", " \n", " \n", "\n", - " circle_marker_303f73338df1e685c88c31111ed69200.bindPopup(popup_01fbf4fdbcc30dedfe18693ade315919)\n", + " circle_marker_a99c7bfd232a50d1662cf0f865ef6b8b.bindPopup(popup_cdd44886feecd95081e9ec92adeaa18f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6c4ffb16235a521ea5596cf444620571 = L.circleMarker(\n", + " var circle_marker_fd7cb7d8c0bad9eeb666d9808a5f2862 = L.circleMarker(\n", " [37.73885550860088, -122.42208826738184],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f77c632a25daaab8d965f0941ebfdca4 = L.popup({"maxWidth": "100%"});\n", + " var popup_1d108bbd3c9b82c2bb1c3628d12d9030 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_97c1f69c00899be5e95b299cfa34bf70 = $(`<div id="html_97c1f69c00899be5e95b299cfa34bf70" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f77c632a25daaab8d965f0941ebfdca4.setContent(html_97c1f69c00899be5e95b299cfa34bf70);\n", + " var html_78532766e431d6499e5d578f47c15297 = $(`<div id="html_78532766e431d6499e5d578f47c15297" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_1d108bbd3c9b82c2bb1c3628d12d9030.setContent(html_78532766e431d6499e5d578f47c15297);\n", " \n", " \n", "\n", - " circle_marker_6c4ffb16235a521ea5596cf444620571.bindPopup(popup_f77c632a25daaab8d965f0941ebfdca4)\n", + " circle_marker_fd7cb7d8c0bad9eeb666d9808a5f2862.bindPopup(popup_1d108bbd3c9b82c2bb1c3628d12d9030)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_75eb3c2b9ff6d961068b5ced775a354e = L.circleMarker(\n", + " var circle_marker_29f12764b5c88627dca594bbe0cfe60b = L.circleMarker(\n", " [37.7460946279338, -122.42327589475202],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_444b4fad962d8fc1e1ad1f2728fc1731 = L.popup({"maxWidth": "100%"});\n", + " var popup_5688e7211d0435012ddc1a105a87a2c0 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_01f951a1e9b2c83b9f3d5b0cd3bfec71 = $(`<div id="html_01f951a1e9b2c83b9f3d5b0cd3bfec71" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_444b4fad962d8fc1e1ad1f2728fc1731.setContent(html_01f951a1e9b2c83b9f3d5b0cd3bfec71);\n", + " var html_0d7bf5ccf5cc9c14cf54850d05cc94c6 = $(`<div id="html_0d7bf5ccf5cc9c14cf54850d05cc94c6" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_5688e7211d0435012ddc1a105a87a2c0.setContent(html_0d7bf5ccf5cc9c14cf54850d05cc94c6);\n", " \n", " \n", "\n", - " circle_marker_75eb3c2b9ff6d961068b5ced775a354e.bindPopup(popup_444b4fad962d8fc1e1ad1f2728fc1731)\n", + " circle_marker_29f12764b5c88627dca594bbe0cfe60b.bindPopup(popup_5688e7211d0435012ddc1a105a87a2c0)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c27b027e34a51e1299498b558e2f3077 = L.circleMarker(\n", + " var circle_marker_ad578b8e9dc2f4c72557be46ca5f1944 = L.circleMarker(\n", " [37.74742653113364, -122.41901571198258],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_8b70057b908f4f8af6acf601dcd68037 = L.popup({"maxWidth": "100%"});\n", + " var popup_c89367889988ab729d9092d092e0c001 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_cbfc2cdc216403c21273ba0d9299f515 = $(`<div id="html_cbfc2cdc216403c21273ba0d9299f515" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_8b70057b908f4f8af6acf601dcd68037.setContent(html_cbfc2cdc216403c21273ba0d9299f515);\n", + " var html_1cabac6a06e37167d302de5dd99fb9e1 = $(`<div id="html_1cabac6a06e37167d302de5dd99fb9e1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_c89367889988ab729d9092d092e0c001.setContent(html_1cabac6a06e37167d302de5dd99fb9e1);\n", " \n", " \n", "\n", - " circle_marker_c27b027e34a51e1299498b558e2f3077.bindPopup(popup_8b70057b908f4f8af6acf601dcd68037)\n", + " circle_marker_ad578b8e9dc2f4c72557be46ca5f1944.bindPopup(popup_c89367889988ab729d9092d092e0c001)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_281d9efe42ad817c428a3e136eefcbf1 = L.circleMarker(\n", + " var circle_marker_20c33c200ecd73d15752af0054a42e42 = L.circleMarker(\n", " [37.73607306850611, -122.41535585953757],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_714ab25f80541cf43c63797cd0c50d27 = L.popup({"maxWidth": "100%"});\n", + " var popup_be5964ddb1495ea0b06a97dc39eb09be = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e75b071a66d4c631b5b06360216be9ea = $(`<div id="html_e75b071a66d4c631b5b06360216be9ea" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_714ab25f80541cf43c63797cd0c50d27.setContent(html_e75b071a66d4c631b5b06360216be9ea);\n", + " var html_fe35d6d2f3802e0043b08063bc29c2ce = $(`<div id="html_fe35d6d2f3802e0043b08063bc29c2ce" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_be5964ddb1495ea0b06a97dc39eb09be.setContent(html_fe35d6d2f3802e0043b08063bc29c2ce);\n", " \n", " \n", "\n", - " circle_marker_281d9efe42ad817c428a3e136eefcbf1.bindPopup(popup_714ab25f80541cf43c63797cd0c50d27)\n", + " circle_marker_20c33c200ecd73d15752af0054a42e42.bindPopup(popup_be5964ddb1495ea0b06a97dc39eb09be)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_93b1917252cae320dfe3c194e6afd262 = L.circleMarker(\n", + " var circle_marker_085578304525b082cf209063dba79d85 = L.circleMarker(\n", " [37.74511425270174, -122.41025793398745],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_73a934cf5d224ef80edddf90e249c92d = L.popup({"maxWidth": "100%"});\n", + " var popup_b354a5560f087d7db7fc733146904d9f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_76f1f225a9ced2509c03604f55506140 = $(`<div id="html_76f1f225a9ced2509c03604f55506140" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_73a934cf5d224ef80edddf90e249c92d.setContent(html_76f1f225a9ced2509c03604f55506140);\n", + " var html_3f5d06e378593af3b117889719d6585c = $(`<div id="html_3f5d06e378593af3b117889719d6585c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_b354a5560f087d7db7fc733146904d9f.setContent(html_3f5d06e378593af3b117889719d6585c);\n", " \n", " \n", "\n", - " circle_marker_93b1917252cae320dfe3c194e6afd262.bindPopup(popup_73a934cf5d224ef80edddf90e249c92d)\n", + " circle_marker_085578304525b082cf209063dba79d85.bindPopup(popup_b354a5560f087d7db7fc733146904d9f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5839f4d4416332715ea72e48d5dd82f7 = L.circleMarker(\n", + " var circle_marker_092ab1ae825960188b59ffb23c6cabac = L.circleMarker(\n", " [37.73782696783066, -122.41412809295414],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_0ebaf08bf83a26d09785ae8c4717f56d = L.popup({"maxWidth": "100%"});\n", + " var popup_d2fa2a81c339d877b34880e1b3ab6e5d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_51e4a0b68afe083c3e484d44b23c7ab3 = $(`<div id="html_51e4a0b68afe083c3e484d44b23c7ab3" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_0ebaf08bf83a26d09785ae8c4717f56d.setContent(html_51e4a0b68afe083c3e484d44b23c7ab3);\n", + " var html_78009d884aed8f658a9b4657a328c7de = $(`<div id="html_78009d884aed8f658a9b4657a328c7de" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_d2fa2a81c339d877b34880e1b3ab6e5d.setContent(html_78009d884aed8f658a9b4657a328c7de);\n", " \n", " \n", "\n", - " circle_marker_5839f4d4416332715ea72e48d5dd82f7.bindPopup(popup_0ebaf08bf83a26d09785ae8c4717f56d)\n", + " circle_marker_092ab1ae825960188b59ffb23c6cabac.bindPopup(popup_d2fa2a81c339d877b34880e1b3ab6e5d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_780939cdacbb46ab660635b32d2564e6 = L.circleMarker(\n", + " var circle_marker_3aa6a2ff0b8a48028e18fccdd4295e6f = L.circleMarker(\n", " [37.748264951499664, -122.42487627066222],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_223c65b7a451462b0021fff0f6d53a75 = L.popup({"maxWidth": "100%"});\n", + " var popup_036eecca4b75fbc974fa6be38a2a60ef = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3311dfa2b08abd63fbe0539fbc9382a9 = $(`<div id="html_3311dfa2b08abd63fbe0539fbc9382a9" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_223c65b7a451462b0021fff0f6d53a75.setContent(html_3311dfa2b08abd63fbe0539fbc9382a9);\n", + " var html_a4fd02ab4b89e82558e9d615329bb206 = $(`<div id="html_a4fd02ab4b89e82558e9d615329bb206" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_036eecca4b75fbc974fa6be38a2a60ef.setContent(html_a4fd02ab4b89e82558e9d615329bb206);\n", " \n", " \n", "\n", - " circle_marker_780939cdacbb46ab660635b32d2564e6.bindPopup(popup_223c65b7a451462b0021fff0f6d53a75)\n", + " circle_marker_3aa6a2ff0b8a48028e18fccdd4295e6f.bindPopup(popup_036eecca4b75fbc974fa6be38a2a60ef)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5c239180c2d022c3f39a5c882dbb4a14 = L.circleMarker(\n", + " var circle_marker_d03c5c12e3cf9b91aefa7306bc04f98d = L.circleMarker(\n", " [37.736623528205754, -122.41970410021572],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_728596b1e0bbbc2bf87d29df7dd64ef9 = L.popup({"maxWidth": "100%"});\n", + " var popup_4548b2b199b2e1775b060b35dc1134a2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d002dc62d6fa18039317f5b134de6382 = $(`<div id="html_d002dc62d6fa18039317f5b134de6382" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_728596b1e0bbbc2bf87d29df7dd64ef9.setContent(html_d002dc62d6fa18039317f5b134de6382);\n", + " var html_1fa4c433eeb554fa0801a92a66e2bcd1 = $(`<div id="html_1fa4c433eeb554fa0801a92a66e2bcd1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_4548b2b199b2e1775b060b35dc1134a2.setContent(html_1fa4c433eeb554fa0801a92a66e2bcd1);\n", " \n", " \n", "\n", - " circle_marker_5c239180c2d022c3f39a5c882dbb4a14.bindPopup(popup_728596b1e0bbbc2bf87d29df7dd64ef9)\n", + " circle_marker_d03c5c12e3cf9b91aefa7306bc04f98d.bindPopup(popup_4548b2b199b2e1775b060b35dc1134a2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a74499494bf6061cc123f87caa3eba59 = L.circleMarker(\n", + " var circle_marker_f12e2c2fac9eaa338b4da7e6db0b7038 = L.circleMarker(\n", " [37.73623856050469, -122.41915845180576],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_9adb4ceea6a6fdc74898e4be3d791dff = L.popup({"maxWidth": "100%"});\n", + " var popup_da52546d06ac60e2daf40347d7cf93b8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2233806c6659faaa12ebb44e34c23df1 = $(`<div id="html_2233806c6659faaa12ebb44e34c23df1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_9adb4ceea6a6fdc74898e4be3d791dff.setContent(html_2233806c6659faaa12ebb44e34c23df1);\n", + " var html_960b91c59bfb47b22c5040a0c36781ae = $(`<div id="html_960b91c59bfb47b22c5040a0c36781ae" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_da52546d06ac60e2daf40347d7cf93b8.setContent(html_960b91c59bfb47b22c5040a0c36781ae);\n", " \n", " \n", "\n", - " circle_marker_a74499494bf6061cc123f87caa3eba59.bindPopup(popup_9adb4ceea6a6fdc74898e4be3d791dff)\n", + " circle_marker_f12e2c2fac9eaa338b4da7e6db0b7038.bindPopup(popup_da52546d06ac60e2daf40347d7cf93b8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b5c6e3ab4e1f327f510c7f476bdbbf5a = L.circleMarker(\n", + " var circle_marker_f3c5f98104c7c5e31936436b377875a9 = L.circleMarker(\n", " [37.73923240960833, -122.41551073208204],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_192830fc25d68edfce5b6b31341702fa = L.popup({"maxWidth": "100%"});\n", + " var popup_da9d32de908d3753dc5c480fad2f6b1b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_584a07cf1e66ba9b5e48ddd8f976ffb2 = $(`<div id="html_584a07cf1e66ba9b5e48ddd8f976ffb2" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_192830fc25d68edfce5b6b31341702fa.setContent(html_584a07cf1e66ba9b5e48ddd8f976ffb2);\n", + " var html_9bf889526a8ab99b5bb90202cffbe6dd = $(`<div id="html_9bf889526a8ab99b5bb90202cffbe6dd" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_da9d32de908d3753dc5c480fad2f6b1b.setContent(html_9bf889526a8ab99b5bb90202cffbe6dd);\n", " \n", " \n", "\n", - " circle_marker_b5c6e3ab4e1f327f510c7f476bdbbf5a.bindPopup(popup_192830fc25d68edfce5b6b31341702fa)\n", + " circle_marker_f3c5f98104c7c5e31936436b377875a9.bindPopup(popup_da9d32de908d3753dc5c480fad2f6b1b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b776555be6ffd04a1ad984af1743b597 = L.circleMarker(\n", + " var circle_marker_afe7634d04d4a8928b733686357ba54c = L.circleMarker(\n", " [37.73432756040431, -122.42006414249477],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_858a30ab5f1922c367bf75d4cae17c53 = L.popup({"maxWidth": "100%"});\n", + " var popup_3b178e897dc96613b12dd8e8bac48bb1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_403144b7f8fafb5a0e0a751e9f78448f = $(`<div id="html_403144b7f8fafb5a0e0a751e9f78448f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_858a30ab5f1922c367bf75d4cae17c53.setContent(html_403144b7f8fafb5a0e0a751e9f78448f);\n", + " var html_2d0223a1e430245bb2a65f086c60dbca = $(`<div id="html_2d0223a1e430245bb2a65f086c60dbca" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3b178e897dc96613b12dd8e8bac48bb1.setContent(html_2d0223a1e430245bb2a65f086c60dbca);\n", " \n", " \n", "\n", - " circle_marker_b776555be6ffd04a1ad984af1743b597.bindPopup(popup_858a30ab5f1922c367bf75d4cae17c53)\n", + " circle_marker_afe7634d04d4a8928b733686357ba54c.bindPopup(popup_3b178e897dc96613b12dd8e8bac48bb1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_018dc27eeba6c14e85d8085385a8cbc0 = L.circleMarker(\n", + " var circle_marker_2bf9832587e91ad7990071a6328a0e13 = L.circleMarker(\n", " [37.73950355490107, -122.41817054462335],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_1d7b94e89bc66d1edff6567ef4205da8 = L.popup({"maxWidth": "100%"});\n", + " var popup_7b64bd2c40af980552165c8130a23208 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_92567508da35e5311558b537c9fc5f67 = $(`<div id="html_92567508da35e5311558b537c9fc5f67" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_1d7b94e89bc66d1edff6567ef4205da8.setContent(html_92567508da35e5311558b537c9fc5f67);\n", + " var html_27581db6d7ccc95bda84a9d1b8308472 = $(`<div id="html_27581db6d7ccc95bda84a9d1b8308472" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_7b64bd2c40af980552165c8130a23208.setContent(html_27581db6d7ccc95bda84a9d1b8308472);\n", " \n", " \n", "\n", - " circle_marker_018dc27eeba6c14e85d8085385a8cbc0.bindPopup(popup_1d7b94e89bc66d1edff6567ef4205da8)\n", + " circle_marker_2bf9832587e91ad7990071a6328a0e13.bindPopup(popup_7b64bd2c40af980552165c8130a23208)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5a651c858eea8d0884b97e94455aee41 = L.circleMarker(\n", + " var circle_marker_412033482a90a774e9ad71520c1d3c72 = L.circleMarker(\n", " [37.73995333620304, -122.41140314623527],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_1997e5753098ed06ebcaf8affc5b44de = L.popup({"maxWidth": "100%"});\n", + " var popup_7d4276d771f7a9b4ecedd53e6bd72aad = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_172a22b8a2d80e8cf72e769ab0827feb = $(`<div id="html_172a22b8a2d80e8cf72e769ab0827feb" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_1997e5753098ed06ebcaf8affc5b44de.setContent(html_172a22b8a2d80e8cf72e769ab0827feb);\n", + " var html_e67ca66df01cd1ff32e82dcdbf452ce3 = $(`<div id="html_e67ca66df01cd1ff32e82dcdbf452ce3" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_7d4276d771f7a9b4ecedd53e6bd72aad.setContent(html_e67ca66df01cd1ff32e82dcdbf452ce3);\n", " \n", " \n", "\n", - " circle_marker_5a651c858eea8d0884b97e94455aee41.bindPopup(popup_1997e5753098ed06ebcaf8affc5b44de)\n", + " circle_marker_412033482a90a774e9ad71520c1d3c72.bindPopup(popup_7d4276d771f7a9b4ecedd53e6bd72aad)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a7cbf7e607cb937bec25cc1db9a10a13 = L.circleMarker(\n", + " var circle_marker_4124cf6aef6f2e7161aeea6d398c1859 = L.circleMarker(\n", " [37.750638766365256, -122.41783069338953],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f5f70881c76fad69c026ab5541f09f2f = L.popup({"maxWidth": "100%"});\n", + " var popup_3d25560dc4c03fbd25a871fe4e20a029 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4e25f3fd257f0580019016e52693b941 = $(`<div id="html_4e25f3fd257f0580019016e52693b941" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f5f70881c76fad69c026ab5541f09f2f.setContent(html_4e25f3fd257f0580019016e52693b941);\n", + " var html_ac8874f0d69397052506c5464248bd13 = $(`<div id="html_ac8874f0d69397052506c5464248bd13" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3d25560dc4c03fbd25a871fe4e20a029.setContent(html_ac8874f0d69397052506c5464248bd13);\n", " \n", " \n", "\n", - " circle_marker_a7cbf7e607cb937bec25cc1db9a10a13.bindPopup(popup_f5f70881c76fad69c026ab5541f09f2f)\n", + " circle_marker_4124cf6aef6f2e7161aeea6d398c1859.bindPopup(popup_3d25560dc4c03fbd25a871fe4e20a029)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dc4e01223d4e9934b74b73536fe2ab67 = L.circleMarker(\n", + " var circle_marker_8c55c98ca47bae218d5899a32f115657 = L.circleMarker(\n", " [37.73605302291012, -122.42166950005372],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_8221eafdee4dfc27d75bb95392297cc6 = L.popup({"maxWidth": "100%"});\n", + " var popup_e28110a978514401b9d4865acfc640fa = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_38bf635e02c22beb0f8a0922c8db6da2 = $(`<div id="html_38bf635e02c22beb0f8a0922c8db6da2" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_8221eafdee4dfc27d75bb95392297cc6.setContent(html_38bf635e02c22beb0f8a0922c8db6da2);\n", + " var html_8c354986745514067cb6c1d4aa50c7ef = $(`<div id="html_8c354986745514067cb6c1d4aa50c7ef" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_e28110a978514401b9d4865acfc640fa.setContent(html_8c354986745514067cb6c1d4aa50c7ef);\n", " \n", " \n", "\n", - " circle_marker_dc4e01223d4e9934b74b73536fe2ab67.bindPopup(popup_8221eafdee4dfc27d75bb95392297cc6)\n", + " circle_marker_8c55c98ca47bae218d5899a32f115657.bindPopup(popup_e28110a978514401b9d4865acfc640fa)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_37d01ef257327dcec57f7f447877fe8f = L.circleMarker(\n", + " var circle_marker_1f03f8bf3ba738d7aad3cc11db6a15ee = L.circleMarker(\n", " [37.74717190213178, -122.42187930857803],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_76d47a38a49e2fb563c76d7898c184a8 = L.popup({"maxWidth": "100%"});\n", + " var popup_5a028669beca5bb0122b60af559da10e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_890bfef5c8b3e0dbc6811e90394d42f5 = $(`<div id="html_890bfef5c8b3e0dbc6811e90394d42f5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_76d47a38a49e2fb563c76d7898c184a8.setContent(html_890bfef5c8b3e0dbc6811e90394d42f5);\n", + " var html_5f1ae9f069240446ff13c8a459b17bba = $(`<div id="html_5f1ae9f069240446ff13c8a459b17bba" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_5a028669beca5bb0122b60af559da10e.setContent(html_5f1ae9f069240446ff13c8a459b17bba);\n", " \n", " \n", "\n", - " circle_marker_37d01ef257327dcec57f7f447877fe8f.bindPopup(popup_76d47a38a49e2fb563c76d7898c184a8)\n", + " circle_marker_1f03f8bf3ba738d7aad3cc11db6a15ee.bindPopup(popup_5a028669beca5bb0122b60af559da10e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1f52a2cd799d39f2d12a8869f19c6f5f = L.circleMarker(\n", + " var circle_marker_603f58895fdf43eaaa680c2526b458ad = L.circleMarker(\n", " [37.74456173838566, -122.42133239235675],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_37056e28499489a97dca9807ab58b16a = L.popup({"maxWidth": "100%"});\n", + " var popup_56c9def5c0e073656c9a5d2b9f88849e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d75acc8cb8464f8392f63860964dc432 = $(`<div id="html_d75acc8cb8464f8392f63860964dc432" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_37056e28499489a97dca9807ab58b16a.setContent(html_d75acc8cb8464f8392f63860964dc432);\n", + " var html_c68f71f4e723b34a1135ec815857f658 = $(`<div id="html_c68f71f4e723b34a1135ec815857f658" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_56c9def5c0e073656c9a5d2b9f88849e.setContent(html_c68f71f4e723b34a1135ec815857f658);\n", " \n", " \n", "\n", - " circle_marker_1f52a2cd799d39f2d12a8869f19c6f5f.bindPopup(popup_37056e28499489a97dca9807ab58b16a)\n", + " circle_marker_603f58895fdf43eaaa680c2526b458ad.bindPopup(popup_56c9def5c0e073656c9a5d2b9f88849e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_095263703c4007e1e210c60f4827dd03 = L.circleMarker(\n", + " var circle_marker_c0fb58ce7ad1c361b079acc0c91a02df = L.circleMarker(\n", " [37.74435235234791, -122.42194819694559],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_68a2abc71fdd6d961d7cc835e3a4600d = L.popup({"maxWidth": "100%"});\n", + " var popup_0092d6fb62e49d59c701d5de328eea44 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d2ce79638f47c8675c6e6a2060687935 = $(`<div id="html_d2ce79638f47c8675c6e6a2060687935" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_68a2abc71fdd6d961d7cc835e3a4600d.setContent(html_d2ce79638f47c8675c6e6a2060687935);\n", + " var html_9d97173b18353932fce5a8db18e887b9 = $(`<div id="html_9d97173b18353932fce5a8db18e887b9" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_0092d6fb62e49d59c701d5de328eea44.setContent(html_9d97173b18353932fce5a8db18e887b9);\n", " \n", " \n", "\n", - " circle_marker_095263703c4007e1e210c60f4827dd03.bindPopup(popup_68a2abc71fdd6d961d7cc835e3a4600d)\n", + " circle_marker_c0fb58ce7ad1c361b079acc0c91a02df.bindPopup(popup_0092d6fb62e49d59c701d5de328eea44)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8cd8e1af71a966d139a73cb9c02c031d = L.circleMarker(\n", + " var circle_marker_d907b1fc71c08a9c4528aaffed90a76b = L.circleMarker(\n", " [37.740893604514234, -122.41356130372293],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_bdf206f39a831f7bb0e40767607984ca = L.popup({"maxWidth": "100%"});\n", + " var popup_e6824307b60b521908ad49cf211b1806 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2e4133062bd4222d0526f86f95220cbe = $(`<div id="html_2e4133062bd4222d0526f86f95220cbe" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_bdf206f39a831f7bb0e40767607984ca.setContent(html_2e4133062bd4222d0526f86f95220cbe);\n", + " var html_219740c525241b40f86eb5a96505a6d8 = $(`<div id="html_219740c525241b40f86eb5a96505a6d8" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_e6824307b60b521908ad49cf211b1806.setContent(html_219740c525241b40f86eb5a96505a6d8);\n", " \n", " \n", "\n", - " circle_marker_8cd8e1af71a966d139a73cb9c02c031d.bindPopup(popup_bdf206f39a831f7bb0e40767607984ca)\n", + " circle_marker_d907b1fc71c08a9c4528aaffed90a76b.bindPopup(popup_e6824307b60b521908ad49cf211b1806)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d84421036403279697d30d50e5b69b2b = L.circleMarker(\n", + " var circle_marker_ca233582433430f99117c9aa2dba5404 = L.circleMarker(\n", " [37.7382987149878, -122.4191004858632],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_3ade2dd8d6eb2d98a1c611ba492cc499 = L.popup({"maxWidth": "100%"});\n", + " var popup_bb5a71aa1d78cae2b08dae1fbf5ec28d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_16dfddc8fba217d6ff3b8d39b3c7bf32 = $(`<div id="html_16dfddc8fba217d6ff3b8d39b3c7bf32" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_3ade2dd8d6eb2d98a1c611ba492cc499.setContent(html_16dfddc8fba217d6ff3b8d39b3c7bf32);\n", + " var html_f30dac7ae9f137ae38232f0eab021ad2 = $(`<div id="html_f30dac7ae9f137ae38232f0eab021ad2" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_bb5a71aa1d78cae2b08dae1fbf5ec28d.setContent(html_f30dac7ae9f137ae38232f0eab021ad2);\n", " \n", " \n", "\n", - " circle_marker_d84421036403279697d30d50e5b69b2b.bindPopup(popup_3ade2dd8d6eb2d98a1c611ba492cc499)\n", + " circle_marker_ca233582433430f99117c9aa2dba5404.bindPopup(popup_bb5a71aa1d78cae2b08dae1fbf5ec28d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bb729cf83beba045b315e40d33ddede3 = L.circleMarker(\n", + " var circle_marker_62ac76a16eca1c97609ee0bd9b8d6450 = L.circleMarker(\n", " [37.742057632289225, -122.41531864893646],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_35d9eb476c94dd7240147bf1068a5323 = L.popup({"maxWidth": "100%"});\n", + " var popup_b536413e9a17ab72f54df101ccd73091 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_71442314cf29b8c5bbfc8ffaf3084e99 = $(`<div id="html_71442314cf29b8c5bbfc8ffaf3084e99" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_35d9eb476c94dd7240147bf1068a5323.setContent(html_71442314cf29b8c5bbfc8ffaf3084e99);\n", + " var html_e99a5ba8cafd850a5f3fe4f357d3da8d = $(`<div id="html_e99a5ba8cafd850a5f3fe4f357d3da8d" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_b536413e9a17ab72f54df101ccd73091.setContent(html_e99a5ba8cafd850a5f3fe4f357d3da8d);\n", " \n", " \n", "\n", - " circle_marker_bb729cf83beba045b315e40d33ddede3.bindPopup(popup_35d9eb476c94dd7240147bf1068a5323)\n", + " circle_marker_62ac76a16eca1c97609ee0bd9b8d6450.bindPopup(popup_b536413e9a17ab72f54df101ccd73091)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7874c4bb787667a2d44fc32f08a82ffe = L.circleMarker(\n", + " var circle_marker_26e3a381a4373850ab46590c36f01cf7 = L.circleMarker(\n", " [37.74901705715819, -122.41757863525594],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_7c6b5a9d95f8d8c7f04053776fd50ec5 = L.popup({"maxWidth": "100%"});\n", + " var popup_7d51eac2fa4409b392258d70d33c6459 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_db5969f2bb06f8d296cfe67eb6cc8a81 = $(`<div id="html_db5969f2bb06f8d296cfe67eb6cc8a81" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_7c6b5a9d95f8d8c7f04053776fd50ec5.setContent(html_db5969f2bb06f8d296cfe67eb6cc8a81);\n", + " var html_2b6450fefae667e57dd6701f25193677 = $(`<div id="html_2b6450fefae667e57dd6701f25193677" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_7d51eac2fa4409b392258d70d33c6459.setContent(html_2b6450fefae667e57dd6701f25193677);\n", " \n", " \n", "\n", - " circle_marker_7874c4bb787667a2d44fc32f08a82ffe.bindPopup(popup_7c6b5a9d95f8d8c7f04053776fd50ec5)\n", + " circle_marker_26e3a381a4373850ab46590c36f01cf7.bindPopup(popup_7d51eac2fa4409b392258d70d33c6459)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b78452f02111ea138c56c8dcfa11a4d7 = L.circleMarker(\n", + " var circle_marker_85e7244fa2a67a56a1919b4a85212310 = L.circleMarker(\n", " [37.73596321664609, -122.42148375412637],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_534a659762ffbad5277d14e5dc3c394f = L.popup({"maxWidth": "100%"});\n", + " var popup_36dde6e367cb4b5f983de44209bf4af0 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b3a18d2082cba558b51d76f7dbf9ef5d = $(`<div id="html_b3a18d2082cba558b51d76f7dbf9ef5d" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_534a659762ffbad5277d14e5dc3c394f.setContent(html_b3a18d2082cba558b51d76f7dbf9ef5d);\n", + " var html_bbdf7ee62bd145c7689fa05e0e059add = $(`<div id="html_bbdf7ee62bd145c7689fa05e0e059add" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_36dde6e367cb4b5f983de44209bf4af0.setContent(html_bbdf7ee62bd145c7689fa05e0e059add);\n", " \n", " \n", "\n", - " circle_marker_b78452f02111ea138c56c8dcfa11a4d7.bindPopup(popup_534a659762ffbad5277d14e5dc3c394f)\n", + " circle_marker_85e7244fa2a67a56a1919b4a85212310.bindPopup(popup_36dde6e367cb4b5f983de44209bf4af0)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b82248e5e35891b0beda76ff574cf023 = L.circleMarker(\n", + " var circle_marker_0d98fd13c51cd103243c2e7031f6b4ac = L.circleMarker(\n", " [37.747198302368524, -122.41468049513983],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_7bd142cb3db10909b4ac783fedd2e969 = L.popup({"maxWidth": "100%"});\n", + " var popup_3bfd94f0e468a9cc60915ce2e64b6b6b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_65f573da50ec8d650b8f7f0f8eed0bb2 = $(`<div id="html_65f573da50ec8d650b8f7f0f8eed0bb2" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_7bd142cb3db10909b4ac783fedd2e969.setContent(html_65f573da50ec8d650b8f7f0f8eed0bb2);\n", + " var html_2497c4228521cab173209e9c2086837c = $(`<div id="html_2497c4228521cab173209e9c2086837c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3bfd94f0e468a9cc60915ce2e64b6b6b.setContent(html_2497c4228521cab173209e9c2086837c);\n", " \n", " \n", "\n", - " circle_marker_b82248e5e35891b0beda76ff574cf023.bindPopup(popup_7bd142cb3db10909b4ac783fedd2e969)\n", + " circle_marker_0d98fd13c51cd103243c2e7031f6b4ac.bindPopup(popup_3bfd94f0e468a9cc60915ce2e64b6b6b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7243eebb069b7c1a5cf38c7179c952c2 = L.circleMarker(\n", + " var circle_marker_4b689dc626aa2d31e44f209061f4dd4b = L.circleMarker(\n", " [37.745215819217684, -122.41007117187876],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f510af7706f9123ddc2a6dcfd3361c17 = L.popup({"maxWidth": "100%"});\n", + " var popup_fc0f3b058e58a09ecee0bfa22a90427b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_582de5d6f6bc13d0eee78f98b06239ae = $(`<div id="html_582de5d6f6bc13d0eee78f98b06239ae" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f510af7706f9123ddc2a6dcfd3361c17.setContent(html_582de5d6f6bc13d0eee78f98b06239ae);\n", + " var html_31f3a66f081856890b573c8b35ab62e1 = $(`<div id="html_31f3a66f081856890b573c8b35ab62e1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_fc0f3b058e58a09ecee0bfa22a90427b.setContent(html_31f3a66f081856890b573c8b35ab62e1);\n", " \n", " \n", "\n", - " circle_marker_7243eebb069b7c1a5cf38c7179c952c2.bindPopup(popup_f510af7706f9123ddc2a6dcfd3361c17)\n", + " circle_marker_4b689dc626aa2d31e44f209061f4dd4b.bindPopup(popup_fc0f3b058e58a09ecee0bfa22a90427b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_20713d5a4b92d776cc9f035e001af747 = L.circleMarker(\n", + " var circle_marker_bda4abdb2a6272dad1f02cb0dc3f5883 = L.circleMarker(\n", " [37.742773768312524, -122.41069845878158],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_49bcabf1382b5b6dceacca9f2ee37987 = L.popup({"maxWidth": "100%"});\n", + " var popup_0e656a119096e5676778fb41bd96aa0f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0385bd6f7177a8627097efc275c23df1 = $(`<div id="html_0385bd6f7177a8627097efc275c23df1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_49bcabf1382b5b6dceacca9f2ee37987.setContent(html_0385bd6f7177a8627097efc275c23df1);\n", + " var html_b827a59ed8031016d026dd6ba340eb06 = $(`<div id="html_b827a59ed8031016d026dd6ba340eb06" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_0e656a119096e5676778fb41bd96aa0f.setContent(html_b827a59ed8031016d026dd6ba340eb06);\n", " \n", " \n", "\n", - " circle_marker_20713d5a4b92d776cc9f035e001af747.bindPopup(popup_49bcabf1382b5b6dceacca9f2ee37987)\n", + " circle_marker_bda4abdb2a6272dad1f02cb0dc3f5883.bindPopup(popup_0e656a119096e5676778fb41bd96aa0f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_246299d284b1090f076491bd12c0c8ee = L.circleMarker(\n", + " var circle_marker_ed681cfdacbe5966a0cbb5dad477900d = L.circleMarker(\n", " [37.737048133592474, -122.42244404189351],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_be478754b39a00ca697b505b95281107 = L.popup({"maxWidth": "100%"});\n", + " var popup_63ad6cfe7f902b8b15012ca68326c711 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6345953069d25e5e361063886fb52da4 = $(`<div id="html_6345953069d25e5e361063886fb52da4" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_be478754b39a00ca697b505b95281107.setContent(html_6345953069d25e5e361063886fb52da4);\n", + " var html_3ae09d6bfbee4f497e80e745d677e59a = $(`<div id="html_3ae09d6bfbee4f497e80e745d677e59a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_63ad6cfe7f902b8b15012ca68326c711.setContent(html_3ae09d6bfbee4f497e80e745d677e59a);\n", " \n", " \n", "\n", - " circle_marker_246299d284b1090f076491bd12c0c8ee.bindPopup(popup_be478754b39a00ca697b505b95281107)\n", + " circle_marker_ed681cfdacbe5966a0cbb5dad477900d.bindPopup(popup_63ad6cfe7f902b8b15012ca68326c711)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a44d86601a4bdc701c85728e02d38e24 = L.circleMarker(\n", + " var circle_marker_08cf1bba4a2219d991acf79d7d31ee5d = L.circleMarker(\n", " [37.743766497582506, -122.41949619370845],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_bc3bdcdd416b3bfd18d28928d485e9db = L.popup({"maxWidth": "100%"});\n", + " var popup_7fe73602f30f999608da1110081d7b22 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_dfe33cedfd9522465deaa100be435d34 = $(`<div id="html_dfe33cedfd9522465deaa100be435d34" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_bc3bdcdd416b3bfd18d28928d485e9db.setContent(html_dfe33cedfd9522465deaa100be435d34);\n", + " var html_d05970bf4ba2567ba9ab4226f66513d1 = $(`<div id="html_d05970bf4ba2567ba9ab4226f66513d1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_7fe73602f30f999608da1110081d7b22.setContent(html_d05970bf4ba2567ba9ab4226f66513d1);\n", " \n", " \n", "\n", - " circle_marker_a44d86601a4bdc701c85728e02d38e24.bindPopup(popup_bc3bdcdd416b3bfd18d28928d485e9db)\n", + " circle_marker_08cf1bba4a2219d991acf79d7d31ee5d.bindPopup(popup_7fe73602f30f999608da1110081d7b22)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2295e69b85c821855034b92ac9426328 = L.circleMarker(\n", + " var circle_marker_d3b5edc5a09dc0ee8c13f19bb7ab6d12 = L.circleMarker(\n", " [37.73952102093955, -122.42022883226554],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_825f4ff18ff72dd8f402cd0ff4991420 = L.popup({"maxWidth": "100%"});\n", + " var popup_9e3c35b0d5b78362d4c19e9ad6154c77 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_eb4407f10369d7f3e0bb6cf234c515b1 = $(`<div id="html_eb4407f10369d7f3e0bb6cf234c515b1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_825f4ff18ff72dd8f402cd0ff4991420.setContent(html_eb4407f10369d7f3e0bb6cf234c515b1);\n", + " var html_5ca7f17e9bbeec418a890db36fc4d999 = $(`<div id="html_5ca7f17e9bbeec418a890db36fc4d999" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_9e3c35b0d5b78362d4c19e9ad6154c77.setContent(html_5ca7f17e9bbeec418a890db36fc4d999);\n", " \n", " \n", "\n", - " circle_marker_2295e69b85c821855034b92ac9426328.bindPopup(popup_825f4ff18ff72dd8f402cd0ff4991420)\n", + " circle_marker_d3b5edc5a09dc0ee8c13f19bb7ab6d12.bindPopup(popup_9e3c35b0d5b78362d4c19e9ad6154c77)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0489b85596db3818a2367171106282c6 = L.circleMarker(\n", + " var circle_marker_a51b75abf5ea2aaabbc7733e7ab41254 = L.circleMarker(\n", " [37.740221292002616, -122.42292601164742],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_cf0db3a3384ac4522bb64d3aa4b22c83 = L.popup({"maxWidth": "100%"});\n", + " var popup_55ba8f2479e05db3f4b2f00efccd5e13 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5bd37219c1757eb4a5b76b406b98df30 = $(`<div id="html_5bd37219c1757eb4a5b76b406b98df30" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_cf0db3a3384ac4522bb64d3aa4b22c83.setContent(html_5bd37219c1757eb4a5b76b406b98df30);\n", + " var html_d68d343845998be063ab8ac114356a2c = $(`<div id="html_d68d343845998be063ab8ac114356a2c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_55ba8f2479e05db3f4b2f00efccd5e13.setContent(html_d68d343845998be063ab8ac114356a2c);\n", " \n", " \n", "\n", - " circle_marker_0489b85596db3818a2367171106282c6.bindPopup(popup_cf0db3a3384ac4522bb64d3aa4b22c83)\n", + " circle_marker_a51b75abf5ea2aaabbc7733e7ab41254.bindPopup(popup_55ba8f2479e05db3f4b2f00efccd5e13)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cf3086ec91416b269dd641f363045476 = L.circleMarker(\n", + " var circle_marker_8ebbf1960e9dffdb07b917b28e9b071b = L.circleMarker(\n", " [37.73713086318324, -122.41812421353865],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_1dcf4eee9c038fc0cfbf82407260008a = L.popup({"maxWidth": "100%"});\n", + " var popup_3499adf71a82c5f26b1d4676bd9b9a9a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3bc0855307dea99418e4603be08c2a11 = $(`<div id="html_3bc0855307dea99418e4603be08c2a11" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_1dcf4eee9c038fc0cfbf82407260008a.setContent(html_3bc0855307dea99418e4603be08c2a11);\n", + " var html_2dbe790f97c46c7acaa382262064b6c6 = $(`<div id="html_2dbe790f97c46c7acaa382262064b6c6" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3499adf71a82c5f26b1d4676bd9b9a9a.setContent(html_2dbe790f97c46c7acaa382262064b6c6);\n", " \n", " \n", "\n", - " circle_marker_cf3086ec91416b269dd641f363045476.bindPopup(popup_1dcf4eee9c038fc0cfbf82407260008a)\n", + " circle_marker_8ebbf1960e9dffdb07b917b28e9b071b.bindPopup(popup_3499adf71a82c5f26b1d4676bd9b9a9a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1177a7df81ac1fbd0903c80e0d9e6be1 = L.circleMarker(\n", + " var circle_marker_48510ebaaa318e6caefb94b2a76b41fb = L.circleMarker(\n", " [37.7483419775086, -122.41225380452875],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f1b351d59cb381bddf750b732b5c09ba = L.popup({"maxWidth": "100%"});\n", + " var popup_5e7b02c34e8cc336e18de9e798a1bfed = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6a267232ed6bbd5114966c82787a9f59 = $(`<div id="html_6a267232ed6bbd5114966c82787a9f59" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f1b351d59cb381bddf750b732b5c09ba.setContent(html_6a267232ed6bbd5114966c82787a9f59);\n", + " var html_6285fa9956df4ef2d6d5fa3b7b185c0b = $(`<div id="html_6285fa9956df4ef2d6d5fa3b7b185c0b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_5e7b02c34e8cc336e18de9e798a1bfed.setContent(html_6285fa9956df4ef2d6d5fa3b7b185c0b);\n", " \n", " \n", "\n", - " circle_marker_1177a7df81ac1fbd0903c80e0d9e6be1.bindPopup(popup_f1b351d59cb381bddf750b732b5c09ba)\n", + " circle_marker_48510ebaaa318e6caefb94b2a76b41fb.bindPopup(popup_5e7b02c34e8cc336e18de9e798a1bfed)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_17b257504cda946e50f3842d9c4adf28 = L.circleMarker(\n", + " var circle_marker_91146085abea39b47177df1355b3dfe2 = L.circleMarker(\n", " [37.746074199675945, -122.41535766353438],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_03e3758e318e363d4219fdb3c093697d = L.popup({"maxWidth": "100%"});\n", + " var popup_c601a18a7a07995e1fb57b10bf530898 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_816c6009a0e3b94aa8f64b445b8fbc47 = $(`<div id="html_816c6009a0e3b94aa8f64b445b8fbc47" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_03e3758e318e363d4219fdb3c093697d.setContent(html_816c6009a0e3b94aa8f64b445b8fbc47);\n", + " var html_9ca59a2c88594821b5604c253cac0ded = $(`<div id="html_9ca59a2c88594821b5604c253cac0ded" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_c601a18a7a07995e1fb57b10bf530898.setContent(html_9ca59a2c88594821b5604c253cac0ded);\n", " \n", " \n", "\n", - " circle_marker_17b257504cda946e50f3842d9c4adf28.bindPopup(popup_03e3758e318e363d4219fdb3c093697d)\n", + " circle_marker_91146085abea39b47177df1355b3dfe2.bindPopup(popup_c601a18a7a07995e1fb57b10bf530898)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_996bd15b96193e773fe557bba2a59435 = L.circleMarker(\n", + " var circle_marker_0b17c3ec6c3674b753a47b2554e67f23 = L.circleMarker(\n", " [37.741380940454206, -122.41440239836186],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_ae0edac6bfe68ea65640fb9354b158a5 = L.popup({"maxWidth": "100%"});\n", + " var popup_f4df167370b76ff16326e81ae3c79887 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b1a3d2078bebf01495fe150e980230e2 = $(`<div id="html_b1a3d2078bebf01495fe150e980230e2" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_ae0edac6bfe68ea65640fb9354b158a5.setContent(html_b1a3d2078bebf01495fe150e980230e2);\n", + " var html_3c1e61b0e68b4b147e64f2b957b6a04e = $(`<div id="html_3c1e61b0e68b4b147e64f2b957b6a04e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_f4df167370b76ff16326e81ae3c79887.setContent(html_3c1e61b0e68b4b147e64f2b957b6a04e);\n", " \n", " \n", "\n", - " circle_marker_996bd15b96193e773fe557bba2a59435.bindPopup(popup_ae0edac6bfe68ea65640fb9354b158a5)\n", + " circle_marker_0b17c3ec6c3674b753a47b2554e67f23.bindPopup(popup_f4df167370b76ff16326e81ae3c79887)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_69b7cb1c33bf53df01e7ed3200cb3b8c = L.circleMarker(\n", + " var circle_marker_3f62493244f7f4638287e86b7972940a = L.circleMarker(\n", " [37.74575801806093, -122.4105207768065],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_3383999450838cdf6578bbd0ad850a04 = L.popup({"maxWidth": "100%"});\n", + " var popup_78cb359045c7ba1b041d63e38dc5756f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e19a6d18dd5e25216952e9738b5c8d34 = $(`<div id="html_e19a6d18dd5e25216952e9738b5c8d34" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_3383999450838cdf6578bbd0ad850a04.setContent(html_e19a6d18dd5e25216952e9738b5c8d34);\n", + " var html_4c6eecdb13c9dbb02358a6b5c7ffc63e = $(`<div id="html_4c6eecdb13c9dbb02358a6b5c7ffc63e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_78cb359045c7ba1b041d63e38dc5756f.setContent(html_4c6eecdb13c9dbb02358a6b5c7ffc63e);\n", " \n", " \n", "\n", - " circle_marker_69b7cb1c33bf53df01e7ed3200cb3b8c.bindPopup(popup_3383999450838cdf6578bbd0ad850a04)\n", + " circle_marker_3f62493244f7f4638287e86b7972940a.bindPopup(popup_78cb359045c7ba1b041d63e38dc5756f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b1a70f513a45cd6b65634b8d78937a48 = L.circleMarker(\n", + " var circle_marker_d3f6f0842e864bd0a75c8c65a2432b61 = L.circleMarker(\n", " [37.74348609136638, -122.42263298457125],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_db5d79690b163d90417b4ef72c9ad933 = L.popup({"maxWidth": "100%"});\n", + " var popup_f40088f7ee700c14c473c44ccca3b9f5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d2a5b6b0bd9f15a8d737f748ddb31353 = $(`<div id="html_d2a5b6b0bd9f15a8d737f748ddb31353" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_db5d79690b163d90417b4ef72c9ad933.setContent(html_d2a5b6b0bd9f15a8d737f748ddb31353);\n", + " var html_97558448847b3bc394b468c8284a7648 = $(`<div id="html_97558448847b3bc394b468c8284a7648" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_f40088f7ee700c14c473c44ccca3b9f5.setContent(html_97558448847b3bc394b468c8284a7648);\n", " \n", " \n", "\n", - " circle_marker_b1a70f513a45cd6b65634b8d78937a48.bindPopup(popup_db5d79690b163d90417b4ef72c9ad933)\n", + " circle_marker_d3f6f0842e864bd0a75c8c65a2432b61.bindPopup(popup_f40088f7ee700c14c473c44ccca3b9f5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_75d777a86a3f4074958d3093d9245cdf = L.circleMarker(\n", + " var circle_marker_57793350f72a32c2147047f33445ccc3 = L.circleMarker(\n", " [37.7351770739924, -122.42220382143077],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_0c1ad8662b9a06c4a834f9ab411aa65f = L.popup({"maxWidth": "100%"});\n", + " var popup_8b2d19f448446bab7f49b62cd69d46ad = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_2f780a2a38ec3fcc47e970cd9bd4c736 = $(`<div id="html_2f780a2a38ec3fcc47e970cd9bd4c736" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_0c1ad8662b9a06c4a834f9ab411aa65f.setContent(html_2f780a2a38ec3fcc47e970cd9bd4c736);\n", + " var html_d10278d96d3753222ba26da1d712f056 = $(`<div id="html_d10278d96d3753222ba26da1d712f056" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_8b2d19f448446bab7f49b62cd69d46ad.setContent(html_d10278d96d3753222ba26da1d712f056);\n", " \n", " \n", "\n", - " circle_marker_75d777a86a3f4074958d3093d9245cdf.bindPopup(popup_0c1ad8662b9a06c4a834f9ab411aa65f)\n", + " circle_marker_57793350f72a32c2147047f33445ccc3.bindPopup(popup_8b2d19f448446bab7f49b62cd69d46ad)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4076879b15cc421b842ab124251aea91 = L.circleMarker(\n", + " var circle_marker_ec5ad0518878657acc131c7050803c72 = L.circleMarker(\n", " [37.744531940576856, -122.42161560269948],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_df0f9d5751076b8ad8f4a266868c134e = L.popup({"maxWidth": "100%"});\n", + " var popup_b653e96f3ec33bb4b4726698b5da1d90 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6d5a2b27f2f6af5a0027dcc42371c955 = $(`<div id="html_6d5a2b27f2f6af5a0027dcc42371c955" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_df0f9d5751076b8ad8f4a266868c134e.setContent(html_6d5a2b27f2f6af5a0027dcc42371c955);\n", + " var html_2c799e337274697cd672e1030bf1365a = $(`<div id="html_2c799e337274697cd672e1030bf1365a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_b653e96f3ec33bb4b4726698b5da1d90.setContent(html_2c799e337274697cd672e1030bf1365a);\n", " \n", " \n", "\n", - " circle_marker_4076879b15cc421b842ab124251aea91.bindPopup(popup_df0f9d5751076b8ad8f4a266868c134e)\n", + " circle_marker_ec5ad0518878657acc131c7050803c72.bindPopup(popup_b653e96f3ec33bb4b4726698b5da1d90)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_eef9e0c4712d95479b4fe1cbcd7dacc2 = L.circleMarker(\n", + " var circle_marker_f2336380eba5836e2577a16f5d21ea71 = L.circleMarker(\n", " [37.73743562493618, -122.42250059810968],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_94b5ef5af73847b1ede736d59d69d690 = L.popup({"maxWidth": "100%"});\n", + " var popup_489763d5c06f5fc39d8d8d046f8b248f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1e1a7684fd6193cf767b73f1ea75bebc = $(`<div id="html_1e1a7684fd6193cf767b73f1ea75bebc" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_94b5ef5af73847b1ede736d59d69d690.setContent(html_1e1a7684fd6193cf767b73f1ea75bebc);\n", + " var html_7044bc062dc18bf6a6c888e389b70912 = $(`<div id="html_7044bc062dc18bf6a6c888e389b70912" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_489763d5c06f5fc39d8d8d046f8b248f.setContent(html_7044bc062dc18bf6a6c888e389b70912);\n", " \n", " \n", "\n", - " circle_marker_eef9e0c4712d95479b4fe1cbcd7dacc2.bindPopup(popup_94b5ef5af73847b1ede736d59d69d690)\n", + " circle_marker_f2336380eba5836e2577a16f5d21ea71.bindPopup(popup_489763d5c06f5fc39d8d8d046f8b248f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1fc6181616bfea8ebe4f522eecf7bbd7 = L.circleMarker(\n", + " var circle_marker_b1f09693683cc0d1dd70043b324b11c1 = L.circleMarker(\n", " [37.74197743401586, -122.41709590262614],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_2f2c33829e847a94dd65ce69e6a44b14 = L.popup({"maxWidth": "100%"});\n", + " var popup_b7f05e84c1439d7116adb6e874029605 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f9e2d70edf4f622fb0e5b40a47241d8d = $(`<div id="html_f9e2d70edf4f622fb0e5b40a47241d8d" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_2f2c33829e847a94dd65ce69e6a44b14.setContent(html_f9e2d70edf4f622fb0e5b40a47241d8d);\n", + " var html_945579906b3533543e339bf07393058a = $(`<div id="html_945579906b3533543e339bf07393058a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_b7f05e84c1439d7116adb6e874029605.setContent(html_945579906b3533543e339bf07393058a);\n", " \n", " \n", "\n", - " circle_marker_1fc6181616bfea8ebe4f522eecf7bbd7.bindPopup(popup_2f2c33829e847a94dd65ce69e6a44b14)\n", + " circle_marker_b1f09693683cc0d1dd70043b324b11c1.bindPopup(popup_b7f05e84c1439d7116adb6e874029605)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e8d8a5905843a2303a1fd2ab2831ab6f = L.circleMarker(\n", + " var circle_marker_a2d3a9fe5bf861bed09731f3e54264ad = L.circleMarker(\n", " [37.74085356398497, -122.41446908756086],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_344bb24b80003dda9747e5904331dc62 = L.popup({"maxWidth": "100%"});\n", + " var popup_1696efb80770c9e75fe978d33e32ac36 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c9ca7e2c0193529c3560ac6e4dcc2a60 = $(`<div id="html_c9ca7e2c0193529c3560ac6e4dcc2a60" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_344bb24b80003dda9747e5904331dc62.setContent(html_c9ca7e2c0193529c3560ac6e4dcc2a60);\n", + " var html_748aaa2cd711f9b47072bf3f31361035 = $(`<div id="html_748aaa2cd711f9b47072bf3f31361035" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_1696efb80770c9e75fe978d33e32ac36.setContent(html_748aaa2cd711f9b47072bf3f31361035);\n", " \n", " \n", "\n", - " circle_marker_e8d8a5905843a2303a1fd2ab2831ab6f.bindPopup(popup_344bb24b80003dda9747e5904331dc62)\n", + " circle_marker_a2d3a9fe5bf861bed09731f3e54264ad.bindPopup(popup_1696efb80770c9e75fe978d33e32ac36)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d19e0f557811146a0891c2c55ab34d94 = L.circleMarker(\n", + " var circle_marker_745b44e7a3c3f120194ea6c0ee4c194a = L.circleMarker(\n", " [37.745307885159676, -122.41693866931666],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_821d87181059a7e9896919813ae030fa = L.popup({"maxWidth": "100%"});\n", + " var popup_99eddf76ae659687a42d21825cba8c17 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3a020f9bb5ec9b3e9095bed162e63f6a = $(`<div id="html_3a020f9bb5ec9b3e9095bed162e63f6a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_821d87181059a7e9896919813ae030fa.setContent(html_3a020f9bb5ec9b3e9095bed162e63f6a);\n", + " var html_1d4adc84bc47a77e2b253d9591482f2d = $(`<div id="html_1d4adc84bc47a77e2b253d9591482f2d" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_99eddf76ae659687a42d21825cba8c17.setContent(html_1d4adc84bc47a77e2b253d9591482f2d);\n", " \n", " \n", "\n", - " circle_marker_d19e0f557811146a0891c2c55ab34d94.bindPopup(popup_821d87181059a7e9896919813ae030fa)\n", + " circle_marker_745b44e7a3c3f120194ea6c0ee4c194a.bindPopup(popup_99eddf76ae659687a42d21825cba8c17)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d3082c71a446f0c702d8df22d6f8b826 = L.circleMarker(\n", + " var circle_marker_6d805a028e0b5e38f3954213718346d9 = L.circleMarker(\n", " [37.74887491191325, -122.42222954548635],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_80cce0a9e72708f055af1cfbb02f6f46 = L.popup({"maxWidth": "100%"});\n", + " var popup_65938f33e346b724497139bde201dc17 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bba4b5f23b72eabbfdc143b0aed4ba1c = $(`<div id="html_bba4b5f23b72eabbfdc143b0aed4ba1c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_80cce0a9e72708f055af1cfbb02f6f46.setContent(html_bba4b5f23b72eabbfdc143b0aed4ba1c);\n", + " var html_340d9f2adf6df16fe67fddf5c2a84333 = $(`<div id="html_340d9f2adf6df16fe67fddf5c2a84333" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_65938f33e346b724497139bde201dc17.setContent(html_340d9f2adf6df16fe67fddf5c2a84333);\n", " \n", " \n", "\n", - " circle_marker_d3082c71a446f0c702d8df22d6f8b826.bindPopup(popup_80cce0a9e72708f055af1cfbb02f6f46)\n", + " circle_marker_6d805a028e0b5e38f3954213718346d9.bindPopup(popup_65938f33e346b724497139bde201dc17)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1ec30697943f167ba0951c7a86a38dcc = L.circleMarker(\n", + " var circle_marker_9574af9074ce4a2f9e2d327cad0121ce = L.circleMarker(\n", " [37.74432569801819, -122.42064590761126],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_00269ed516e7c9444bc402dfa3490cd5 = L.popup({"maxWidth": "100%"});\n", + " var popup_d42d1b7629757e67c59c9831d574de1e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_186001305478c2ac4ffd2a4444c81c38 = $(`<div id="html_186001305478c2ac4ffd2a4444c81c38" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_00269ed516e7c9444bc402dfa3490cd5.setContent(html_186001305478c2ac4ffd2a4444c81c38);\n", + " var html_907047fc490001ef96a60d78163c1f14 = $(`<div id="html_907047fc490001ef96a60d78163c1f14" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_d42d1b7629757e67c59c9831d574de1e.setContent(html_907047fc490001ef96a60d78163c1f14);\n", " \n", " \n", "\n", - " circle_marker_1ec30697943f167ba0951c7a86a38dcc.bindPopup(popup_00269ed516e7c9444bc402dfa3490cd5)\n", + " circle_marker_9574af9074ce4a2f9e2d327cad0121ce.bindPopup(popup_d42d1b7629757e67c59c9831d574de1e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bcddee3e3f51b44b3704873de2532491 = L.circleMarker(\n", + " var circle_marker_80d2a08d69a795ff6a4bf8b4ad9a0e33 = L.circleMarker(\n", " [37.74682924903755, -122.42209591165009],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_31ff4830121d37c7446ae28d1cacda43 = L.popup({"maxWidth": "100%"});\n", + " var popup_5458242c7d9718982a12273801ae4f27 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_922c2d7123ae2f5c3c65937a7bc20f51 = $(`<div id="html_922c2d7123ae2f5c3c65937a7bc20f51" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_31ff4830121d37c7446ae28d1cacda43.setContent(html_922c2d7123ae2f5c3c65937a7bc20f51);\n", + " var html_2944fe1f89d851d954af8588e5106b13 = $(`<div id="html_2944fe1f89d851d954af8588e5106b13" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_5458242c7d9718982a12273801ae4f27.setContent(html_2944fe1f89d851d954af8588e5106b13);\n", " \n", " \n", "\n", - " circle_marker_bcddee3e3f51b44b3704873de2532491.bindPopup(popup_31ff4830121d37c7446ae28d1cacda43)\n", + " circle_marker_80d2a08d69a795ff6a4bf8b4ad9a0e33.bindPopup(popup_5458242c7d9718982a12273801ae4f27)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_43b2bc8d249ce804e98ae6ad40fab264 = L.circleMarker(\n", + " var circle_marker_d387fddda7a933c717cc6f80beb2c153 = L.circleMarker(\n", " [37.743252477037885, -122.42334097025606],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_054f9da01e5515365a0a76d07c620be5 = L.popup({"maxWidth": "100%"});\n", + " var popup_4f4e7ed0ccf4570ae45c7671cd190111 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1c27b47b1e3641c8b3900478a507cc10 = $(`<div id="html_1c27b47b1e3641c8b3900478a507cc10" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_054f9da01e5515365a0a76d07c620be5.setContent(html_1c27b47b1e3641c8b3900478a507cc10);\n", + " var html_b3a045eabb7fe877a5b119b21868bda1 = $(`<div id="html_b3a045eabb7fe877a5b119b21868bda1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_4f4e7ed0ccf4570ae45c7671cd190111.setContent(html_b3a045eabb7fe877a5b119b21868bda1);\n", " \n", " \n", "\n", - " circle_marker_43b2bc8d249ce804e98ae6ad40fab264.bindPopup(popup_054f9da01e5515365a0a76d07c620be5)\n", + " circle_marker_d387fddda7a933c717cc6f80beb2c153.bindPopup(popup_4f4e7ed0ccf4570ae45c7671cd190111)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fdaa41668babbb622a71b44ca0ff1cbc = L.circleMarker(\n", + " var circle_marker_f27863daa84abfe987261f1d3ff01f71 = L.circleMarker(\n", " [37.741231897645584, -122.41468376365637],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_27163d23eec3c8af91cacc3332d37d82 = L.popup({"maxWidth": "100%"});\n", + " var popup_a72293794a739873d68cf8fb1964359a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_42c64bf7de11eb3cf04d539c22aefbad = $(`<div id="html_42c64bf7de11eb3cf04d539c22aefbad" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_27163d23eec3c8af91cacc3332d37d82.setContent(html_42c64bf7de11eb3cf04d539c22aefbad);\n", + " var html_6157d840d0a01feb9ccde331a6f456ac = $(`<div id="html_6157d840d0a01feb9ccde331a6f456ac" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_a72293794a739873d68cf8fb1964359a.setContent(html_6157d840d0a01feb9ccde331a6f456ac);\n", " \n", " \n", "\n", - " circle_marker_fdaa41668babbb622a71b44ca0ff1cbc.bindPopup(popup_27163d23eec3c8af91cacc3332d37d82)\n", + " circle_marker_f27863daa84abfe987261f1d3ff01f71.bindPopup(popup_a72293794a739873d68cf8fb1964359a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_144daf98daeb2ce1a7ba6dc67c6693f1 = L.circleMarker(\n", + " var circle_marker_55d6b8c9955e7df3f252e3bc860411bf = L.circleMarker(\n", " [37.74110751909093, -122.41267626306029],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_5a62f9341b2db104f8045a784819ff58 = L.popup({"maxWidth": "100%"});\n", + " var popup_11074323b172358866ddf76745466359 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_4af1beeaa48d19d2c673cce47c7e72e3 = $(`<div id="html_4af1beeaa48d19d2c673cce47c7e72e3" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_5a62f9341b2db104f8045a784819ff58.setContent(html_4af1beeaa48d19d2c673cce47c7e72e3);\n", + " var html_7306512f24de63c5f169d2d4fe1875f0 = $(`<div id="html_7306512f24de63c5f169d2d4fe1875f0" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_11074323b172358866ddf76745466359.setContent(html_7306512f24de63c5f169d2d4fe1875f0);\n", " \n", " \n", "\n", - " circle_marker_144daf98daeb2ce1a7ba6dc67c6693f1.bindPopup(popup_5a62f9341b2db104f8045a784819ff58)\n", + " circle_marker_55d6b8c9955e7df3f252e3bc860411bf.bindPopup(popup_11074323b172358866ddf76745466359)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f77a2ecd0c5d028457d37f64c8d3e3a2 = L.circleMarker(\n", + " var circle_marker_8840f65aecc272f98264402f7d46d777 = L.circleMarker(\n", " [37.735512604334986, -122.4232176302866],\n", " {"bubblingMouseEvents": true, "color": "mediumseagreen", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "mediumseagreen", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_b00cd5a8ed55529f333707e56f9da930 = L.popup({"maxWidth": "100%"});\n", + " var popup_427f1e12e58b00ab3f923fde84cccb8f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_12522f80e95ebd30745f50e4f0a17328 = $(`<div id="html_12522f80e95ebd30745f50e4f0a17328" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_b00cd5a8ed55529f333707e56f9da930.setContent(html_12522f80e95ebd30745f50e4f0a17328);\n", + " var html_eaf488e3c6dc245938226af94b2a4f5b = $(`<div id="html_eaf488e3c6dc245938226af94b2a4f5b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_427f1e12e58b00ab3f923fde84cccb8f.setContent(html_eaf488e3c6dc245938226af94b2a4f5b);\n", " \n", " \n", "\n", - " circle_marker_f77a2ecd0c5d028457d37f64c8d3e3a2.bindPopup(popup_b00cd5a8ed55529f333707e56f9da930)\n", + " circle_marker_8840f65aecc272f98264402f7d46d777.bindPopup(popup_427f1e12e58b00ab3f923fde84cccb8f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_17a1bc411e29d56afb308cd9a2761cfd = L.circleMarker(\n", + " var circle_marker_d191ad10d4c39a74acfde751239f8c03 = L.circleMarker(\n", " [37.75604380541952, -122.41455252209364],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_abd787101043946bbfa7f1a3729bc3cd = L.popup({"maxWidth": "100%"});\n", + " var popup_250c15b3c4df3efba038d8b3f4615682 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0e7c36ae153b3f816c3fd3536b09444f = $(`<div id="html_0e7c36ae153b3f816c3fd3536b09444f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_abd787101043946bbfa7f1a3729bc3cd.setContent(html_0e7c36ae153b3f816c3fd3536b09444f);\n", + " var html_7f4a0fb58413836c55363ba1bd0b2e4e = $(`<div id="html_7f4a0fb58413836c55363ba1bd0b2e4e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_250c15b3c4df3efba038d8b3f4615682.setContent(html_7f4a0fb58413836c55363ba1bd0b2e4e);\n", " \n", " \n", "\n", - " circle_marker_17a1bc411e29d56afb308cd9a2761cfd.bindPopup(popup_abd787101043946bbfa7f1a3729bc3cd)\n", + " circle_marker_d191ad10d4c39a74acfde751239f8c03.bindPopup(popup_250c15b3c4df3efba038d8b3f4615682)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7f69af24ce5c1634a2d15c71cb76646c = L.circleMarker(\n", + " var circle_marker_9f56b9def9aeaefaea5c8fcddb54c7aa = L.circleMarker(\n", " [37.75021115925127, -122.41317377916111],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_4f8fe73014e6c574874459bbd8fb0a3c = L.popup({"maxWidth": "100%"});\n", + " var popup_756e0e994b14be1287fd8843b4bb13f5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c5c93fa07558c0650e8eb8fa615154b2 = $(`<div id="html_c5c93fa07558c0650e8eb8fa615154b2" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_4f8fe73014e6c574874459bbd8fb0a3c.setContent(html_c5c93fa07558c0650e8eb8fa615154b2);\n", + " var html_5fff7f2459ea05446d6757465b8f4c50 = $(`<div id="html_5fff7f2459ea05446d6757465b8f4c50" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_756e0e994b14be1287fd8843b4bb13f5.setContent(html_5fff7f2459ea05446d6757465b8f4c50);\n", " \n", " \n", "\n", - " circle_marker_7f69af24ce5c1634a2d15c71cb76646c.bindPopup(popup_4f8fe73014e6c574874459bbd8fb0a3c)\n", + " circle_marker_9f56b9def9aeaefaea5c8fcddb54c7aa.bindPopup(popup_756e0e994b14be1287fd8843b4bb13f5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3cb51bae9a66106f3ef656be4c2f7de9 = L.circleMarker(\n", + " var circle_marker_3dff9249c5d03dfddd1dac3cc258f7e0 = L.circleMarker(\n", " [37.7536705815843, -122.4177510779481],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_5270bf719acdf31ab48b5d1078134780 = L.popup({"maxWidth": "100%"});\n", + " var popup_a08cd9b1f9cbbab6a08c58ec2e3931da = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_20dda6b7337261b8027f5d95de33add1 = $(`<div id="html_20dda6b7337261b8027f5d95de33add1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_5270bf719acdf31ab48b5d1078134780.setContent(html_20dda6b7337261b8027f5d95de33add1);\n", + " var html_c5f136cb70b6516221a6f5bebf03dd87 = $(`<div id="html_c5f136cb70b6516221a6f5bebf03dd87" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_a08cd9b1f9cbbab6a08c58ec2e3931da.setContent(html_c5f136cb70b6516221a6f5bebf03dd87);\n", " \n", " \n", "\n", - " circle_marker_3cb51bae9a66106f3ef656be4c2f7de9.bindPopup(popup_5270bf719acdf31ab48b5d1078134780)\n", + " circle_marker_3dff9249c5d03dfddd1dac3cc258f7e0.bindPopup(popup_a08cd9b1f9cbbab6a08c58ec2e3931da)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a5c0903b74ac118fdad738259e7c78bc = L.circleMarker(\n", + " var circle_marker_9218bbde3b935e5da8630d05e8de9ef0 = L.circleMarker(\n", " [37.76209144173078, -122.41739502122897],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_cdb4aa8d7cbbe7b9f31193bda295d19c = L.popup({"maxWidth": "100%"});\n", + " var popup_09d543c8d291c721f518c73cd786c462 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7a83b28ca6a0b55f098dcf80dc5acbee = $(`<div id="html_7a83b28ca6a0b55f098dcf80dc5acbee" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_cdb4aa8d7cbbe7b9f31193bda295d19c.setContent(html_7a83b28ca6a0b55f098dcf80dc5acbee);\n", + " var html_46a93a8c607c4129a3cbf7e01163466b = $(`<div id="html_46a93a8c607c4129a3cbf7e01163466b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_09d543c8d291c721f518c73cd786c462.setContent(html_46a93a8c607c4129a3cbf7e01163466b);\n", " \n", " \n", "\n", - " circle_marker_a5c0903b74ac118fdad738259e7c78bc.bindPopup(popup_cdb4aa8d7cbbe7b9f31193bda295d19c)\n", + " circle_marker_9218bbde3b935e5da8630d05e8de9ef0.bindPopup(popup_09d543c8d291c721f518c73cd786c462)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_920f4021f217071e5b42303e40ddd120 = L.circleMarker(\n", + " var circle_marker_1348f85055c1e8e82d08c62ed95df14b = L.circleMarker(\n", " [37.74966359321169, -122.40834467492677],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_da5e9f86595949d31dbe43b57cd6ac91 = L.popup({"maxWidth": "100%"});\n", + " var popup_3d1a5590f97e26e090ba29c8f8e2ece5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_658982133136419084dbb9bffc5c2975 = $(`<div id="html_658982133136419084dbb9bffc5c2975" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_da5e9f86595949d31dbe43b57cd6ac91.setContent(html_658982133136419084dbb9bffc5c2975);\n", + " var html_68419292a240d35532b70d465589fb4c = $(`<div id="html_68419292a240d35532b70d465589fb4c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3d1a5590f97e26e090ba29c8f8e2ece5.setContent(html_68419292a240d35532b70d465589fb4c);\n", " \n", " \n", "\n", - " circle_marker_920f4021f217071e5b42303e40ddd120.bindPopup(popup_da5e9f86595949d31dbe43b57cd6ac91)\n", + " circle_marker_1348f85055c1e8e82d08c62ed95df14b.bindPopup(popup_3d1a5590f97e26e090ba29c8f8e2ece5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d28836e1795f6d68ffcf86f069b43f58 = L.circleMarker(\n", + " var circle_marker_7121163142ed5b1f6423ec90d5b3ee17 = L.circleMarker(\n", " [37.76324983366825, -122.41406105319669],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_66e370fcec1f3c7875899c77e6633744 = L.popup({"maxWidth": "100%"});\n", + " var popup_12b908ca54ce2f57e1f3bef3f44f5b03 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_efee573035792082176c2e90fadf414c = $(`<div id="html_efee573035792082176c2e90fadf414c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_66e370fcec1f3c7875899c77e6633744.setContent(html_efee573035792082176c2e90fadf414c);\n", + " var html_7c464dc9f10ce4e57574268b3e737f23 = $(`<div id="html_7c464dc9f10ce4e57574268b3e737f23" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_12b908ca54ce2f57e1f3bef3f44f5b03.setContent(html_7c464dc9f10ce4e57574268b3e737f23);\n", " \n", " \n", "\n", - " circle_marker_d28836e1795f6d68ffcf86f069b43f58.bindPopup(popup_66e370fcec1f3c7875899c77e6633744)\n", + " circle_marker_7121163142ed5b1f6423ec90d5b3ee17.bindPopup(popup_12b908ca54ce2f57e1f3bef3f44f5b03)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f8f9803c09ea95c6267b17936bf15d33 = L.circleMarker(\n", + " var circle_marker_28e3c5783aa1be073e584b0d390fea03 = L.circleMarker(\n", " [37.76134617605315, -122.40869142607274],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_ad81636b6f36807cb7fd000825063d5b = L.popup({"maxWidth": "100%"});\n", + " var popup_238e2470800698808a6cd4868efeea52 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_788c303cbb5897a2f030590afca5e028 = $(`<div id="html_788c303cbb5897a2f030590afca5e028" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_ad81636b6f36807cb7fd000825063d5b.setContent(html_788c303cbb5897a2f030590afca5e028);\n", + " var html_705bf0ec1e9a38fd519baf5c7299db87 = $(`<div id="html_705bf0ec1e9a38fd519baf5c7299db87" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_238e2470800698808a6cd4868efeea52.setContent(html_705bf0ec1e9a38fd519baf5c7299db87);\n", " \n", " \n", "\n", - " circle_marker_f8f9803c09ea95c6267b17936bf15d33.bindPopup(popup_ad81636b6f36807cb7fd000825063d5b)\n", + " circle_marker_28e3c5783aa1be073e584b0d390fea03.bindPopup(popup_238e2470800698808a6cd4868efeea52)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c9ef9f5880c103ddd0e03b29d087e8b7 = L.circleMarker(\n", + " var circle_marker_ac97f370ec4e05f6b9957ba1acd10848 = L.circleMarker(\n", " [37.75828156322945, -122.41678443341827],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_a0e2e8b565215c436be4546e2b6fbc68 = L.popup({"maxWidth": "100%"});\n", + " var popup_7d78ffd5e5fe473f1a3893e1819cccdf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9aed73c9f1fa59307b192c816430c92b = $(`<div id="html_9aed73c9f1fa59307b192c816430c92b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_a0e2e8b565215c436be4546e2b6fbc68.setContent(html_9aed73c9f1fa59307b192c816430c92b);\n", + " var html_56783019eaa72a9ac2e01bc5e073992f = $(`<div id="html_56783019eaa72a9ac2e01bc5e073992f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_7d78ffd5e5fe473f1a3893e1819cccdf.setContent(html_56783019eaa72a9ac2e01bc5e073992f);\n", " \n", " \n", "\n", - " circle_marker_c9ef9f5880c103ddd0e03b29d087e8b7.bindPopup(popup_a0e2e8b565215c436be4546e2b6fbc68)\n", + " circle_marker_ac97f370ec4e05f6b9957ba1acd10848.bindPopup(popup_7d78ffd5e5fe473f1a3893e1819cccdf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6122101a5a72d185d0713972128ff5dc = L.circleMarker(\n", + " var circle_marker_cd64bb266f809ad8d2db2869f1136d3f = L.circleMarker(\n", " [37.75806595539574, -122.42181701677706],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_17413514833cb4f09c56f08e74c90e5a = L.popup({"maxWidth": "100%"});\n", + " var popup_65ea1a6d6896d6a3ff35f2cf78a6d1d0 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d9579cb503a7abaaaa6c5a02300f4f3c = $(`<div id="html_d9579cb503a7abaaaa6c5a02300f4f3c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_17413514833cb4f09c56f08e74c90e5a.setContent(html_d9579cb503a7abaaaa6c5a02300f4f3c);\n", + " var html_acf232b2fe9bf9b6367e4948a275b7fc = $(`<div id="html_acf232b2fe9bf9b6367e4948a275b7fc" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_65ea1a6d6896d6a3ff35f2cf78a6d1d0.setContent(html_acf232b2fe9bf9b6367e4948a275b7fc);\n", " \n", " \n", "\n", - " circle_marker_6122101a5a72d185d0713972128ff5dc.bindPopup(popup_17413514833cb4f09c56f08e74c90e5a)\n", + " circle_marker_cd64bb266f809ad8d2db2869f1136d3f.bindPopup(popup_65ea1a6d6896d6a3ff35f2cf78a6d1d0)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1e2fabb41a649ed32ff5a983993c230b = L.circleMarker(\n", + " var circle_marker_555ebfd0435ec38005c6387d0a9602f5 = L.circleMarker(\n", " [37.75101772588085, -122.41692062210988],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_c955112209256c84f24bb69d0905d8ee = L.popup({"maxWidth": "100%"});\n", + " var popup_3074ec57d76508b3aa895286d80206be = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_12197932e867facb771f520f30434a58 = $(`<div id="html_12197932e867facb771f520f30434a58" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_c955112209256c84f24bb69d0905d8ee.setContent(html_12197932e867facb771f520f30434a58);\n", + " var html_9103e0b3e705499c3bed441be6f964f7 = $(`<div id="html_9103e0b3e705499c3bed441be6f964f7" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3074ec57d76508b3aa895286d80206be.setContent(html_9103e0b3e705499c3bed441be6f964f7);\n", " \n", " \n", "\n", - " circle_marker_1e2fabb41a649ed32ff5a983993c230b.bindPopup(popup_c955112209256c84f24bb69d0905d8ee)\n", + " circle_marker_555ebfd0435ec38005c6387d0a9602f5.bindPopup(popup_3074ec57d76508b3aa895286d80206be)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_65d25fed09d0b2323cbe385f2a315f9d = L.circleMarker(\n", + " var circle_marker_e2ee346e6354e480472638d20b615811 = L.circleMarker(\n", " [37.75267875552496, -122.4129352817101],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_9bf2a193b6e95eecc41629f3a417322d = L.popup({"maxWidth": "100%"});\n", + " var popup_3ebed6ee2b101b3440a4ecd0d591e9f7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a71a6e368348c8f307bfed7d22f8282e = $(`<div id="html_a71a6e368348c8f307bfed7d22f8282e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_9bf2a193b6e95eecc41629f3a417322d.setContent(html_a71a6e368348c8f307bfed7d22f8282e);\n", + " var html_cda64934a7e97972e0de1419c550311e = $(`<div id="html_cda64934a7e97972e0de1419c550311e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3ebed6ee2b101b3440a4ecd0d591e9f7.setContent(html_cda64934a7e97972e0de1419c550311e);\n", " \n", " \n", "\n", - " circle_marker_65d25fed09d0b2323cbe385f2a315f9d.bindPopup(popup_9bf2a193b6e95eecc41629f3a417322d)\n", + " circle_marker_e2ee346e6354e480472638d20b615811.bindPopup(popup_3ebed6ee2b101b3440a4ecd0d591e9f7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7f101547e8cf2d1c2cf337033ae751de = L.circleMarker(\n", + " var circle_marker_ceb9f4e343219090e7a1ba965114f5bc = L.circleMarker(\n", " [37.75451800575868, -122.41153810982007],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_254fbf62a482ced5e05defe5b3cac860 = L.popup({"maxWidth": "100%"});\n", + " var popup_3ca1fe0c4b20b3e5d9bba1ed4df28a9c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ff7b38dd9b669c264fd86076131a8e13 = $(`<div id="html_ff7b38dd9b669c264fd86076131a8e13" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_254fbf62a482ced5e05defe5b3cac860.setContent(html_ff7b38dd9b669c264fd86076131a8e13);\n", + " var html_da6218be67fb1e63f864494971e208d4 = $(`<div id="html_da6218be67fb1e63f864494971e208d4" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3ca1fe0c4b20b3e5d9bba1ed4df28a9c.setContent(html_da6218be67fb1e63f864494971e208d4);\n", " \n", " \n", "\n", - " circle_marker_7f101547e8cf2d1c2cf337033ae751de.bindPopup(popup_254fbf62a482ced5e05defe5b3cac860)\n", + " circle_marker_ceb9f4e343219090e7a1ba965114f5bc.bindPopup(popup_3ca1fe0c4b20b3e5d9bba1ed4df28a9c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7514bba5ecdf9b04ec74aea7abf3b6c6 = L.circleMarker(\n", + " var circle_marker_fdf33874ca6297ac9e647aacb5be4142 = L.circleMarker(\n", " [37.74657122463306, -122.4140060513352],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_bc945eae9996f158acc8988818eed627 = L.popup({"maxWidth": "100%"});\n", + " var popup_a514b746dcd0308a68856e6bc0a65f1a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3057edc7a118e8c755c2be1cc5da5a48 = $(`<div id="html_3057edc7a118e8c755c2be1cc5da5a48" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_bc945eae9996f158acc8988818eed627.setContent(html_3057edc7a118e8c755c2be1cc5da5a48);\n", + " var html_83814ba21e735553c7c5d175c3e8e5e0 = $(`<div id="html_83814ba21e735553c7c5d175c3e8e5e0" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_a514b746dcd0308a68856e6bc0a65f1a.setContent(html_83814ba21e735553c7c5d175c3e8e5e0);\n", " \n", " \n", "\n", - " circle_marker_7514bba5ecdf9b04ec74aea7abf3b6c6.bindPopup(popup_bc945eae9996f158acc8988818eed627)\n", + " circle_marker_fdf33874ca6297ac9e647aacb5be4142.bindPopup(popup_a514b746dcd0308a68856e6bc0a65f1a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8123501baecdacc5def1e0193657b547 = L.circleMarker(\n", + " var circle_marker_6ff38809408aa6bb1e2f6a15791a4307 = L.circleMarker(\n", " [37.76337653617459, -122.41385911135957],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_a6e2fa704061bc8cea01efd59e403049 = L.popup({"maxWidth": "100%"});\n", + " var popup_c75a26b23d53db0b39808f3a03e369f4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_85e9e1395ef17932faa9fc8e27b63cd5 = $(`<div id="html_85e9e1395ef17932faa9fc8e27b63cd5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_a6e2fa704061bc8cea01efd59e403049.setContent(html_85e9e1395ef17932faa9fc8e27b63cd5);\n", + " var html_0d2e6e90ff494cd0eb2741e4c0815333 = $(`<div id="html_0d2e6e90ff494cd0eb2741e4c0815333" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_c75a26b23d53db0b39808f3a03e369f4.setContent(html_0d2e6e90ff494cd0eb2741e4c0815333);\n", " \n", " \n", "\n", - " circle_marker_8123501baecdacc5def1e0193657b547.bindPopup(popup_a6e2fa704061bc8cea01efd59e403049)\n", + " circle_marker_6ff38809408aa6bb1e2f6a15791a4307.bindPopup(popup_c75a26b23d53db0b39808f3a03e369f4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b6534df63a7fd531b84e5751229e6ede = L.circleMarker(\n", + " var circle_marker_ba486f0f09106c3976084208772ea361 = L.circleMarker(\n", " [37.754407470692996, -122.42043665185116],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_88578fdabf94661e10ec128d6d649a8a = L.popup({"maxWidth": "100%"});\n", + " var popup_ed602ba6228f2b944610037dca63df79 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9c8d1717c79b44b74a9694a3616328ea = $(`<div id="html_9c8d1717c79b44b74a9694a3616328ea" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_88578fdabf94661e10ec128d6d649a8a.setContent(html_9c8d1717c79b44b74a9694a3616328ea);\n", + " var html_790f30d99e4f8ec4e5748a6e4867ab6f = $(`<div id="html_790f30d99e4f8ec4e5748a6e4867ab6f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_ed602ba6228f2b944610037dca63df79.setContent(html_790f30d99e4f8ec4e5748a6e4867ab6f);\n", " \n", " \n", "\n", - " circle_marker_b6534df63a7fd531b84e5751229e6ede.bindPopup(popup_88578fdabf94661e10ec128d6d649a8a)\n", + " circle_marker_ba486f0f09106c3976084208772ea361.bindPopup(popup_ed602ba6228f2b944610037dca63df79)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_12100b84d9ac998cb852867757635aac = L.circleMarker(\n", + " var circle_marker_ce7fa5fc05a7a02931a8c9423a4d717c = L.circleMarker(\n", " [37.76450303329318, -122.40978938157065],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", - " \n", - " \n", - " var popup_d6ad74638c807dbd4d0e4ba1bfea31b5 = L.popup({"maxWidth": "100%"});\n", - "\n", - " \n", - " \n", - " var html_1dec10e101e336a61fc6f782243e9c0c = $(`<div id="html_1dec10e101e336a61fc6f782243e9c0c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_d6ad74638c807dbd4d0e4ba1bfea31b5.setContent(html_1dec10e101e336a61fc6f782243e9c0c);\n", - " \n", - " \n", - "\n", - " circle_marker_12100b84d9ac998cb852867757635aac.bindPopup(popup_d6ad74638c807dbd4d0e4ba1bfea31b5)\n", - " ;\n", - "\n", - " \n", - " \n", - " \n", - " var circle_marker_b3c76643dde48fe021e4e19385204b4f = L.circleMarker(\n", - " [37.75128223638914, -122.42222086466421],\n", - " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_46e95704e785f061d85b8460f5fec2a4 = L.popup({"maxWidth": "100%"});\n", + " var popup_aacbe977ec6d70a7fdd9195e93c7331d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_167860f7b12da939f751c788b80669aa = $(`<div id="html_167860f7b12da939f751c788b80669aa" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_46e95704e785f061d85b8460f5fec2a4.setContent(html_167860f7b12da939f751c788b80669aa);\n", + " var html_bac68365a4bcf7b53e314905e3c23145 = $(`<div id="html_bac68365a4bcf7b53e314905e3c23145" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_aacbe977ec6d70a7fdd9195e93c7331d.setContent(html_bac68365a4bcf7b53e314905e3c23145);\n", " \n", " \n", "\n", - " circle_marker_b3c76643dde48fe021e4e19385204b4f.bindPopup(popup_46e95704e785f061d85b8460f5fec2a4)\n", + " circle_marker_ce7fa5fc05a7a02931a8c9423a4d717c.bindPopup(popup_aacbe977ec6d70a7fdd9195e93c7331d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3957d303caf9b20e109af16f3b4efa1b = L.circleMarker(\n", + " var circle_marker_1d9f04f2681204e747a3e5222b1215f9 = L.circleMarker(\n", " [37.751148483269525, -122.41344777640442],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_509c3a19b9f43139f39e6eee216806d0 = L.popup({"maxWidth": "100%"});\n", + " var popup_50f0c59f5605065b97e68379040a1f9a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7030092f15745af8d1ce1bdd8962dd75 = $(`<div id="html_7030092f15745af8d1ce1bdd8962dd75" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_509c3a19b9f43139f39e6eee216806d0.setContent(html_7030092f15745af8d1ce1bdd8962dd75);\n", + " var html_888653a2baef32013d3dc7ae34b54561 = $(`<div id="html_888653a2baef32013d3dc7ae34b54561" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_50f0c59f5605065b97e68379040a1f9a.setContent(html_888653a2baef32013d3dc7ae34b54561);\n", " \n", " \n", "\n", - " circle_marker_3957d303caf9b20e109af16f3b4efa1b.bindPopup(popup_509c3a19b9f43139f39e6eee216806d0)\n", + " circle_marker_1d9f04f2681204e747a3e5222b1215f9.bindPopup(popup_50f0c59f5605065b97e68379040a1f9a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fcf0103ec1dae4dd8f480f338c872d37 = L.circleMarker(\n", + " var circle_marker_4f5a1cf43fea7015b3a92e58684a0747 = L.circleMarker(\n", " [37.76417974814643, -122.42287692579625],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_0fd18e83c2e28ab9ecdd20994c9c907a = L.popup({"maxWidth": "100%"});\n", + " var popup_1902d3dce1df79e9236a106e40779fcf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c45b46973515f7a5f8da394215b3ef83 = $(`<div id="html_c45b46973515f7a5f8da394215b3ef83" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_0fd18e83c2e28ab9ecdd20994c9c907a.setContent(html_c45b46973515f7a5f8da394215b3ef83);\n", + " var html_e149c1d1b7b2cc5bd4e55273fbe4994f = $(`<div id="html_e149c1d1b7b2cc5bd4e55273fbe4994f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_1902d3dce1df79e9236a106e40779fcf.setContent(html_e149c1d1b7b2cc5bd4e55273fbe4994f);\n", " \n", " \n", "\n", - " circle_marker_fcf0103ec1dae4dd8f480f338c872d37.bindPopup(popup_0fd18e83c2e28ab9ecdd20994c9c907a)\n", + " circle_marker_4f5a1cf43fea7015b3a92e58684a0747.bindPopup(popup_1902d3dce1df79e9236a106e40779fcf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5c05622acf9385db3c5685a62a489fc3 = L.circleMarker(\n", + " var circle_marker_4dbd21457343b837a29344ec08f2c6e7 = L.circleMarker(\n", " [37.760537804214785, -122.41715126382405],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_c21a79d419e51abee31f1768cb9f6239 = L.popup({"maxWidth": "100%"});\n", + " var popup_470b4bd31119960a28ac3859fd794ee5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ecf922d85f32c3a4cf10b534c42905fe = $(`<div id="html_ecf922d85f32c3a4cf10b534c42905fe" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_c21a79d419e51abee31f1768cb9f6239.setContent(html_ecf922d85f32c3a4cf10b534c42905fe);\n", + " var html_c1980b6e4eaf1845161c1a6b2b24d16f = $(`<div id="html_c1980b6e4eaf1845161c1a6b2b24d16f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_470b4bd31119960a28ac3859fd794ee5.setContent(html_c1980b6e4eaf1845161c1a6b2b24d16f);\n", " \n", " \n", "\n", - " circle_marker_5c05622acf9385db3c5685a62a489fc3.bindPopup(popup_c21a79d419e51abee31f1768cb9f6239)\n", + " circle_marker_4dbd21457343b837a29344ec08f2c6e7.bindPopup(popup_470b4bd31119960a28ac3859fd794ee5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_65c0ab8501ac9d772c85dbc99ce82474 = L.circleMarker(\n", + " var circle_marker_29359101b82c0c39368bdf72566c9726 = L.circleMarker(\n", " [37.75145743334203, -122.40606052669463],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_1ea4a2ff61d85e8d65d618883555fe31 = L.popup({"maxWidth": "100%"});\n", + " var popup_368fd622207b72c613026667126e76e5 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_5ecb7820217c274a549aa5aa771b848a = $(`<div id="html_5ecb7820217c274a549aa5aa771b848a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_1ea4a2ff61d85e8d65d618883555fe31.setContent(html_5ecb7820217c274a549aa5aa771b848a);\n", + " var html_f595f2dc4597f39b2444bab178cac804 = $(`<div id="html_f595f2dc4597f39b2444bab178cac804" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_368fd622207b72c613026667126e76e5.setContent(html_f595f2dc4597f39b2444bab178cac804);\n", " \n", " \n", "\n", - " circle_marker_65c0ab8501ac9d772c85dbc99ce82474.bindPopup(popup_1ea4a2ff61d85e8d65d618883555fe31)\n", + " circle_marker_29359101b82c0c39368bdf72566c9726.bindPopup(popup_368fd622207b72c613026667126e76e5)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d457e328107713c5c38edd7497f6bbff = L.circleMarker(\n", + " var circle_marker_6d783787c86cf59112c1a2d46f4b5e50 = L.circleMarker(\n", " [37.74871935743222, -122.41004340162493],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_40646018d18346a78a1e4af3d3237900 = L.popup({"maxWidth": "100%"});\n", + " var popup_829bc4c576fc7afd2cb184ec5fc0e03b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_334391e41a99c390aae0bd66e9b77049 = $(`<div id="html_334391e41a99c390aae0bd66e9b77049" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_40646018d18346a78a1e4af3d3237900.setContent(html_334391e41a99c390aae0bd66e9b77049);\n", + " var html_b9177cbe6fae5a0f408e1385c49a89e9 = $(`<div id="html_b9177cbe6fae5a0f408e1385c49a89e9" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_829bc4c576fc7afd2cb184ec5fc0e03b.setContent(html_b9177cbe6fae5a0f408e1385c49a89e9);\n", " \n", " \n", "\n", - " circle_marker_d457e328107713c5c38edd7497f6bbff.bindPopup(popup_40646018d18346a78a1e4af3d3237900)\n", + " circle_marker_6d783787c86cf59112c1a2d46f4b5e50.bindPopup(popup_829bc4c576fc7afd2cb184ec5fc0e03b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b3973880e51208e04da71f719f2d0dfb = L.circleMarker(\n", + " var circle_marker_2fa9992879fefdc64595e395eab66c76 = L.circleMarker(\n", " [37.75231775479745, -122.41774596037905],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_72f43c9ecf54682ed01ae89494f97176 = L.popup({"maxWidth": "100%"});\n", + " var popup_ed22f70083d98cb88ae4225206ebf026 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_0c8240d75af5988313cb853a3ebd4aa9 = $(`<div id="html_0c8240d75af5988313cb853a3ebd4aa9" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_72f43c9ecf54682ed01ae89494f97176.setContent(html_0c8240d75af5988313cb853a3ebd4aa9);\n", + " var html_33b2a39ef614f1074217156bd9fc6c27 = $(`<div id="html_33b2a39ef614f1074217156bd9fc6c27" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_ed22f70083d98cb88ae4225206ebf026.setContent(html_33b2a39ef614f1074217156bd9fc6c27);\n", " \n", " \n", "\n", - " circle_marker_b3973880e51208e04da71f719f2d0dfb.bindPopup(popup_72f43c9ecf54682ed01ae89494f97176)\n", + " circle_marker_2fa9992879fefdc64595e395eab66c76.bindPopup(popup_ed22f70083d98cb88ae4225206ebf026)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_2a284ef046b217a81c27aebea651b4cd = L.circleMarker(\n", + " var circle_marker_3481bdbcea8fa03d3e60c73da5cd56cb = L.circleMarker(\n", " [37.751786210327225, -122.41401197674212],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_fd5622d6d576f6a69718f3d60c23d2b0 = L.popup({"maxWidth": "100%"});\n", + " var popup_2559dcbeee3cba84a1919bd714dceba0 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b8c6ac1228faceb9a635ed528b5930ce = $(`<div id="html_b8c6ac1228faceb9a635ed528b5930ce" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_fd5622d6d576f6a69718f3d60c23d2b0.setContent(html_b8c6ac1228faceb9a635ed528b5930ce);\n", + " var html_1b5a9745ba45b2bd67847a808332fb6c = $(`<div id="html_1b5a9745ba45b2bd67847a808332fb6c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_2559dcbeee3cba84a1919bd714dceba0.setContent(html_1b5a9745ba45b2bd67847a808332fb6c);\n", " \n", " \n", "\n", - " circle_marker_2a284ef046b217a81c27aebea651b4cd.bindPopup(popup_fd5622d6d576f6a69718f3d60c23d2b0)\n", + " circle_marker_3481bdbcea8fa03d3e60c73da5cd56cb.bindPopup(popup_2559dcbeee3cba84a1919bd714dceba0)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a585e9e448a4b7b111b4ea2e9c0851ce = L.circleMarker(\n", + " var circle_marker_d26f0bdc60489736e4f8b3dc208506c0 = L.circleMarker(\n", " [37.75392082167846, -122.4139005439404],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_779f4361dad042f347497fb43cdb558e = L.popup({"maxWidth": "100%"});\n", + " var popup_4d9dd107dae21a3de90c762003443bf6 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f7867fd4fb5b1314f9bdcd9a3fa7f955 = $(`<div id="html_f7867fd4fb5b1314f9bdcd9a3fa7f955" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_779f4361dad042f347497fb43cdb558e.setContent(html_f7867fd4fb5b1314f9bdcd9a3fa7f955);\n", + " var html_c5b61adea92b2f73518e14dcc797b18c = $(`<div id="html_c5b61adea92b2f73518e14dcc797b18c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_4d9dd107dae21a3de90c762003443bf6.setContent(html_c5b61adea92b2f73518e14dcc797b18c);\n", " \n", " \n", "\n", - " circle_marker_a585e9e448a4b7b111b4ea2e9c0851ce.bindPopup(popup_779f4361dad042f347497fb43cdb558e)\n", + " circle_marker_d26f0bdc60489736e4f8b3dc208506c0.bindPopup(popup_4d9dd107dae21a3de90c762003443bf6)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ea612579c1fca2bd56f69fecbad7371a = L.circleMarker(\n", + " var circle_marker_a207201f867e202796f5b792c536afa8 = L.circleMarker(\n", " [37.76209659106257, -122.41743903596992],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f225056c5b41f8f68894bc034065776f = L.popup({"maxWidth": "100%"});\n", + " var popup_0298040259ddeba9500f81de21120ef9 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_eb891f0ae485a614794efe320e6a57dc = $(`<div id="html_eb891f0ae485a614794efe320e6a57dc" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f225056c5b41f8f68894bc034065776f.setContent(html_eb891f0ae485a614794efe320e6a57dc);\n", + " var html_9aa59725e4d57164e0d9663db9d514dd = $(`<div id="html_9aa59725e4d57164e0d9663db9d514dd" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_0298040259ddeba9500f81de21120ef9.setContent(html_9aa59725e4d57164e0d9663db9d514dd);\n", " \n", " \n", "\n", - " circle_marker_ea612579c1fca2bd56f69fecbad7371a.bindPopup(popup_f225056c5b41f8f68894bc034065776f)\n", + " circle_marker_a207201f867e202796f5b792c536afa8.bindPopup(popup_0298040259ddeba9500f81de21120ef9)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_72bbc93fb7e87fd0931ab38fabc99de0 = L.circleMarker(\n", + " var circle_marker_5e14ced1d8d6e1ef07eab6c3d0efc36e = L.circleMarker(\n", " [37.755656776209086, -122.40797490641594],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_5d27f50802d4ab13a9e486c8b6a7e146 = L.popup({"maxWidth": "100%"});\n", + " var popup_e153405210bb21a445820b4ec5e9fa24 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8f52e4e16a4d763e79263f1ed2d936bb = $(`<div id="html_8f52e4e16a4d763e79263f1ed2d936bb" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_5d27f50802d4ab13a9e486c8b6a7e146.setContent(html_8f52e4e16a4d763e79263f1ed2d936bb);\n", + " var html_3670797c4be44d9e77a8e135d0832994 = $(`<div id="html_3670797c4be44d9e77a8e135d0832994" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_e153405210bb21a445820b4ec5e9fa24.setContent(html_3670797c4be44d9e77a8e135d0832994);\n", " \n", " \n", "\n", - " circle_marker_72bbc93fb7e87fd0931ab38fabc99de0.bindPopup(popup_5d27f50802d4ab13a9e486c8b6a7e146)\n", + " circle_marker_5e14ced1d8d6e1ef07eab6c3d0efc36e.bindPopup(popup_e153405210bb21a445820b4ec5e9fa24)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_acb2273e9d06b169a731eb301cdd2ce7 = L.circleMarker(\n", + " var circle_marker_2a44bc3796ee8cf0ecf7b6bff6c4a414 = L.circleMarker(\n", " [37.76304044055552, -122.42601660166785],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_7d3959f298cc6326d81ee9aa990d62db = L.popup({"maxWidth": "100%"});\n", + " var popup_2e467847f4522b3051f8487923a3b154 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f0ae8c5a46990b16cd54afdd7af7e5b5 = $(`<div id="html_f0ae8c5a46990b16cd54afdd7af7e5b5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_7d3959f298cc6326d81ee9aa990d62db.setContent(html_f0ae8c5a46990b16cd54afdd7af7e5b5);\n", + " var html_7b4bdbd3c772accdf22b8b63456c846f = $(`<div id="html_7b4bdbd3c772accdf22b8b63456c846f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_2e467847f4522b3051f8487923a3b154.setContent(html_7b4bdbd3c772accdf22b8b63456c846f);\n", " \n", " \n", "\n", - " circle_marker_acb2273e9d06b169a731eb301cdd2ce7.bindPopup(popup_7d3959f298cc6326d81ee9aa990d62db)\n", + " circle_marker_2a44bc3796ee8cf0ecf7b6bff6c4a414.bindPopup(popup_2e467847f4522b3051f8487923a3b154)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c43e55ffc82af5c25fc331f8f796423a = L.circleMarker(\n", + " var circle_marker_d4f43e2d96a61e4ef3bf263acf8249c1 = L.circleMarker(\n", " [37.76128158121274, -122.42475869912616],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_2781e53db682d39b85ffccc3d865585d = L.popup({"maxWidth": "100%"});\n", + " var popup_a29cf27214788b176d77cd31ccb3acb4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f651fd8206b74a9dfb9c9ab56cc01b10 = $(`<div id="html_f651fd8206b74a9dfb9c9ab56cc01b10" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_2781e53db682d39b85ffccc3d865585d.setContent(html_f651fd8206b74a9dfb9c9ab56cc01b10);\n", + " var html_fe7eab6d4c7cf4ee3ce6950029493dd5 = $(`<div id="html_fe7eab6d4c7cf4ee3ce6950029493dd5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_a29cf27214788b176d77cd31ccb3acb4.setContent(html_fe7eab6d4c7cf4ee3ce6950029493dd5);\n", " \n", " \n", "\n", - " circle_marker_c43e55ffc82af5c25fc331f8f796423a.bindPopup(popup_2781e53db682d39b85ffccc3d865585d)\n", + " circle_marker_d4f43e2d96a61e4ef3bf263acf8249c1.bindPopup(popup_a29cf27214788b176d77cd31ccb3acb4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7884a043141b385f1a1bc885cae1dad4 = L.circleMarker(\n", + " var circle_marker_44869969fe83ec5f299a2f8c3ff18ecd = L.circleMarker(\n", " [37.76059258583783, -122.4254136565183],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_0374b25433e5968540ed80e7ef7cf573 = L.popup({"maxWidth": "100%"});\n", + " var popup_cc1841ffed4b76fbc71331b05fbf042c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_866204b12c129ab8047620fa8f4d6224 = $(`<div id="html_866204b12c129ab8047620fa8f4d6224" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_0374b25433e5968540ed80e7ef7cf573.setContent(html_866204b12c129ab8047620fa8f4d6224);\n", + " var html_b78726f69370453f350c660d4063dc19 = $(`<div id="html_b78726f69370453f350c660d4063dc19" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_cc1841ffed4b76fbc71331b05fbf042c.setContent(html_b78726f69370453f350c660d4063dc19);\n", " \n", " \n", "\n", - " circle_marker_7884a043141b385f1a1bc885cae1dad4.bindPopup(popup_0374b25433e5968540ed80e7ef7cf573)\n", + " circle_marker_44869969fe83ec5f299a2f8c3ff18ecd.bindPopup(popup_cc1841ffed4b76fbc71331b05fbf042c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fa95447e5619612b325dfaece6e74196 = L.circleMarker(\n", + " var circle_marker_474bd4577660fbcbb53ffbac17ecaedd = L.circleMarker(\n", " [37.75104056209607, -122.40794615669083],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_e81504f905796758c2c8301acdeac639 = L.popup({"maxWidth": "100%"});\n", + " var popup_b2c3d90a1e6783d15ce97fec55fc738b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9da068cf75dd593e570739a7fb1c53cf = $(`<div id="html_9da068cf75dd593e570739a7fb1c53cf" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_e81504f905796758c2c8301acdeac639.setContent(html_9da068cf75dd593e570739a7fb1c53cf);\n", + " var html_fe6f83838aa32dd0075028b07e511e31 = $(`<div id="html_fe6f83838aa32dd0075028b07e511e31" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_b2c3d90a1e6783d15ce97fec55fc738b.setContent(html_fe6f83838aa32dd0075028b07e511e31);\n", " \n", " \n", "\n", - " circle_marker_fa95447e5619612b325dfaece6e74196.bindPopup(popup_e81504f905796758c2c8301acdeac639)\n", + " circle_marker_474bd4577660fbcbb53ffbac17ecaedd.bindPopup(popup_b2c3d90a1e6783d15ce97fec55fc738b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_20312e4eb0f36424ab0976e7c4d37871 = L.circleMarker(\n", + " var circle_marker_9c46cabc451c09a4a7160cd2629fde51 = L.circleMarker(\n", " [37.747082929796356, -122.41075451027352],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_24d70b4c9d4519e46754259466cf0636 = L.popup({"maxWidth": "100%"});\n", + " var popup_0de29290c7f9a31bbe6213b54290ec6f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_42b7a934d7e3509d32d9302b3ea20011 = $(`<div id="html_42b7a934d7e3509d32d9302b3ea20011" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_24d70b4c9d4519e46754259466cf0636.setContent(html_42b7a934d7e3509d32d9302b3ea20011);\n", + " var html_b25d48f4ae22f59c751e54bb486e1d9b = $(`<div id="html_b25d48f4ae22f59c751e54bb486e1d9b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_0de29290c7f9a31bbe6213b54290ec6f.setContent(html_b25d48f4ae22f59c751e54bb486e1d9b);\n", " \n", " \n", "\n", - " circle_marker_20312e4eb0f36424ab0976e7c4d37871.bindPopup(popup_24d70b4c9d4519e46754259466cf0636)\n", + " circle_marker_9c46cabc451c09a4a7160cd2629fde51.bindPopup(popup_0de29290c7f9a31bbe6213b54290ec6f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_3a28784769687483ef3e2ebd49e7e672 = L.circleMarker(\n", + " var circle_marker_479c6864c7ea33c65b519644a4a075da = L.circleMarker(\n", " [37.7612218618984, -122.41012514709995],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_4633a536d2f8842d15abaf578c04bcd8 = L.popup({"maxWidth": "100%"});\n", + " var popup_01859593e7f2f18d8cc922a563a4b6e1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_da3ee050f7f27e9e83395e62bf922c06 = $(`<div id="html_da3ee050f7f27e9e83395e62bf922c06" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_4633a536d2f8842d15abaf578c04bcd8.setContent(html_da3ee050f7f27e9e83395e62bf922c06);\n", + " var html_81dc318d1a1f174a5f702da6930da24e = $(`<div id="html_81dc318d1a1f174a5f702da6930da24e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_01859593e7f2f18d8cc922a563a4b6e1.setContent(html_81dc318d1a1f174a5f702da6930da24e);\n", " \n", " \n", "\n", - " circle_marker_3a28784769687483ef3e2ebd49e7e672.bindPopup(popup_4633a536d2f8842d15abaf578c04bcd8)\n", + " circle_marker_479c6864c7ea33c65b519644a4a075da.bindPopup(popup_01859593e7f2f18d8cc922a563a4b6e1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ce8aa1b7768b0c16cdf0c47561793193 = L.circleMarker(\n", + " var circle_marker_abb0d893f432d0bfca457e6c1a5c6b97 = L.circleMarker(\n", " [37.763334928138605, -122.41975219244812],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_9d4d48e7d83112b2d60a84d53d70f8cb = L.popup({"maxWidth": "100%"});\n", + " var popup_089fd45792ce4436c95dbadac8a8de8e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b5f92a0ba016417c00d05c9e014e1087 = $(`<div id="html_b5f92a0ba016417c00d05c9e014e1087" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_9d4d48e7d83112b2d60a84d53d70f8cb.setContent(html_b5f92a0ba016417c00d05c9e014e1087);\n", + " var html_a721c9c0f3f1091f6f873dcea557d0bb = $(`<div id="html_a721c9c0f3f1091f6f873dcea557d0bb" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_089fd45792ce4436c95dbadac8a8de8e.setContent(html_a721c9c0f3f1091f6f873dcea557d0bb);\n", " \n", " \n", "\n", - " circle_marker_ce8aa1b7768b0c16cdf0c47561793193.bindPopup(popup_9d4d48e7d83112b2d60a84d53d70f8cb)\n", + " circle_marker_abb0d893f432d0bfca457e6c1a5c6b97.bindPopup(popup_089fd45792ce4436c95dbadac8a8de8e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_76ad1807680cc51d00bc722311e78d49 = L.circleMarker(\n", + " var circle_marker_0c8ded6a2447963b48033338df25c382 = L.circleMarker(\n", " [37.75175323687019, -122.4148893680859],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_3161a9d31005d3eacc9f3166c4f0b629 = L.popup({"maxWidth": "100%"});\n", + " var popup_e52385bf47cc1f39c577c001aa75c4c8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ef42c747620c382ccd65b409b8ba55fc = $(`<div id="html_ef42c747620c382ccd65b409b8ba55fc" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_3161a9d31005d3eacc9f3166c4f0b629.setContent(html_ef42c747620c382ccd65b409b8ba55fc);\n", + " var html_c8448593c5ed48a7fe5c92c0dde90411 = $(`<div id="html_c8448593c5ed48a7fe5c92c0dde90411" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_e52385bf47cc1f39c577c001aa75c4c8.setContent(html_c8448593c5ed48a7fe5c92c0dde90411);\n", " \n", " \n", "\n", - " circle_marker_76ad1807680cc51d00bc722311e78d49.bindPopup(popup_3161a9d31005d3eacc9f3166c4f0b629)\n", + " circle_marker_0c8ded6a2447963b48033338df25c382.bindPopup(popup_e52385bf47cc1f39c577c001aa75c4c8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c86f59edb8e2bca901d4a564fe2d5f1d = L.circleMarker(\n", + " var circle_marker_bb816f8142ccf666e19043cd1483e48b = L.circleMarker(\n", " [37.76389286561216, -122.42381965154172],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_6443f73d83b0a1eeb63c7aed921d4a4f = L.popup({"maxWidth": "100%"});\n", + " var popup_36e46174eba8306108ca1da851044bee = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_a5c0cf591d423ac06002c9445694826c = $(`<div id="html_a5c0cf591d423ac06002c9445694826c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_6443f73d83b0a1eeb63c7aed921d4a4f.setContent(html_a5c0cf591d423ac06002c9445694826c);\n", + " var html_9db42c6b112c09c4b413d7829d326db2 = $(`<div id="html_9db42c6b112c09c4b413d7829d326db2" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_36e46174eba8306108ca1da851044bee.setContent(html_9db42c6b112c09c4b413d7829d326db2);\n", " \n", " \n", "\n", - " circle_marker_c86f59edb8e2bca901d4a564fe2d5f1d.bindPopup(popup_6443f73d83b0a1eeb63c7aed921d4a4f)\n", + " circle_marker_bb816f8142ccf666e19043cd1483e48b.bindPopup(popup_36e46174eba8306108ca1da851044bee)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1957a5e5c1c2419260ea7b0cdb7dedd3 = L.circleMarker(\n", + " var circle_marker_d06ebd1d240711a8b96729da7025331c = L.circleMarker(\n", " [37.75539837180495, -122.42060974443976],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_5bdce7909a8401e07e7009554dd3a53d = L.popup({"maxWidth": "100%"});\n", + " var popup_0d0c124b921285f7c76ca69c6b319646 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_91081e8ad49978876f56e455985f392b = $(`<div id="html_91081e8ad49978876f56e455985f392b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_5bdce7909a8401e07e7009554dd3a53d.setContent(html_91081e8ad49978876f56e455985f392b);\n", + " var html_4b5cdde5273cb3a1aaf7492d7fca0faa = $(`<div id="html_4b5cdde5273cb3a1aaf7492d7fca0faa" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_0d0c124b921285f7c76ca69c6b319646.setContent(html_4b5cdde5273cb3a1aaf7492d7fca0faa);\n", " \n", " \n", "\n", - " circle_marker_1957a5e5c1c2419260ea7b0cdb7dedd3.bindPopup(popup_5bdce7909a8401e07e7009554dd3a53d)\n", + " circle_marker_d06ebd1d240711a8b96729da7025331c.bindPopup(popup_0d0c124b921285f7c76ca69c6b319646)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e097b0b80a9aac27791418804ddcb399 = L.circleMarker(\n", + " var circle_marker_bdfd4732b320f539df808bd8b3362b9f = L.circleMarker(\n", " [37.76225919844404, -122.41486518168091],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_9bff4bd95a063f750be060dd74eb853f = L.popup({"maxWidth": "100%"});\n", + " var popup_710e051b7b5a394a6624eb95fd2c7751 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_19048036d2f00f94a56b4234df95fd56 = $(`<div id="html_19048036d2f00f94a56b4234df95fd56" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_9bff4bd95a063f750be060dd74eb853f.setContent(html_19048036d2f00f94a56b4234df95fd56);\n", + " var html_c32b180e8b1046c46e6062aca1c5dcc0 = $(`<div id="html_c32b180e8b1046c46e6062aca1c5dcc0" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_710e051b7b5a394a6624eb95fd2c7751.setContent(html_c32b180e8b1046c46e6062aca1c5dcc0);\n", " \n", " \n", "\n", - " circle_marker_e097b0b80a9aac27791418804ddcb399.bindPopup(popup_9bff4bd95a063f750be060dd74eb853f)\n", + " circle_marker_bdfd4732b320f539df808bd8b3362b9f.bindPopup(popup_710e051b7b5a394a6624eb95fd2c7751)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_dcf98e66fc757a4aebed2668bcf725ea = L.circleMarker(\n", + " var circle_marker_75d48a18d27e4f5f32c93df15d622092 = L.circleMarker(\n", " [37.76001174749493, -122.41354296784603],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_c9d80596e525dfa3ec8c270ed0ae14a6 = L.popup({"maxWidth": "100%"});\n", + " var popup_d23de30053e3141cb39c4c5a172a8dcf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_619a6d5ae9d1249a01bf6ddeded5095d = $(`<div id="html_619a6d5ae9d1249a01bf6ddeded5095d" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_c9d80596e525dfa3ec8c270ed0ae14a6.setContent(html_619a6d5ae9d1249a01bf6ddeded5095d);\n", + " var html_34fd00db4a199461956039ad9e19e77a = $(`<div id="html_34fd00db4a199461956039ad9e19e77a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_d23de30053e3141cb39c4c5a172a8dcf.setContent(html_34fd00db4a199461956039ad9e19e77a);\n", " \n", " \n", "\n", - " circle_marker_dcf98e66fc757a4aebed2668bcf725ea.bindPopup(popup_c9d80596e525dfa3ec8c270ed0ae14a6)\n", + " circle_marker_75d48a18d27e4f5f32c93df15d622092.bindPopup(popup_d23de30053e3141cb39c4c5a172a8dcf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6495bdd4c882ea5e047788669f3256f8 = L.circleMarker(\n", + " var circle_marker_419910d90514d5f9a2fd5992dd968926 = L.circleMarker(\n", " [37.76143653964776, -122.41250374000519],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_64e6538f48a7c4b3b8c2f09ad6df542e = L.popup({"maxWidth": "100%"});\n", + " var popup_2db48ebc2d71390e93f5bfb69e940ef7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_667532328c1529b6a1f94edb4dad4684 = $(`<div id="html_667532328c1529b6a1f94edb4dad4684" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_64e6538f48a7c4b3b8c2f09ad6df542e.setContent(html_667532328c1529b6a1f94edb4dad4684);\n", + " var html_ccbc8a13fdb93a2f4ab4d3e1981a3bfa = $(`<div id="html_ccbc8a13fdb93a2f4ab4d3e1981a3bfa" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_2db48ebc2d71390e93f5bfb69e940ef7.setContent(html_ccbc8a13fdb93a2f4ab4d3e1981a3bfa);\n", " \n", " \n", "\n", - " circle_marker_6495bdd4c882ea5e047788669f3256f8.bindPopup(popup_64e6538f48a7c4b3b8c2f09ad6df542e)\n", + " circle_marker_419910d90514d5f9a2fd5992dd968926.bindPopup(popup_2db48ebc2d71390e93f5bfb69e940ef7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0bdb0da9c0a44432d7371310b0d3d27b = L.circleMarker(\n", + " var circle_marker_32d76b358e1e4606a477c15e42626759 = L.circleMarker(\n", " [37.758881507967835, -122.42158735975825],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_d52066dfef65022c1384a2e4e34dea9a = L.popup({"maxWidth": "100%"});\n", + " var popup_9ba5f3e9896aa4a2190f414d1c9c1624 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_26ff8e72e28afb511825e47f33918713 = $(`<div id="html_26ff8e72e28afb511825e47f33918713" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_d52066dfef65022c1384a2e4e34dea9a.setContent(html_26ff8e72e28afb511825e47f33918713);\n", + " var html_4dd63b85d67120960165e8edafb4238f = $(`<div id="html_4dd63b85d67120960165e8edafb4238f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_9ba5f3e9896aa4a2190f414d1c9c1624.setContent(html_4dd63b85d67120960165e8edafb4238f);\n", " \n", " \n", "\n", - " circle_marker_0bdb0da9c0a44432d7371310b0d3d27b.bindPopup(popup_d52066dfef65022c1384a2e4e34dea9a)\n", + " circle_marker_32d76b358e1e4606a477c15e42626759.bindPopup(popup_9ba5f3e9896aa4a2190f414d1c9c1624)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_b81e48a936229b6499bdbc7ae95e886b = L.circleMarker(\n", + " var circle_marker_6a6ca71a42b9d7b9a6ba482d31be990f = L.circleMarker(\n", " [37.76418120866797, -122.42383388780732],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_b8767aa6f397af51f552fa188ef1f6a8 = L.popup({"maxWidth": "100%"});\n", + " var popup_03e0b1046f1e32abb51ec753f432f6e3 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f37f815174a84c6f406fdf38cbcaa353 = $(`<div id="html_f37f815174a84c6f406fdf38cbcaa353" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_b8767aa6f397af51f552fa188ef1f6a8.setContent(html_f37f815174a84c6f406fdf38cbcaa353);\n", + " var html_3f1a167e17b8748226aa4213fd063e37 = $(`<div id="html_3f1a167e17b8748226aa4213fd063e37" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_03e0b1046f1e32abb51ec753f432f6e3.setContent(html_3f1a167e17b8748226aa4213fd063e37);\n", " \n", " \n", "\n", - " circle_marker_b81e48a936229b6499bdbc7ae95e886b.bindPopup(popup_b8767aa6f397af51f552fa188ef1f6a8)\n", + " circle_marker_6a6ca71a42b9d7b9a6ba482d31be990f.bindPopup(popup_03e0b1046f1e32abb51ec753f432f6e3)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a1eb0d24a716d3472720c84fef387d7c = L.circleMarker(\n", + " var circle_marker_77ad4781da27dd0ee2802fa85b83a678 = L.circleMarker(\n", " [37.74742653113364, -122.41901571198258],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_01bda22816d3f9184b841489c9fae1f2 = L.popup({"maxWidth": "100%"});\n", + " var popup_3d29c73582b1aa126d425de841d338fe = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8a187ad3a792628c41cbf858421d3355 = $(`<div id="html_8a187ad3a792628c41cbf858421d3355" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_01bda22816d3f9184b841489c9fae1f2.setContent(html_8a187ad3a792628c41cbf858421d3355);\n", + " var html_1a6cec027814c853a8cf809fb9b3e9a6 = $(`<div id="html_1a6cec027814c853a8cf809fb9b3e9a6" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3d29c73582b1aa126d425de841d338fe.setContent(html_1a6cec027814c853a8cf809fb9b3e9a6);\n", " \n", " \n", "\n", - " circle_marker_a1eb0d24a716d3472720c84fef387d7c.bindPopup(popup_01bda22816d3f9184b841489c9fae1f2)\n", + " circle_marker_77ad4781da27dd0ee2802fa85b83a678.bindPopup(popup_3d29c73582b1aa126d425de841d338fe)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_abb9847f3df4d269ddb44e63a8b1eeeb = L.circleMarker(\n", + " var circle_marker_17f4861b94acfa39e022b0d04c0dadb0 = L.circleMarker(\n", " [37.7516461902975, -122.42148292078194],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_4c1214dc21d4a323415d871417f2c689 = L.popup({"maxWidth": "100%"});\n", + " var popup_c9a2ba73a5c0b8f8fffe009bb155515d = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d2da90f3618bab1781b0ddda97a01c88 = $(`<div id="html_d2da90f3618bab1781b0ddda97a01c88" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_4c1214dc21d4a323415d871417f2c689.setContent(html_d2da90f3618bab1781b0ddda97a01c88);\n", + " var html_6ab1a15e1fcfcde840da002a940407a5 = $(`<div id="html_6ab1a15e1fcfcde840da002a940407a5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_c9a2ba73a5c0b8f8fffe009bb155515d.setContent(html_6ab1a15e1fcfcde840da002a940407a5);\n", " \n", " \n", "\n", - " circle_marker_abb9847f3df4d269ddb44e63a8b1eeeb.bindPopup(popup_4c1214dc21d4a323415d871417f2c689)\n", + " circle_marker_17f4861b94acfa39e022b0d04c0dadb0.bindPopup(popup_c9a2ba73a5c0b8f8fffe009bb155515d)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1ba8f7d522f47a6f4ff131490e7273ac = L.circleMarker(\n", + " var circle_marker_db9ddb264597e1e05c9babb73a526f43 = L.circleMarker(\n", " [37.76375791326102, -122.41948996087152],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_d67fff2a6da9a70b5ff3fac8ca5ae394 = L.popup({"maxWidth": "100%"});\n", + " var popup_aa1dc16751eb82245b748159c3afb0a2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ccf5ab61460aa628dd05dc9960c873b8 = $(`<div id="html_ccf5ab61460aa628dd05dc9960c873b8" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_d67fff2a6da9a70b5ff3fac8ca5ae394.setContent(html_ccf5ab61460aa628dd05dc9960c873b8);\n", + " var html_a869c7159c4d2665835cf907fbc5b462 = $(`<div id="html_a869c7159c4d2665835cf907fbc5b462" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_aa1dc16751eb82245b748159c3afb0a2.setContent(html_a869c7159c4d2665835cf907fbc5b462);\n", " \n", " \n", "\n", - " circle_marker_1ba8f7d522f47a6f4ff131490e7273ac.bindPopup(popup_d67fff2a6da9a70b5ff3fac8ca5ae394)\n", + " circle_marker_db9ddb264597e1e05c9babb73a526f43.bindPopup(popup_aa1dc16751eb82245b748159c3afb0a2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_cc144cab0f40c43de75d553360e6a7c2 = L.circleMarker(\n", + " var circle_marker_c0afd53f353d200c069353d6eb63b298 = L.circleMarker(\n", " [37.757190231652636, -122.40901934781371],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_207fa2b91e95c910363dbb707744478c = L.popup({"maxWidth": "100%"});\n", + " var popup_12f81f9da757ef72214bc65f11c819ef = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_600c817dca5a9fbb1bfa2776e8c5f529 = $(`<div id="html_600c817dca5a9fbb1bfa2776e8c5f529" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_207fa2b91e95c910363dbb707744478c.setContent(html_600c817dca5a9fbb1bfa2776e8c5f529);\n", + " var html_db29b106fe8aba6c52eaeb08a06972d7 = $(`<div id="html_db29b106fe8aba6c52eaeb08a06972d7" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_12f81f9da757ef72214bc65f11c819ef.setContent(html_db29b106fe8aba6c52eaeb08a06972d7);\n", " \n", " \n", "\n", - " circle_marker_cc144cab0f40c43de75d553360e6a7c2.bindPopup(popup_207fa2b91e95c910363dbb707744478c)\n", + " circle_marker_c0afd53f353d200c069353d6eb63b298.bindPopup(popup_12f81f9da757ef72214bc65f11c819ef)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_65da1b05c71f55ab4923e010d1bc88d3 = L.circleMarker(\n", + " var circle_marker_b0aca700c42d1d37f93ba241a85d9e27 = L.circleMarker(\n", " [37.7515671364096, -122.41446616923866],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f4f9db1abdd8e3f14ea4ce4f41123708 = L.popup({"maxWidth": "100%"});\n", + " var popup_eedc195855b61b15c01a8f4f84b91318 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f2db22dfab2a14771383526e06914eef = $(`<div id="html_f2db22dfab2a14771383526e06914eef" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f4f9db1abdd8e3f14ea4ce4f41123708.setContent(html_f2db22dfab2a14771383526e06914eef);\n", + " var html_fb738cc50398712af40e0d79bf0f5d86 = $(`<div id="html_fb738cc50398712af40e0d79bf0f5d86" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_eedc195855b61b15c01a8f4f84b91318.setContent(html_fb738cc50398712af40e0d79bf0f5d86);\n", " \n", " \n", "\n", - " circle_marker_65da1b05c71f55ab4923e010d1bc88d3.bindPopup(popup_f4f9db1abdd8e3f14ea4ce4f41123708)\n", + " circle_marker_b0aca700c42d1d37f93ba241a85d9e27.bindPopup(popup_eedc195855b61b15c01a8f4f84b91318)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1a05e891a4bffc586a65a4e9b6687590 = L.circleMarker(\n", + " var circle_marker_5b3777d9d8462a33ca613592f9023dba = L.circleMarker(\n", " [37.75843991693097, -122.41145761273533],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_94963387d289906e857385818de73ad0 = L.popup({"maxWidth": "100%"});\n", + " var popup_1432e6be0ee9949a5a7bda66d8c29db1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7ea857f992603c5745c69bd6c8208d6e = $(`<div id="html_7ea857f992603c5745c69bd6c8208d6e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_94963387d289906e857385818de73ad0.setContent(html_7ea857f992603c5745c69bd6c8208d6e);\n", + " var html_8d9fc3966347e6ce79b4e28dd7fc382f = $(`<div id="html_8d9fc3966347e6ce79b4e28dd7fc382f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_1432e6be0ee9949a5a7bda66d8c29db1.setContent(html_8d9fc3966347e6ce79b4e28dd7fc382f);\n", " \n", " \n", "\n", - " circle_marker_1a05e891a4bffc586a65a4e9b6687590.bindPopup(popup_94963387d289906e857385818de73ad0)\n", + " circle_marker_5b3777d9d8462a33ca613592f9023dba.bindPopup(popup_1432e6be0ee9949a5a7bda66d8c29db1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f7417226e96582861a00c92e896264d3 = L.circleMarker(\n", + " var circle_marker_1e0ecdbda491f544127e9c248f1457d4 = L.circleMarker(\n", " [37.75163337537155, -122.42137810541736],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_efcfd154cb13400519daacf7d5d13c4f = L.popup({"maxWidth": "100%"});\n", + " var popup_2911373e102fed19d1e674ad108982c4 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_84fb99eb5d15504c44ebf380b4e1474b = $(`<div id="html_84fb99eb5d15504c44ebf380b4e1474b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_efcfd154cb13400519daacf7d5d13c4f.setContent(html_84fb99eb5d15504c44ebf380b4e1474b);\n", + " var html_25f2dc63440036ebd0780baff1d5c231 = $(`<div id="html_25f2dc63440036ebd0780baff1d5c231" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_2911373e102fed19d1e674ad108982c4.setContent(html_25f2dc63440036ebd0780baff1d5c231);\n", " \n", " \n", "\n", - " circle_marker_f7417226e96582861a00c92e896264d3.bindPopup(popup_efcfd154cb13400519daacf7d5d13c4f)\n", + " circle_marker_1e0ecdbda491f544127e9c248f1457d4.bindPopup(popup_2911373e102fed19d1e674ad108982c4)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_fa613c4c81c8d86db6e4094929e0a584 = L.circleMarker(\n", + " var circle_marker_e9b28b8be4f0bb5034e87297775586d8 = L.circleMarker(\n", " [37.764481854652736, -122.41993600982686],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_13fdf21b04b299461d8d3da362fc948f = L.popup({"maxWidth": "100%"});\n", + " var popup_30030e85a7f41ba45b1cfb4d1c125428 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d70424ae11ee8a74f5112afc77c05508 = $(`<div id="html_d70424ae11ee8a74f5112afc77c05508" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_13fdf21b04b299461d8d3da362fc948f.setContent(html_d70424ae11ee8a74f5112afc77c05508);\n", + " var html_c387ff21013ca632ad59da8ba396ce81 = $(`<div id="html_c387ff21013ca632ad59da8ba396ce81" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_30030e85a7f41ba45b1cfb4d1c125428.setContent(html_c387ff21013ca632ad59da8ba396ce81);\n", " \n", " \n", "\n", - " circle_marker_fa613c4c81c8d86db6e4094929e0a584.bindPopup(popup_13fdf21b04b299461d8d3da362fc948f)\n", + " circle_marker_e9b28b8be4f0bb5034e87297775586d8.bindPopup(popup_30030e85a7f41ba45b1cfb4d1c125428)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ffc7176d4c2b709947cff183454ab2e8 = L.circleMarker(\n", + " var circle_marker_b92cc4f31c0c671f2d16185809388b90 = L.circleMarker(\n", " [37.76406227103009, -122.4226566332339],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_1b001166496bbdc2c791a7ab1826c41c = L.popup({"maxWidth": "100%"});\n", + " var popup_02d8c8c46c38623c587c9138e97007ff = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6e3a47a92e37d374ec13df5cf24f21dc = $(`<div id="html_6e3a47a92e37d374ec13df5cf24f21dc" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_1b001166496bbdc2c791a7ab1826c41c.setContent(html_6e3a47a92e37d374ec13df5cf24f21dc);\n", + " var html_ffe904b298d0e1c90e3ad8f18bb51cb6 = $(`<div id="html_ffe904b298d0e1c90e3ad8f18bb51cb6" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_02d8c8c46c38623c587c9138e97007ff.setContent(html_ffe904b298d0e1c90e3ad8f18bb51cb6);\n", " \n", " \n", "\n", - " circle_marker_ffc7176d4c2b709947cff183454ab2e8.bindPopup(popup_1b001166496bbdc2c791a7ab1826c41c)\n", + " circle_marker_b92cc4f31c0c671f2d16185809388b90.bindPopup(popup_02d8c8c46c38623c587c9138e97007ff)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f1469ecfba2e05dce10f41c296ce66cb = L.circleMarker(\n", + " var circle_marker_35bc2dd991e83d8180d05b49b9c3629d = L.circleMarker(\n", " [37.76149261428097, -122.41246627252544],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_9d6089078513dea0d57d0da8a10bbc94 = L.popup({"maxWidth": "100%"});\n", + " var popup_6c5dcc2922d73f923d0a7df95260cb9e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b4ebf2b110140468674ec7a225b67a88 = $(`<div id="html_b4ebf2b110140468674ec7a225b67a88" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_9d6089078513dea0d57d0da8a10bbc94.setContent(html_b4ebf2b110140468674ec7a225b67a88);\n", + " var html_9cbe0f5d1ec398b16e355bea97e9cd79 = $(`<div id="html_9cbe0f5d1ec398b16e355bea97e9cd79" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_6c5dcc2922d73f923d0a7df95260cb9e.setContent(html_9cbe0f5d1ec398b16e355bea97e9cd79);\n", " \n", " \n", "\n", - " circle_marker_f1469ecfba2e05dce10f41c296ce66cb.bindPopup(popup_9d6089078513dea0d57d0da8a10bbc94)\n", + " circle_marker_35bc2dd991e83d8180d05b49b9c3629d.bindPopup(popup_6c5dcc2922d73f923d0a7df95260cb9e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1f2bd669396ee619f7a13e8aa49a6b26 = L.circleMarker(\n", + " var circle_marker_6da1ef429a29856ff4363aa46fd52a1f = L.circleMarker(\n", " [37.76062461888235, -122.42108957360912],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_fa28c04949ff76aa1a0350e17a8e9846 = L.popup({"maxWidth": "100%"});\n", + " var popup_7f2bc5959e529d14ca25a830f6e78464 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b8b0739fc3f753b7e0b6efca9744c744 = $(`<div id="html_b8b0739fc3f753b7e0b6efca9744c744" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_fa28c04949ff76aa1a0350e17a8e9846.setContent(html_b8b0739fc3f753b7e0b6efca9744c744);\n", + " var html_2bbd53b4c94cf92a1459b72157c22ff9 = $(`<div id="html_2bbd53b4c94cf92a1459b72157c22ff9" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_7f2bc5959e529d14ca25a830f6e78464.setContent(html_2bbd53b4c94cf92a1459b72157c22ff9);\n", " \n", " \n", "\n", - " circle_marker_1f2bd669396ee619f7a13e8aa49a6b26.bindPopup(popup_fa28c04949ff76aa1a0350e17a8e9846)\n", + " circle_marker_6da1ef429a29856ff4363aa46fd52a1f.bindPopup(popup_7f2bc5959e529d14ca25a830f6e78464)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d6ef307fb31cf13377e3d2faae9ed44c = L.circleMarker(\n", + " var circle_marker_3664f5246b03a64be5beadde17eba77c = L.circleMarker(\n", " [37.75345065474162, -122.41586666626333],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f833af4ec65f468cd61a4d90fb78d13c = L.popup({"maxWidth": "100%"});\n", + " var popup_73fb2a6d468a4b8b2148f63caf74e891 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_1076bc3563787b3232e5166bcde705a6 = $(`<div id="html_1076bc3563787b3232e5166bcde705a6" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f833af4ec65f468cd61a4d90fb78d13c.setContent(html_1076bc3563787b3232e5166bcde705a6);\n", + " var html_700e700737e1f65fcf310301127df5f3 = $(`<div id="html_700e700737e1f65fcf310301127df5f3" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_73fb2a6d468a4b8b2148f63caf74e891.setContent(html_700e700737e1f65fcf310301127df5f3);\n", " \n", " \n", "\n", - " circle_marker_d6ef307fb31cf13377e3d2faae9ed44c.bindPopup(popup_f833af4ec65f468cd61a4d90fb78d13c)\n", + " circle_marker_3664f5246b03a64be5beadde17eba77c.bindPopup(popup_73fb2a6d468a4b8b2148f63caf74e891)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_7178fbd686204d8dcb359ac4e1fe8ad0 = L.circleMarker(\n", + " var circle_marker_121519ada46dffaeb639293248ad4dda = L.circleMarker(\n", " [37.761078335088655, -122.42607748635427],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_5ce9907c6bc08f04c2bb8b2fde906ef8 = L.popup({"maxWidth": "100%"});\n", + " var popup_ee9afbbcba6502e25b8a526037bc7068 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8aa143dafbef12dd836575107b3a7780 = $(`<div id="html_8aa143dafbef12dd836575107b3a7780" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_5ce9907c6bc08f04c2bb8b2fde906ef8.setContent(html_8aa143dafbef12dd836575107b3a7780);\n", + " var html_00828424b159f28ffe6692b0fbd01e5b = $(`<div id="html_00828424b159f28ffe6692b0fbd01e5b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_ee9afbbcba6502e25b8a526037bc7068.setContent(html_00828424b159f28ffe6692b0fbd01e5b);\n", " \n", " \n", "\n", - " circle_marker_7178fbd686204d8dcb359ac4e1fe8ad0.bindPopup(popup_5ce9907c6bc08f04c2bb8b2fde906ef8)\n", + " circle_marker_121519ada46dffaeb639293248ad4dda.bindPopup(popup_ee9afbbcba6502e25b8a526037bc7068)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_0a77bd51b59b4421451b64f5dd132214 = L.circleMarker(\n", + " var circle_marker_cfc8b999c0be706700a9bc247a507309 = L.circleMarker(\n", " [37.750638766365256, -122.41783069338953],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_d1859c0718c7f0e3054c465d48d08d62 = L.popup({"maxWidth": "100%"});\n", + " var popup_ade16886ed0f9113e4f8a2f6a2731e44 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b43468db28b8d9f2c9931687584dd827 = $(`<div id="html_b43468db28b8d9f2c9931687584dd827" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_d1859c0718c7f0e3054c465d48d08d62.setContent(html_b43468db28b8d9f2c9931687584dd827);\n", + " var html_569e70542a2dd1f63eecf153f54cb65b = $(`<div id="html_569e70542a2dd1f63eecf153f54cb65b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_ade16886ed0f9113e4f8a2f6a2731e44.setContent(html_569e70542a2dd1f63eecf153f54cb65b);\n", " \n", " \n", "\n", - " circle_marker_0a77bd51b59b4421451b64f5dd132214.bindPopup(popup_d1859c0718c7f0e3054c465d48d08d62)\n", + " circle_marker_cfc8b999c0be706700a9bc247a507309.bindPopup(popup_ade16886ed0f9113e4f8a2f6a2731e44)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_22790b2e8414e4ef5491b82c70975acb = L.circleMarker(\n", + " var circle_marker_d770627768f47fa7baf847b585142bce = L.circleMarker(\n", " [37.756449811909334, -122.40658575420164],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f95099d13c9ae39f99b00257ffd15d45 = L.popup({"maxWidth": "100%"});\n", + " var popup_cbb2aa1dd78b768ac5f00c4a69ac8726 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_14b83e18904a3cf1dba93c548eb1539e = $(`<div id="html_14b83e18904a3cf1dba93c548eb1539e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f95099d13c9ae39f99b00257ffd15d45.setContent(html_14b83e18904a3cf1dba93c548eb1539e);\n", + " var html_51fe04180c62fafb2e1af21c1f0bfa79 = $(`<div id="html_51fe04180c62fafb2e1af21c1f0bfa79" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_cbb2aa1dd78b768ac5f00c4a69ac8726.setContent(html_51fe04180c62fafb2e1af21c1f0bfa79);\n", " \n", " \n", "\n", - " circle_marker_22790b2e8414e4ef5491b82c70975acb.bindPopup(popup_f95099d13c9ae39f99b00257ffd15d45)\n", + " circle_marker_d770627768f47fa7baf847b585142bce.bindPopup(popup_cbb2aa1dd78b768ac5f00c4a69ac8726)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8b6b98861eae00d6573483aa07a44a35 = L.circleMarker(\n", + " var circle_marker_5c214f4464760b473e5ed85a924467cc = L.circleMarker(\n", " [37.75537378026224, -122.41111606218875],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f6fc55b61979377ac95777f3aef2979a = L.popup({"maxWidth": "100%"});\n", + " var popup_d8cce2fdf0d4528b235bf8351de145f1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f46d87ab7b780dde466d2c6341e9f5ed = $(`<div id="html_f46d87ab7b780dde466d2c6341e9f5ed" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f6fc55b61979377ac95777f3aef2979a.setContent(html_f46d87ab7b780dde466d2c6341e9f5ed);\n", + " var html_9b639a88e64409dfc9ca893c576fba96 = $(`<div id="html_9b639a88e64409dfc9ca893c576fba96" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_d8cce2fdf0d4528b235bf8351de145f1.setContent(html_9b639a88e64409dfc9ca893c576fba96);\n", " \n", " \n", "\n", - " circle_marker_8b6b98861eae00d6573483aa07a44a35.bindPopup(popup_f6fc55b61979377ac95777f3aef2979a)\n", + " circle_marker_5c214f4464760b473e5ed85a924467cc.bindPopup(popup_d8cce2fdf0d4528b235bf8351de145f1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_756f563e08504d05a7becf833c33da07 = L.circleMarker(\n", + " var circle_marker_4e6a743e5ff3488964c931ab93edd3eb = L.circleMarker(\n", " [37.75855610670547, -122.42394850602186],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_4674dc65224a3e05ae2e22eb8cfa30d2 = L.popup({"maxWidth": "100%"});\n", + " var popup_baac77d2abb7d558460a69e11b29ef86 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b47a0b7a7dadd82857db68fb35ee24d1 = $(`<div id="html_b47a0b7a7dadd82857db68fb35ee24d1" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_4674dc65224a3e05ae2e22eb8cfa30d2.setContent(html_b47a0b7a7dadd82857db68fb35ee24d1);\n", + " var html_981588cbd477bdd95a4a75ccd3c3d00d = $(`<div id="html_981588cbd477bdd95a4a75ccd3c3d00d" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_baac77d2abb7d558460a69e11b29ef86.setContent(html_981588cbd477bdd95a4a75ccd3c3d00d);\n", " \n", " \n", "\n", - " circle_marker_756f563e08504d05a7becf833c33da07.bindPopup(popup_4674dc65224a3e05ae2e22eb8cfa30d2)\n", + " circle_marker_4e6a743e5ff3488964c931ab93edd3eb.bindPopup(popup_baac77d2abb7d558460a69e11b29ef86)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4dd4bfe7ee0d932d9b87a66de3e6e085 = L.circleMarker(\n", + " var circle_marker_98869e84b49159b8411e2fada0e2688c = L.circleMarker(\n", " [37.75817465417819, -122.40867766046134],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_2b893f370f3d00d73195a106b8e87637 = L.popup({"maxWidth": "100%"});\n", + " var popup_c4382a629f4be3cbba45543e6a70bca2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c0633b6576bcdd27c0a7e8d088161ad3 = $(`<div id="html_c0633b6576bcdd27c0a7e8d088161ad3" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_2b893f370f3d00d73195a106b8e87637.setContent(html_c0633b6576bcdd27c0a7e8d088161ad3);\n", + " var html_15c478480472a9dea33110b57e63129e = $(`<div id="html_15c478480472a9dea33110b57e63129e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_c4382a629f4be3cbba45543e6a70bca2.setContent(html_15c478480472a9dea33110b57e63129e);\n", " \n", " \n", "\n", - " circle_marker_4dd4bfe7ee0d932d9b87a66de3e6e085.bindPopup(popup_2b893f370f3d00d73195a106b8e87637)\n", + " circle_marker_98869e84b49159b8411e2fada0e2688c.bindPopup(popup_c4382a629f4be3cbba45543e6a70bca2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_580679f402097cefe8b1335c09bcc9db = L.circleMarker(\n", + " var circle_marker_e5450fda1951f7c7790b56b7e861f97d = L.circleMarker(\n", " [37.76440867305686, -122.41381831239967],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_c94e3854f56d66efcc88bec7c377bddc = L.popup({"maxWidth": "100%"});\n", + " var popup_9f30c7410802c81b6764cc9f4f4cabb1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_81151ff26969b88c28421f0522cd6298 = $(`<div id="html_81151ff26969b88c28421f0522cd6298" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_c94e3854f56d66efcc88bec7c377bddc.setContent(html_81151ff26969b88c28421f0522cd6298);\n", + " var html_daf0cf73a77f5e5ff3fa9a466716f1b4 = $(`<div id="html_daf0cf73a77f5e5ff3fa9a466716f1b4" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_9f30c7410802c81b6764cc9f4f4cabb1.setContent(html_daf0cf73a77f5e5ff3fa9a466716f1b4);\n", " \n", " \n", "\n", - " circle_marker_580679f402097cefe8b1335c09bcc9db.bindPopup(popup_c94e3854f56d66efcc88bec7c377bddc)\n", + " circle_marker_e5450fda1951f7c7790b56b7e861f97d.bindPopup(popup_9f30c7410802c81b6764cc9f4f4cabb1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bac5e127880675731b935824f2440fdc = L.circleMarker(\n", + " var circle_marker_e8f20b927254430c2e0f36de17be25a8 = L.circleMarker(\n", " [37.74901705715819, -122.41757863525594],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_9891bad89f759988e961d5a9e2856490 = L.popup({"maxWidth": "100%"});\n", + " var popup_01b06b0dd5a2b37eff796f5276a32b75 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_187593dd7e735c28d345fe58feb299a3 = $(`<div id="html_187593dd7e735c28d345fe58feb299a3" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_9891bad89f759988e961d5a9e2856490.setContent(html_187593dd7e735c28d345fe58feb299a3);\n", + " var html_3a5ff0b4a85d0a0cb88847d625d6b4f7 = $(`<div id="html_3a5ff0b4a85d0a0cb88847d625d6b4f7" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_01b06b0dd5a2b37eff796f5276a32b75.setContent(html_3a5ff0b4a85d0a0cb88847d625d6b4f7);\n", " \n", " \n", "\n", - " circle_marker_bac5e127880675731b935824f2440fdc.bindPopup(popup_9891bad89f759988e961d5a9e2856490)\n", + " circle_marker_e8f20b927254430c2e0f36de17be25a8.bindPopup(popup_01b06b0dd5a2b37eff796f5276a32b75)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a45f7435254a05c94f20894b74264ee4 = L.circleMarker(\n", + " var circle_marker_1543e1377b766700a741facbd86d486f = L.circleMarker(\n", " [37.75488633070316, -122.41487544794536],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_a6054002ef55d846648a2c3f56794cb7 = L.popup({"maxWidth": "100%"});\n", + " var popup_9776497bded1cd2798c93c30e65c8676 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_f1ddad41ed4b2030a130e79207179f54 = $(`<div id="html_f1ddad41ed4b2030a130e79207179f54" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_a6054002ef55d846648a2c3f56794cb7.setContent(html_f1ddad41ed4b2030a130e79207179f54);\n", + " var html_f7c13ad23b1d448693a3849fe834d13e = $(`<div id="html_f7c13ad23b1d448693a3849fe834d13e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_9776497bded1cd2798c93c30e65c8676.setContent(html_f7c13ad23b1d448693a3849fe834d13e);\n", " \n", " \n", "\n", - " circle_marker_a45f7435254a05c94f20894b74264ee4.bindPopup(popup_a6054002ef55d846648a2c3f56794cb7)\n", + " circle_marker_1543e1377b766700a741facbd86d486f.bindPopup(popup_9776497bded1cd2798c93c30e65c8676)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d3500b3345065344e316f946d4c198b8 = L.circleMarker(\n", + " var circle_marker_7a00b6134d8201726c2f278866337598 = L.circleMarker(\n", " [37.764304983194315, -122.41854278041016],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_7ce6e96cde73420dd96c7972f61f76c1 = L.popup({"maxWidth": "100%"});\n", + " var popup_3025efceaa1b2430c8ef7f7849ce69e7 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fa1b5072c4ee9419d27e908f11bdb530 = $(`<div id="html_fa1b5072c4ee9419d27e908f11bdb530" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_7ce6e96cde73420dd96c7972f61f76c1.setContent(html_fa1b5072c4ee9419d27e908f11bdb530);\n", + " var html_a3257b7d92c096e24751f81095cdea07 = $(`<div id="html_a3257b7d92c096e24751f81095cdea07" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_3025efceaa1b2430c8ef7f7849ce69e7.setContent(html_a3257b7d92c096e24751f81095cdea07);\n", " \n", " \n", "\n", - " circle_marker_d3500b3345065344e316f946d4c198b8.bindPopup(popup_7ce6e96cde73420dd96c7972f61f76c1)\n", + " circle_marker_7a00b6134d8201726c2f278866337598.bindPopup(popup_3025efceaa1b2430c8ef7f7849ce69e7)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_72bd2be7288397b43ed20303d7ccbc8b = L.circleMarker(\n", + " var circle_marker_cdc389eec14c579dcf5ba6bdf9c44d35 = L.circleMarker(\n", " [37.76250964248838, -122.42379568293042],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_98031af618c3b6ec9517d8a3b76e8a87 = L.popup({"maxWidth": "100%"});\n", + " var popup_cfb72e0b2fe6030d22830181f3985903 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_992f352ee283321195c41275710fea7c = $(`<div id="html_992f352ee283321195c41275710fea7c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_98031af618c3b6ec9517d8a3b76e8a87.setContent(html_992f352ee283321195c41275710fea7c);\n", + " var html_4f24a1a86b6b71cce6be1a893e255741 = $(`<div id="html_4f24a1a86b6b71cce6be1a893e255741" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_cfb72e0b2fe6030d22830181f3985903.setContent(html_4f24a1a86b6b71cce6be1a893e255741);\n", " \n", " \n", "\n", - " circle_marker_72bd2be7288397b43ed20303d7ccbc8b.bindPopup(popup_98031af618c3b6ec9517d8a3b76e8a87)\n", + " circle_marker_cdc389eec14c579dcf5ba6bdf9c44d35.bindPopup(popup_cfb72e0b2fe6030d22830181f3985903)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_6292d28202050a9254783dbaf85a8082 = L.circleMarker(\n", + " var circle_marker_4b2361bc22260e296e4825ec9faadc52 = L.circleMarker(\n", " [37.747198302368524, -122.41468049513983],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_788935f9f2f7fc80e5958936e7ef6a2e = L.popup({"maxWidth": "100%"});\n", + " var popup_632ee934fd34d663d2d9d42d375a2433 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_abab26a7f3e89049c1a9bf144c84369f = $(`<div id="html_abab26a7f3e89049c1a9bf144c84369f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_788935f9f2f7fc80e5958936e7ef6a2e.setContent(html_abab26a7f3e89049c1a9bf144c84369f);\n", + " var html_e3de8e005657b1d78e9ce8fe729b89ea = $(`<div id="html_e3de8e005657b1d78e9ce8fe729b89ea" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_632ee934fd34d663d2d9d42d375a2433.setContent(html_e3de8e005657b1d78e9ce8fe729b89ea);\n", " \n", " \n", "\n", - " circle_marker_6292d28202050a9254783dbaf85a8082.bindPopup(popup_788935f9f2f7fc80e5958936e7ef6a2e)\n", + " circle_marker_4b2361bc22260e296e4825ec9faadc52.bindPopup(popup_632ee934fd34d663d2d9d42d375a2433)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_e6bc1feddf38c43929b5ec854f2444dd = L.circleMarker(\n", + " var circle_marker_79fc3c3d8c353cb07fedecfcbe08f52a = L.circleMarker(\n", " [37.75333381902695, -122.40923776500622],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_4fac08513adee3702249b5b4e5dd39ff = L.popup({"maxWidth": "100%"});\n", + " var popup_1030b464407c3aadcdda140106c6789e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8e7d6c0fe0f4557807c0b54234e10b4c = $(`<div id="html_8e7d6c0fe0f4557807c0b54234e10b4c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_4fac08513adee3702249b5b4e5dd39ff.setContent(html_8e7d6c0fe0f4557807c0b54234e10b4c);\n", + " var html_f1e7553fd58751b5647efeae4542d1db = $(`<div id="html_f1e7553fd58751b5647efeae4542d1db" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_1030b464407c3aadcdda140106c6789e.setContent(html_f1e7553fd58751b5647efeae4542d1db);\n", " \n", " \n", "\n", - " circle_marker_e6bc1feddf38c43929b5ec854f2444dd.bindPopup(popup_4fac08513adee3702249b5b4e5dd39ff)\n", + " circle_marker_79fc3c3d8c353cb07fedecfcbe08f52a.bindPopup(popup_1030b464407c3aadcdda140106c6789e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c848428caa761e36205c4e5e087da2f0 = L.circleMarker(\n", + " var circle_marker_68d475e6ce6aab6dd82fe0ba7df2fa84 = L.circleMarker(\n", " [37.76439953782074, -122.40822541947725],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_2819816050587ba7de6da9236b9f51e4 = L.popup({"maxWidth": "100%"});\n", + " var popup_b968426583b2ddfb9516d05e0c0c2e0f = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_544520364d0ed89c087458401a6c4a5e = $(`<div id="html_544520364d0ed89c087458401a6c4a5e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_2819816050587ba7de6da9236b9f51e4.setContent(html_544520364d0ed89c087458401a6c4a5e);\n", + " var html_1481268070dd4e33a099ea8252329fed = $(`<div id="html_1481268070dd4e33a099ea8252329fed" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_b968426583b2ddfb9516d05e0c0c2e0f.setContent(html_1481268070dd4e33a099ea8252329fed);\n", " \n", " \n", "\n", - " circle_marker_c848428caa761e36205c4e5e087da2f0.bindPopup(popup_2819816050587ba7de6da9236b9f51e4)\n", + " circle_marker_68d475e6ce6aab6dd82fe0ba7df2fa84.bindPopup(popup_b968426583b2ddfb9516d05e0c0c2e0f)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_038c5586e695ac944786f4784541ede7 = L.circleMarker(\n", + " var circle_marker_6536e33dcaf17d078e4949513cc9e10d = L.circleMarker(\n", " [37.751790025694, -122.41686980413054],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_6956f08fa71adbb34cd6515f2cf63002 = L.popup({"maxWidth": "100%"});\n", + " var popup_81cf9e8b17e838a83a1c09fc7f275c63 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_ad7b30c4de4f4dbd130fe48a521eb4b3 = $(`<div id="html_ad7b30c4de4f4dbd130fe48a521eb4b3" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_6956f08fa71adbb34cd6515f2cf63002.setContent(html_ad7b30c4de4f4dbd130fe48a521eb4b3);\n", + " var html_c45ffa48b2a6119bb8e9a3f4cdbe0fd5 = $(`<div id="html_c45ffa48b2a6119bb8e9a3f4cdbe0fd5" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_81cf9e8b17e838a83a1c09fc7f275c63.setContent(html_c45ffa48b2a6119bb8e9a3f4cdbe0fd5);\n", " \n", " \n", "\n", - " circle_marker_038c5586e695ac944786f4784541ede7.bindPopup(popup_6956f08fa71adbb34cd6515f2cf63002)\n", + " circle_marker_6536e33dcaf17d078e4949513cc9e10d.bindPopup(popup_81cf9e8b17e838a83a1c09fc7f275c63)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c73cc4b9c71c8cab8f1fb8626eb777f7 = L.circleMarker(\n", + " var circle_marker_225735e13b9cd87dbd26a9150e320f24 = L.circleMarker(\n", " [37.762676079668196, -122.40760247546336],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_1d150945f31fe6e147a091d1f28ee5df = L.popup({"maxWidth": "100%"});\n", + " var popup_f2a620f328c1c189782c5970157a8640 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_fbc0be9c75512266cfc38767f1f9b220 = $(`<div id="html_fbc0be9c75512266cfc38767f1f9b220" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_1d150945f31fe6e147a091d1f28ee5df.setContent(html_fbc0be9c75512266cfc38767f1f9b220);\n", + " var html_c65fd12cafd82adc8d251c9beb7c9b74 = $(`<div id="html_c65fd12cafd82adc8d251c9beb7c9b74" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_f2a620f328c1c189782c5970157a8640.setContent(html_c65fd12cafd82adc8d251c9beb7c9b74);\n", " \n", " \n", "\n", - " circle_marker_c73cc4b9c71c8cab8f1fb8626eb777f7.bindPopup(popup_1d150945f31fe6e147a091d1f28ee5df)\n", + " circle_marker_225735e13b9cd87dbd26a9150e320f24.bindPopup(popup_f2a620f328c1c189782c5970157a8640)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_c1c74cb5029065186f8a9e7ec84c4e73 = L.circleMarker(\n", + " var circle_marker_36fd4a611fad320320d4d535bc436bfb = L.circleMarker(\n", " [37.760627863987054, -122.42196706998658],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_1d4d877dfaf2a3abf6db05411ae46f83 = L.popup({"maxWidth": "100%"});\n", + " var popup_1024e0d7c5ecaf07fc5e6a4273a644a8 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_e74fb75b919090abf4941217d0aba785 = $(`<div id="html_e74fb75b919090abf4941217d0aba785" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_1d4d877dfaf2a3abf6db05411ae46f83.setContent(html_e74fb75b919090abf4941217d0aba785);\n", + " var html_dfb771359908f58cc864087fd19114d9 = $(`<div id="html_dfb771359908f58cc864087fd19114d9" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_1024e0d7c5ecaf07fc5e6a4273a644a8.setContent(html_dfb771359908f58cc864087fd19114d9);\n", " \n", " \n", "\n", - " circle_marker_c1c74cb5029065186f8a9e7ec84c4e73.bindPopup(popup_1d4d877dfaf2a3abf6db05411ae46f83)\n", + " circle_marker_36fd4a611fad320320d4d535bc436bfb.bindPopup(popup_1024e0d7c5ecaf07fc5e6a4273a644a8)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_049fafbc7eff6ac811b0d935c63c8a66 = L.circleMarker(\n", + " var circle_marker_da618770fd4d4040e60d0c72e7bd33f6 = L.circleMarker(\n", " [37.76337637245978, -122.41832341219747],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_8c171776e5e80566ddbd6293a09bec56 = L.popup({"maxWidth": "100%"});\n", + " var popup_b718d43b516bc0fad52afd73e986af58 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_33b22c0fd0e6a52d5e7127302fb2dbc9 = $(`<div id="html_33b22c0fd0e6a52d5e7127302fb2dbc9" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_8c171776e5e80566ddbd6293a09bec56.setContent(html_33b22c0fd0e6a52d5e7127302fb2dbc9);\n", + " var html_7e2ba9afe13b08a9530a070edde32def = $(`<div id="html_7e2ba9afe13b08a9530a070edde32def" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_b718d43b516bc0fad52afd73e986af58.setContent(html_7e2ba9afe13b08a9530a070edde32def);\n", " \n", " \n", "\n", - " circle_marker_049fafbc7eff6ac811b0d935c63c8a66.bindPopup(popup_8c171776e5e80566ddbd6293a09bec56)\n", + " circle_marker_da618770fd4d4040e60d0c72e7bd33f6.bindPopup(popup_b718d43b516bc0fad52afd73e986af58)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_bd2375371236df358632030c1a06cd07 = L.circleMarker(\n", + " var circle_marker_69a57eaf93c797cf27fb446c998f4f71 = L.circleMarker(\n", " [37.763924686918585, -122.42603224084327],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_82d37a06bcb46310c79f9181fe80f6bf = L.popup({"maxWidth": "100%"});\n", + " var popup_c95866322c683ee427bcbd8a6ea9a76e = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9080954f9f03bd5e450b600a08602834 = $(`<div id="html_9080954f9f03bd5e450b600a08602834" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_82d37a06bcb46310c79f9181fe80f6bf.setContent(html_9080954f9f03bd5e450b600a08602834);\n", + " var html_8dac318668c38264bbf05db6f00c703b = $(`<div id="html_8dac318668c38264bbf05db6f00c703b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_c95866322c683ee427bcbd8a6ea9a76e.setContent(html_8dac318668c38264bbf05db6f00c703b);\n", " \n", " \n", "\n", - " circle_marker_bd2375371236df358632030c1a06cd07.bindPopup(popup_82d37a06bcb46310c79f9181fe80f6bf)\n", + " circle_marker_69a57eaf93c797cf27fb446c998f4f71.bindPopup(popup_c95866322c683ee427bcbd8a6ea9a76e)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_572aad4934311e3298c2b853dde5318a = L.circleMarker(\n", + " var circle_marker_efb6f347983115d092227958ef0bf678 = L.circleMarker(\n", " [37.7483419775086, -122.41225380452875],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_07879b48811e0fa85acab227c9ad4979 = L.popup({"maxWidth": "100%"});\n", + " var popup_0b9f9cb4a87f7d617a95bdab34170982 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_bc792956f25a19f78103f01efd8293ff = $(`<div id="html_bc792956f25a19f78103f01efd8293ff" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_07879b48811e0fa85acab227c9ad4979.setContent(html_bc792956f25a19f78103f01efd8293ff);\n", + " var html_813574d473956be9ef103c201b02bf1c = $(`<div id="html_813574d473956be9ef103c201b02bf1c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_0b9f9cb4a87f7d617a95bdab34170982.setContent(html_813574d473956be9ef103c201b02bf1c);\n", " \n", " \n", "\n", - " circle_marker_572aad4934311e3298c2b853dde5318a.bindPopup(popup_07879b48811e0fa85acab227c9ad4979)\n", + " circle_marker_efb6f347983115d092227958ef0bf678.bindPopup(popup_0b9f9cb4a87f7d617a95bdab34170982)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_1eeaa0ff6e1f821f8498cbd1d21373f5 = L.circleMarker(\n", + " var circle_marker_a48e27d5a7aca0ee52c4ae3456cd7209 = L.circleMarker(\n", " [37.75423945656585, -122.42240830574532],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_0e9ac05793cba3e596d262fb5ac365dd = L.popup({"maxWidth": "100%"});\n", + " var popup_1336845a9536109a49e627b43239219c = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_8ccdad733c8d06982e192499fd86c4fd = $(`<div id="html_8ccdad733c8d06982e192499fd86c4fd" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_0e9ac05793cba3e596d262fb5ac365dd.setContent(html_8ccdad733c8d06982e192499fd86c4fd);\n", + " var html_14dc4c29d924b4c53bdd404e9f6ecff0 = $(`<div id="html_14dc4c29d924b4c53bdd404e9f6ecff0" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_1336845a9536109a49e627b43239219c.setContent(html_14dc4c29d924b4c53bdd404e9f6ecff0);\n", " \n", " \n", "\n", - " circle_marker_1eeaa0ff6e1f821f8498cbd1d21373f5.bindPopup(popup_0e9ac05793cba3e596d262fb5ac365dd)\n", + " circle_marker_a48e27d5a7aca0ee52c4ae3456cd7209.bindPopup(popup_1336845a9536109a49e627b43239219c)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_17dd281413817e3dd7680f8584de1fe1 = L.circleMarker(\n", + " var circle_marker_e26b86c6906e9702dfd91bd5ff3f30c0 = L.circleMarker(\n", " [37.75435434305817, -122.42228960924437],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_045bb5fca791600610358e021ef8426b = L.popup({"maxWidth": "100%"});\n", + " var popup_cea4e283e9c97f236b7b1ed2e817c7b1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_76c8af33a55e1da75526b07c74a44d5c = $(`<div id="html_76c8af33a55e1da75526b07c74a44d5c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_045bb5fca791600610358e021ef8426b.setContent(html_76c8af33a55e1da75526b07c74a44d5c);\n", + " var html_207713c9dfda967d72dcbce323c0000b = $(`<div id="html_207713c9dfda967d72dcbce323c0000b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_cea4e283e9c97f236b7b1ed2e817c7b1.setContent(html_207713c9dfda967d72dcbce323c0000b);\n", " \n", " \n", "\n", - " circle_marker_17dd281413817e3dd7680f8584de1fe1.bindPopup(popup_045bb5fca791600610358e021ef8426b)\n", + " circle_marker_e26b86c6906e9702dfd91bd5ff3f30c0.bindPopup(popup_cea4e283e9c97f236b7b1ed2e817c7b1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5e8e69c2a459eaa935c30dff017a1338 = L.circleMarker(\n", + " var circle_marker_8b80ed4c3fd26a47a2dd458c57e4b15f = L.circleMarker(\n", " [37.759929842009704, -122.41936389765623],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_fed9abfff9e605cbe798a445bcb0c028 = L.popup({"maxWidth": "100%"});\n", + " var popup_8797e03b2c60593ec03a0e9d48553baf = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_843ac49b127eaaff96a38c04d375d461 = $(`<div id="html_843ac49b127eaaff96a38c04d375d461" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_fed9abfff9e605cbe798a445bcb0c028.setContent(html_843ac49b127eaaff96a38c04d375d461);\n", + " var html_af49d42ec94111d8365fff00d549921a = $(`<div id="html_af49d42ec94111d8365fff00d549921a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_8797e03b2c60593ec03a0e9d48553baf.setContent(html_af49d42ec94111d8365fff00d549921a);\n", " \n", " \n", "\n", - " circle_marker_5e8e69c2a459eaa935c30dff017a1338.bindPopup(popup_fed9abfff9e605cbe798a445bcb0c028)\n", + " circle_marker_8b80ed4c3fd26a47a2dd458c57e4b15f.bindPopup(popup_8797e03b2c60593ec03a0e9d48553baf)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_f378de5ce88910920d9761c1f21cd912 = L.circleMarker(\n", + " var circle_marker_1e8f2e4a288a34d1dd13b0a744e7adb7 = L.circleMarker(\n", " [37.76530111041392, -122.40775071665323],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_870f9ca8ccbf4daca0076222267abfa3 = L.popup({"maxWidth": "100%"});\n", + " var popup_35c2e085d88093b6c17b8191807ffd6b = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_9ddfc8f5b28c17af680fae990c545065 = $(`<div id="html_9ddfc8f5b28c17af680fae990c545065" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_870f9ca8ccbf4daca0076222267abfa3.setContent(html_9ddfc8f5b28c17af680fae990c545065);\n", + " var html_615be32dc7b1f97a68069df7c53014ee = $(`<div id="html_615be32dc7b1f97a68069df7c53014ee" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_35c2e085d88093b6c17b8191807ffd6b.setContent(html_615be32dc7b1f97a68069df7c53014ee);\n", " \n", " \n", "\n", - " circle_marker_f378de5ce88910920d9761c1f21cd912.bindPopup(popup_870f9ca8ccbf4daca0076222267abfa3)\n", + " circle_marker_1e8f2e4a288a34d1dd13b0a744e7adb7.bindPopup(popup_35c2e085d88093b6c17b8191807ffd6b)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_8e4d1b3d8fbedb5ea1cb96eb14adfa41 = L.circleMarker(\n", + " var circle_marker_c60a006a793b75e26af28a8be3c50511 = L.circleMarker(\n", " [37.761747153832005, -122.4099039982627],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_303ea56ed2d1c86bae693bdc2a659810 = L.popup({"maxWidth": "100%"});\n", + " var popup_812499a709845f021cbf9f03e5673eaa = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_d7423fbaf84cadef89e651bd5751df06 = $(`<div id="html_d7423fbaf84cadef89e651bd5751df06" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_303ea56ed2d1c86bae693bdc2a659810.setContent(html_d7423fbaf84cadef89e651bd5751df06);\n", + " var html_3306735d9ac8c0d76488a9edabdbc8a0 = $(`<div id="html_3306735d9ac8c0d76488a9edabdbc8a0" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_812499a709845f021cbf9f03e5673eaa.setContent(html_3306735d9ac8c0d76488a9edabdbc8a0);\n", " \n", " \n", "\n", - " circle_marker_8e4d1b3d8fbedb5ea1cb96eb14adfa41.bindPopup(popup_303ea56ed2d1c86bae693bdc2a659810)\n", + " circle_marker_c60a006a793b75e26af28a8be3c50511.bindPopup(popup_812499a709845f021cbf9f03e5673eaa)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_071472fe973be16d01c7a45237221b98 = L.circleMarker(\n", + " var circle_marker_a0db047f25f40f48186ee484ef109bd9 = L.circleMarker(\n", " [37.75719450024423, -122.41901248673905],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_236ebdaffed1cf4c9a30d957ea588f9c = L.popup({"maxWidth": "100%"});\n", + " var popup_c04e3831870f7f5b5d0de4b50701873a = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c7677da9ca6305f56633535f5e44f13f = $(`<div id="html_c7677da9ca6305f56633535f5e44f13f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_236ebdaffed1cf4c9a30d957ea588f9c.setContent(html_c7677da9ca6305f56633535f5e44f13f);\n", + " var html_20a05aa7e0d60f009bb1f7a5d70deb3a = $(`<div id="html_20a05aa7e0d60f009bb1f7a5d70deb3a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_c04e3831870f7f5b5d0de4b50701873a.setContent(html_20a05aa7e0d60f009bb1f7a5d70deb3a);\n", " \n", " \n", "\n", - " circle_marker_071472fe973be16d01c7a45237221b98.bindPopup(popup_236ebdaffed1cf4c9a30d957ea588f9c)\n", + " circle_marker_a0db047f25f40f48186ee484ef109bd9.bindPopup(popup_c04e3831870f7f5b5d0de4b50701873a)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_441d95a3a6356e033b2da8a6b1f2c519 = L.circleMarker(\n", + " var circle_marker_f9be64bfba80a0fa7d89581231f302b9 = L.circleMarker(\n", " [37.763831603122455, -122.41573893502441],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_fe7e5138032e65d8608c36f3b5c244d8 = L.popup({"maxWidth": "100%"});\n", + " var popup_f8116dd0e1c6f1a4e544bf2a767d7275 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_65b72f7b55d1f8b9cce8e273e4f3b6c0 = $(`<div id="html_65b72f7b55d1f8b9cce8e273e4f3b6c0" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_fe7e5138032e65d8608c36f3b5c244d8.setContent(html_65b72f7b55d1f8b9cce8e273e4f3b6c0);\n", + " var html_884217808d9c98b777672bf2ab499e9f = $(`<div id="html_884217808d9c98b777672bf2ab499e9f" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_f8116dd0e1c6f1a4e544bf2a767d7275.setContent(html_884217808d9c98b777672bf2ab499e9f);\n", " \n", " \n", "\n", - " circle_marker_441d95a3a6356e033b2da8a6b1f2c519.bindPopup(popup_fe7e5138032e65d8608c36f3b5c244d8)\n", + " circle_marker_f9be64bfba80a0fa7d89581231f302b9.bindPopup(popup_f8116dd0e1c6f1a4e544bf2a767d7275)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_ab523dbc29ea8773545f8fee060e8616 = L.circleMarker(\n", + " var circle_marker_32114d2085329ee411bfc4b3ed33a691 = L.circleMarker(\n", " [37.761252927558274, -122.41237555483644],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_47826282bc4fc26bcfbb20372bca2d37 = L.popup({"maxWidth": "100%"});\n", + " var popup_0eb8355dfe2042414de423cbdd9bc1ac = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_c3e60b9575a46370468d8b25faa5edf2 = $(`<div id="html_c3e60b9575a46370468d8b25faa5edf2" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_47826282bc4fc26bcfbb20372bca2d37.setContent(html_c3e60b9575a46370468d8b25faa5edf2);\n", + " var html_9edd9b33e3d1af6b2707e4f2254b6b7e = $(`<div id="html_9edd9b33e3d1af6b2707e4f2254b6b7e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_0eb8355dfe2042414de423cbdd9bc1ac.setContent(html_9edd9b33e3d1af6b2707e4f2254b6b7e);\n", " \n", " \n", "\n", - " circle_marker_ab523dbc29ea8773545f8fee060e8616.bindPopup(popup_47826282bc4fc26bcfbb20372bca2d37)\n", + " circle_marker_32114d2085329ee411bfc4b3ed33a691.bindPopup(popup_0eb8355dfe2042414de423cbdd9bc1ac)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_af33a4544d10d92a5cc1c4afea69b66f = L.circleMarker(\n", + " var circle_marker_980585e587a0cf94b1d31ea9d15c227f = L.circleMarker(\n", " [37.75726219498988, -122.40455000117886],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_95b9e855265d289baa8a6dbf95458811 = L.popup({"maxWidth": "100%"});\n", + " var popup_339a6c86566cb066835fcfc057bb34c2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3d8e91cf3475446bbee7f6728b0c8810 = $(`<div id="html_3d8e91cf3475446bbee7f6728b0c8810" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_95b9e855265d289baa8a6dbf95458811.setContent(html_3d8e91cf3475446bbee7f6728b0c8810);\n", + " var html_74b6992bf67913bc1dcec4c267743261 = $(`<div id="html_74b6992bf67913bc1dcec4c267743261" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_339a6c86566cb066835fcfc057bb34c2.setContent(html_74b6992bf67913bc1dcec4c267743261);\n", " \n", " \n", "\n", - " circle_marker_af33a4544d10d92a5cc1c4afea69b66f.bindPopup(popup_95b9e855265d289baa8a6dbf95458811)\n", + " circle_marker_980585e587a0cf94b1d31ea9d15c227f.bindPopup(popup_339a6c86566cb066835fcfc057bb34c2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_eaecc7d437451a072e4ae071fd51a7f2 = L.circleMarker(\n", + " var circle_marker_547276e1b03e2028a23d38fcfe89d8a3 = L.circleMarker(\n", " [37.76470088472506, -122.41069965976091],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_b08c744625be87cdc6ce4ac7bb7e550e = L.popup({"maxWidth": "100%"});\n", + " var popup_f718d4ecf261fde40f9bc28f16b61797 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_3d4c5fe04835be0015a633a3c029a84c = $(`<div id="html_3d4c5fe04835be0015a633a3c029a84c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_b08c744625be87cdc6ce4ac7bb7e550e.setContent(html_3d4c5fe04835be0015a633a3c029a84c);\n", + " var html_5d2c2246775c3778eee5f60f96718deb = $(`<div id="html_5d2c2246775c3778eee5f60f96718deb" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_f718d4ecf261fde40f9bc28f16b61797.setContent(html_5d2c2246775c3778eee5f60f96718deb);\n", " \n", " \n", "\n", - " circle_marker_eaecc7d437451a072e4ae071fd51a7f2.bindPopup(popup_b08c744625be87cdc6ce4ac7bb7e550e)\n", + " circle_marker_547276e1b03e2028a23d38fcfe89d8a3.bindPopup(popup_f718d4ecf261fde40f9bc28f16b61797)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a3aa83cfa8f7f561de05aeff24a20c93 = L.circleMarker(\n", + " var circle_marker_b5d33a762faa621924f30b0f42d85cd0 = L.circleMarker(\n", " [37.7622151757651, -122.41879495724017],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_f85d30bad31afe71620302af6c04b718 = L.popup({"maxWidth": "100%"});\n", + " var popup_a0af7af12bd5432ce5ae7dfc841c74c0 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_6ce387ad8374b5733a758a4d70e9fc40 = $(`<div id="html_6ce387ad8374b5733a758a4d70e9fc40" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_f85d30bad31afe71620302af6c04b718.setContent(html_6ce387ad8374b5733a758a4d70e9fc40);\n", + " var html_a989669978263e688810bb88b0049c3c = $(`<div id="html_a989669978263e688810bb88b0049c3c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_a0af7af12bd5432ce5ae7dfc841c74c0.setContent(html_a989669978263e688810bb88b0049c3c);\n", " \n", " \n", "\n", - " circle_marker_a3aa83cfa8f7f561de05aeff24a20c93.bindPopup(popup_f85d30bad31afe71620302af6c04b718)\n", + " circle_marker_b5d33a762faa621924f30b0f42d85cd0.bindPopup(popup_a0af7af12bd5432ce5ae7dfc841c74c0)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_4a2bfca1941ab062bbc6becbfe094258 = L.circleMarker(\n", + " var circle_marker_5df20d7f270597228d58295d1af149ad = L.circleMarker(\n", " [37.75183270738175, -122.42155460884847],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_618fdd0a9e6a2d8f1c79ecc4e0a6e4a0 = L.popup({"maxWidth": "100%"});\n", + " var popup_79212c0ebbb8079f82be3c7d8bd379a2 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_cfe690b5f3c1f44ff1522c9387344db8 = $(`<div id="html_cfe690b5f3c1f44ff1522c9387344db8" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_618fdd0a9e6a2d8f1c79ecc4e0a6e4a0.setContent(html_cfe690b5f3c1f44ff1522c9387344db8);\n", + " var html_39d4afcc125f21feead160d8de5c57dd = $(`<div id="html_39d4afcc125f21feead160d8de5c57dd" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_79212c0ebbb8079f82be3c7d8bd379a2.setContent(html_39d4afcc125f21feead160d8de5c57dd);\n", " \n", " \n", "\n", - " circle_marker_4a2bfca1941ab062bbc6becbfe094258.bindPopup(popup_618fdd0a9e6a2d8f1c79ecc4e0a6e4a0)\n", + " circle_marker_5df20d7f270597228d58295d1af149ad.bindPopup(popup_79212c0ebbb8079f82be3c7d8bd379a2)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_9357ee74e3da0f0153d7c02a9c464721 = L.circleMarker(\n", + " var circle_marker_34f9fe6d8f8651070204dc857cb5260f = L.circleMarker(\n", " [37.75725637834527, -122.41516185537776],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_a74aa2acf765d10e31c63ca893774ba3 = L.popup({"maxWidth": "100%"});\n", + " var popup_4c8863e1ce5663f63ac8632b0c374393 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_34704c248fed10cbdee5fa8e7b06efdd = $(`<div id="html_34704c248fed10cbdee5fa8e7b06efdd" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_a74aa2acf765d10e31c63ca893774ba3.setContent(html_34704c248fed10cbdee5fa8e7b06efdd);\n", + " var html_6e03ec302ffad8fb268228603314057a = $(`<div id="html_6e03ec302ffad8fb268228603314057a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_4c8863e1ce5663f63ac8632b0c374393.setContent(html_6e03ec302ffad8fb268228603314057a);\n", " \n", " \n", "\n", - " circle_marker_9357ee74e3da0f0153d7c02a9c464721.bindPopup(popup_a74aa2acf765d10e31c63ca893774ba3)\n", + " circle_marker_34f9fe6d8f8651070204dc857cb5260f.bindPopup(popup_4c8863e1ce5663f63ac8632b0c374393)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_a9a4ac363dae1f6a349e291482f51866 = L.circleMarker(\n", + " var circle_marker_652c1d812854363b53ed7800e7a450ef = L.circleMarker(\n", " [37.76320058943922, -122.42005488320424],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_c321b139e29e9fac7eb81693a30c050d = L.popup({"maxWidth": "100%"});\n", + " var popup_176ad0feb3d69656e4c55996de25e831 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_eccf53b2191f31154346dad9a843c376 = $(`<div id="html_eccf53b2191f31154346dad9a843c376" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_c321b139e29e9fac7eb81693a30c050d.setContent(html_eccf53b2191f31154346dad9a843c376);\n", + " var html_4dff91ef20deb946240677bfd1aa17d0 = $(`<div id="html_4dff91ef20deb946240677bfd1aa17d0" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_176ad0feb3d69656e4c55996de25e831.setContent(html_4dff91ef20deb946240677bfd1aa17d0);\n", " \n", " \n", "\n", - " circle_marker_a9a4ac363dae1f6a349e291482f51866.bindPopup(popup_c321b139e29e9fac7eb81693a30c050d)\n", + " circle_marker_652c1d812854363b53ed7800e7a450ef.bindPopup(popup_176ad0feb3d69656e4c55996de25e831)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_43f7be3a0ba10f01dd662665c0eb001a = L.circleMarker(\n", + " var circle_marker_22ab8e9984b76ce0e2423b8f6415380e = L.circleMarker(\n", " [37.754856259950174, -122.40966406763532],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_8dbeeeafc32cd08b1f00de93ee55badf = L.popup({"maxWidth": "100%"});\n", + " var popup_bfb377a879f655e261716aa52a0d1bdd = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_62964bb8e43147ebdf1d73ba9ae8216a = $(`<div id="html_62964bb8e43147ebdf1d73ba9ae8216a" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_8dbeeeafc32cd08b1f00de93ee55badf.setContent(html_62964bb8e43147ebdf1d73ba9ae8216a);\n", + " var html_6c3ea7a7a7e81a130cd9d50d6bcc2737 = $(`<div id="html_6c3ea7a7a7e81a130cd9d50d6bcc2737" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_bfb377a879f655e261716aa52a0d1bdd.setContent(html_6c3ea7a7a7e81a130cd9d50d6bcc2737);\n", " \n", " \n", "\n", - " circle_marker_43f7be3a0ba10f01dd662665c0eb001a.bindPopup(popup_8dbeeeafc32cd08b1f00de93ee55badf)\n", + " circle_marker_22ab8e9984b76ce0e2423b8f6415380e.bindPopup(popup_bfb377a879f655e261716aa52a0d1bdd)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_5269c582e69c4215c68c8ce18bfb487f = L.circleMarker(\n", + " var circle_marker_f298ade4f70af0f567bd6ea8c80bd297 = L.circleMarker(\n", " [37.75588417673643, -122.41267234354358],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_28b5a61a04b4cce29a1ce53ef9af8e23 = L.popup({"maxWidth": "100%"});\n", + " var popup_229f394d7aae568c37ea0918ab0340a1 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_7bd680098f4c74eaf191c6bbb7815ada = $(`<div id="html_7bd680098f4c74eaf191c6bbb7815ada" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_28b5a61a04b4cce29a1ce53ef9af8e23.setContent(html_7bd680098f4c74eaf191c6bbb7815ada);\n", + " var html_914b91180c418617dcb60b982ca71d7b = $(`<div id="html_914b91180c418617dcb60b982ca71d7b" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_229f394d7aae568c37ea0918ab0340a1.setContent(html_914b91180c418617dcb60b982ca71d7b);\n", " \n", " \n", "\n", - " circle_marker_5269c582e69c4215c68c8ce18bfb487f.bindPopup(popup_28b5a61a04b4cce29a1ce53ef9af8e23)\n", + " circle_marker_f298ade4f70af0f567bd6ea8c80bd297.bindPopup(popup_229f394d7aae568c37ea0918ab0340a1)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_d26bff7a3bd289f21273207054772a2b = L.circleMarker(\n", + " var circle_marker_03b73a3d280223d4e9c8319e6c30bc39 = L.circleMarker(\n", " [37.761662032164296, -122.41129594712292],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_22b1526933703293ae0ed8e5d9ff4a85 = L.popup({"maxWidth": "100%"});\n", + " var popup_af329689afaae9433da70a3d97907086 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_b6ed3d24e4fef241265bbc22b59ceecb = $(`<div id="html_b6ed3d24e4fef241265bbc22b59ceecb" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_22b1526933703293ae0ed8e5d9ff4a85.setContent(html_b6ed3d24e4fef241265bbc22b59ceecb);\n", + " var html_d5ef4b7a38e049ae8ba1204ca4c7dd73 = $(`<div id="html_d5ef4b7a38e049ae8ba1204ca4c7dd73" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_af329689afaae9433da70a3d97907086.setContent(html_d5ef4b7a38e049ae8ba1204ca4c7dd73);\n", " \n", " \n", "\n", - " circle_marker_d26bff7a3bd289f21273207054772a2b.bindPopup(popup_22b1526933703293ae0ed8e5d9ff4a85)\n", + " circle_marker_03b73a3d280223d4e9c8319e6c30bc39.bindPopup(popup_af329689afaae9433da70a3d97907086)\n", " ;\n", "\n", " \n", " \n", " \n", - " var circle_marker_212569eceaf1a7880afce95976c188c2 = L.circleMarker(\n", + " var circle_marker_158de0ac306e274d8a246cbfc157eae9 = L.circleMarker(\n", " [37.7631304733426, -122.41501959094464],\n", " {"bubblingMouseEvents": true, "color": "darkgoldenrod", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "darkgoldenrod", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 10, "stroke": true, "weight": 3}\n", - " ).addTo(feature_group_ed79229776dba309eec3cd025675d3b2);\n", + " ).addTo(feature_group_df425865a110e5a35807914b85412cc4);\n", " \n", " \n", - " var popup_a8593b27217594a9817438dbf0a1c523 = L.popup({"maxWidth": "100%"});\n", + " var popup_46f717646df663495cee55e106a10626 = L.popup({"maxWidth": "100%"});\n", "\n", " \n", " \n", - " var html_05a762d7d7464df4bdbd026fb2a2e69c = $(`<div id="html_05a762d7d7464df4bdbd026fb2a2e69c" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", - " popup_a8593b27217594a9817438dbf0a1c523.setContent(html_05a762d7d7464df4bdbd026fb2a2e69c);\n", + " var html_d2822c834860688cb6d3a36b38de225e = $(`<div id="html_d2822c834860688cb6d3a36b38de225e" style="width: 100.0%; height: 100.0%;">Household</div>`)[0];\n", + " popup_46f717646df663495cee55e106a10626.setContent(html_d2822c834860688cb6d3a36b38de225e);\n", " \n", " \n", "\n", - " circle_marker_212569eceaf1a7880afce95976c188c2.bindPopup(popup_a8593b27217594a9817438dbf0a1c523)\n", + " circle_marker_158de0ac306e274d8a246cbfc157eae9.bindPopup(popup_46f717646df663495cee55e106a10626)\n", " ;\n", "\n", " \n", " \n", " \n", - " var layer_control_de9f897a88d0896929299edc2096c94b = {\n", + " var layer_control_4bc32065c489aa50b29fdd6fcb711e68 = {\n", " base_layers : {\n", - " "cartodbpositron" : tile_layer_7533024b562aab67f851e288a788105a,\n", + " "cartodbpositron" : tile_layer_e69001c34975b93fa0f6993b8332d8f5,\n", " },\n", " overlays : {\n", - " "Mission District \\u0026 Bernal Heights" : geo_json_0c599ea754a21e8cbfbcb7117db51c7d,\n", - " "Households" : feature_group_7824a3764a2e62bb4ba2b3dbc41c5a17,\n", - " "Restaurants" : feature_group_db0d0f22c42df26c2cb7a601b8807104,\n", - " "Sited Restaurants" : feature_group_f5fa5c5dda259788ea310ad7677662d6,\n", - " "Allocated Households" : feature_group_ed79229776dba309eec3cd025675d3b2,\n", + " "Mission District \\u0026 Bernal Heights" : geo_json_5df4ff2bd7c58b27b1eb3a34986b79cc,\n", + " "Households" : feature_group_ef0cdd7e6ba828b11b826fee9ab675ea,\n", + " "Restaurants" : feature_group_604b4d3c391fa387993e25d5e41f9f81,\n", + " "Sited Restaurants" : feature_group_29a2ad31c973f853c45209384f24fc5a,\n", + " "Allocated Households" : feature_group_df425865a110e5a35807914b85412cc4,\n", " },\n", " };\n", " L.control.layers(\n", - " layer_control_de9f897a88d0896929299edc2096c94b.base_layers,\n", - " layer_control_de9f897a88d0896929299edc2096c94b.overlays,\n", + " layer_control_4bc32065c489aa50b29fdd6fcb711e68.base_layers,\n", + " layer_control_4bc32065c489aa50b29fdd6fcb711e68.overlays,\n", " {"autoZIndex": true, "collapsed": true, "position": "topright"}\n", - " ).addTo(map_f5b55e11d7de450a2717fd2ae2581cf6);\n", + " ).addTo(map_091adcbc3828fc0ee3c51630ee4b8446);\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": 15, @@ -17669,8 +17651,8 @@ "id": "25869602", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:47.617109Z", - "start_time": "2022-11-11T17:42:47.600894Z" + "end_time": "2022-12-29T02:20:30.816179Z", + "start_time": "2022-12-29T02:20:30.806663Z" } }, "outputs": [ @@ -17770,7 +17752,6 @@ " [-122.41385911135957, 37.76337653617459],\n", " [-122.42043665185116, 37.754407470692996],\n", " [-122.40978938157065, 37.76450303329318],\n", - " [-122.42222086466421, 37.75128223638914],\n", " [-122.41344777640442, 37.751148483269525],\n", " [-122.42287692579625, 37.76417974814643],\n", " [-122.41715126382405, 37.760537804214785],\n", @@ -17877,7 +17858,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/p-center.ipynb b/notebooks/p-center.ipynb index e21d02ec..1a371de8 100644 --- a/notebooks/p-center.ipynb +++ b/notebooks/p-center.ipynb @@ -14,13 +14,13 @@ "\n", "Hakimi (1964) introduced the absolute center problem to locate a police station or a hospital such that the maximum distance of the station to a set of communities connected by a highway system is minimized. Hakimi (1965) generalizes the absolute center problem to the $p$-center problem. Given a set $X_p=\\{x_1,\\ldots,x_p\\}$ of $p$ points in graph $G$, the distance $d(X_p, v_j)$ between $X_p$ and node $v_j$ is computed as $\\min_{i=1,\\ldots,n}{w_jd(v_j, X_p)}$. Daskin (2013) proposed a Mixed Integer Programming formulation to discretize the $p$-center problem written as:\n", "\n", - "$\\begin{array} \\displaystyle \\textbf{Minimize} & W && (1)\\\\\n", - "\\displaystyle \\textbf{Subject to:} & \\sum_{j}{X_{ij} = 1} & \\forall i & (2) \\\\\n", - " & \\sum_{j}{Y_{j} = p} && (3) \\\\\n", - " & X_{ij} \\leq Y_{j} & \\forall i,j & (4) \\\\\n", - " & W \\geq \\sum_{j}{d_{ij}X_{ij}} & \\forall i & (5)\\\\\n", - " & Y_{j} \\in \\{0,1\\} & \\forall j & (6) \\\\ \n", - " & X_{ij} \\geq 0 & \\forall i,j & (7)\\\\\n", + "$\\begin{array} \\displaystyle \\textbf{Minimize} & \\displaystyle W && (1)\\\\\n", + "\\displaystyle \\textbf{Subject to:} & \\displaystyle \\sum_{j \\in J}{X_{ij} = 1} & \\forall i \\in I & (2) \\\\\n", + " & \\displaystyle \\sum_{j \\in J}{Y_{j} = p} && (3) \\\\\n", + " & X_{ij} \\leq Y_{j} & \\forall i \\in I \\quad \\forall j \\in J & (4) \\\\\n", + " & W \\geq \\displaystyle \\sum_{j}{d_{ij}X_{ij}} & \\forall i \\in I & (5)\\\\\n", + " & Y_{j} \\in \\{0,1\\} & \\forall j \\in J & (6) \\\\ \n", + " & X_{ij} \\geq 0 & \\forall i \\in I \\quad \\forall j \\in J & (7)\\\\\n", " \\end{array}$\n", "\n", "$\\begin{array} \\displaystyle \\textbf{Where:}\\\\ & & \\displaystyle i & \\small = & \\textrm{index referencing nodes of the network as demand} \\\\\n", @@ -47,8 +47,8 @@ "execution_count": 1, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:46.971450Z", - "start_time": "2022-11-11T17:42:46.928852Z" + "end_time": "2023-01-10T18:23:20.723193Z", + "start_time": "2023-01-10T18:23:20.690419Z" } }, "outputs": [ @@ -56,15 +56,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:42:46.957173-05:00\n", + "Last updated: 2023-01-10T13:23:20.712066-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -84,8 +84,8 @@ "execution_count": 2, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:49.566566Z", - "start_time": "2022-11-11T17:42:46.975812Z" + "end_time": "2023-01-10T18:23:23.038654Z", + "start_time": "2023-01-10T18:23:20.726303Z" } }, "outputs": [ @@ -95,14 +95,14 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "spaghetti : 1.6.10\n", - "numpy : 1.23.4\n", - "shapely : 1.8.5.post1\n", - "json : 2.0.9\n", - "spopt : 0.4.1+200.g336f235.dirty\n", - "geopandas : 0.12.1\n", + "geopandas : 0.12.2\n", "pulp : 2.7.0\n", "matplotlib: 3.6.2\n", + "json : 2.0.9\n", + "shapely : 2.0.0\n", + "spopt : 0.4.1+200.g336f235.dirty\n", + "spaghetti : 1.6.10\n", + "numpy : 1.23.5\n", "\n" ] } @@ -121,6 +121,7 @@ "import warnings\n", "with warnings.catch_warnings():\n", " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/spaghetti#649\n", " import spaghetti\n", "\n", "%watermark -w\n", @@ -139,8 +140,8 @@ "execution_count": 3, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:49.576197Z", - "start_time": "2022-11-11T17:42:49.572321Z" + "end_time": "2023-01-10T18:23:23.045720Z", + "start_time": "2023-01-10T18:23:23.042337Z" } }, "outputs": [], @@ -176,13 +177,16 @@ "execution_count": 4, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:49.620152Z", - "start_time": "2022-11-11T17:42:49.583427Z" + "end_time": "2023-01-10T18:23:23.083983Z", + "start_time": "2023-01-10T18:23:23.049034Z" } }, "outputs": [], "source": [ - "lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", "ntw = spaghetti.Network(in_data=lattice)" ] }, @@ -198,8 +202,8 @@ "execution_count": 5, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:49.762866Z", - "start_time": "2022-11-11T17:42:49.626921Z" + "end_time": "2023-01-10T18:23:23.208413Z", + "start_time": "2023-01-10T18:23:23.086997Z" } }, "outputs": [], @@ -212,8 +216,8 @@ "execution_count": 6, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:49.794595Z", - "start_time": "2022-11-11T17:42:49.767615Z" + "end_time": "2023-01-10T18:23:23.241368Z", + "start_time": "2023-01-10T18:23:23.211843Z" } }, "outputs": [], @@ -237,8 +241,8 @@ "execution_count": 7, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:49.986802Z", - "start_time": "2022-11-11T17:42:49.799953Z" + "end_time": "2023-01-10T18:23:23.409576Z", + "start_time": "2023-01-10T18:23:23.243762Z" } }, "outputs": [ @@ -276,8 +280,8 @@ "execution_count": 8, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:50.015742Z", - "start_time": "2022-11-11T17:42:49.996058Z" + "end_time": "2023-01-10T18:23:23.428302Z", + "start_time": "2023-01-10T18:23:23.412143Z" } }, "outputs": [], @@ -302,8 +306,8 @@ "execution_count": 9, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:50.571041Z", - "start_time": "2022-11-11T17:42:50.018253Z" + "end_time": "2023-01-10T18:23:23.912466Z", + "start_time": "2023-01-10T18:23:23.430687Z" } }, "outputs": [ @@ -339,7 +343,7 @@ "source": [ "## Assign simulated points network locations\n", "\n", - "The simulated client and facility points do not ahere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", + "The simulated client and facility points do not adhere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", "\n", "In our first example we will consider distance along the 10x10 lattice network created above. Therefore, we must first snap the observation points to the network prior to calculating a cost matrix." ] @@ -349,17 +353,23 @@ "execution_count": 10, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:50.652717Z", - "start_time": "2022-11-11T17:42:50.573888Z" + "end_time": "2023-01-10T18:23:23.999838Z", + "start_time": "2023-01-10T18:23:23.918768Z" } }, "outputs": [], "source": [ - "ntw.snapobservations(client_points, \"clients\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(client_points, \"clients\", attribute=True)\n", "clients_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"clients\", snapped=True)\n", "clients_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)\n", "\n", - "ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", "facilities_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"facilities\", snapped=True)\n", "facilities_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)" ] @@ -376,8 +386,8 @@ "execution_count": 11, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.090196Z", - "start_time": "2022-11-11T17:42:50.655179Z" + "end_time": "2023-01-10T18:23:24.440673Z", + "start_time": "2023-01-10T18:23:24.002576Z" } }, "outputs": [ @@ -420,8 +430,8 @@ "execution_count": 12, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.150977Z", - "start_time": "2022-11-11T17:42:51.092411Z" + "end_time": "2023-01-10T18:23:24.508154Z", + "start_time": "2023-01-10T18:23:24.443415Z" } }, "outputs": [ @@ -456,8 +466,8 @@ "execution_count": 13, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.159265Z", - "start_time": "2022-11-11T17:42:51.153331Z" + "end_time": "2023-01-10T18:23:24.515632Z", + "start_time": "2023-01-10T18:23:24.510830Z" } }, "outputs": [ @@ -490,8 +500,8 @@ "execution_count": 14, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.166217Z", - "start_time": "2022-11-11T17:42:51.161418Z" + "end_time": "2023-01-10T18:23:24.522587Z", + "start_time": "2023-01-10T18:23:24.517774Z" } }, "outputs": [ @@ -531,8 +541,8 @@ "execution_count": 15, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.198571Z", - "start_time": "2022-11-11T17:42:51.168902Z" + "end_time": "2023-01-10T18:23:24.552580Z", + "start_time": "2023-01-10T18:23:24.524382Z" } }, "outputs": [], @@ -554,15 +564,15 @@ "execution_count": 16, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.489410Z", - "start_time": "2022-11-11T17:42:51.201152Z" + "end_time": "2023-01-10T18:23:24.840311Z", + "start_time": "2023-01-10T18:23:24.555653Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 16, @@ -587,8 +597,8 @@ "execution_count": 17, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.496387Z", - "start_time": "2022-11-11T17:42:51.492071Z" + "end_time": "2023-01-10T18:23:24.847044Z", + "start_time": "2023-01-10T18:23:24.843050Z" } }, "outputs": [ @@ -625,8 +635,8 @@ "execution_count": 18, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.514404Z", - "start_time": "2022-11-11T17:42:51.499087Z" + "end_time": "2023-01-10T18:23:24.862596Z", + "start_time": "2023-01-10T18:23:24.849413Z" } }, "outputs": [ @@ -752,8 +762,8 @@ "execution_count": 19, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.637339Z", - "start_time": "2022-11-11T17:42:51.516571Z" + "end_time": "2023-01-10T18:23:24.894663Z", + "start_time": "2023-01-10T18:23:24.864627Z" } }, "outputs": [], @@ -775,8 +785,8 @@ "execution_count": 20, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.832501Z", - "start_time": "2022-11-11T17:42:51.639349Z" + "end_time": "2023-01-10T18:23:25.093329Z", + "start_time": "2023-01-10T18:23:24.897532Z" } }, "outputs": [ @@ -809,8 +819,8 @@ "execution_count": 21, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.853511Z", - "start_time": "2022-11-11T17:42:51.835710Z" + "end_time": "2023-01-10T18:23:25.108851Z", + "start_time": "2023-01-10T18:23:25.096664Z" } }, "outputs": [ @@ -936,8 +946,8 @@ "execution_count": 22, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:51.888804Z", - "start_time": "2022-11-11T17:42:51.857104Z" + "end_time": "2023-01-10T18:23:25.141105Z", + "start_time": "2023-01-10T18:23:25.111148Z" } }, "outputs": [], @@ -960,8 +970,8 @@ "execution_count": 23, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:52.183775Z", - "start_time": "2022-11-11T17:42:51.891698Z" + "end_time": "2023-01-10T18:23:25.348907Z", + "start_time": "2023-01-10T18:23:25.144186Z" } }, "outputs": [ @@ -996,8 +1006,8 @@ "execution_count": 24, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:52.194743Z", - "start_time": "2022-11-11T17:42:52.186400Z" + "end_time": "2023-01-10T18:23:25.358146Z", + "start_time": "2023-01-10T18:23:25.352143Z" } }, "outputs": [ @@ -1055,8 +1065,8 @@ "execution_count": 25, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:52.213594Z", - "start_time": "2022-11-11T17:42:52.197087Z" + "end_time": "2023-01-10T18:23:25.372237Z", + "start_time": "2023-01-10T18:23:25.360304Z" } }, "outputs": [], @@ -1160,8 +1170,8 @@ "execution_count": 26, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:53.017389Z", - "start_time": "2022-11-11T17:42:52.218016Z" + "end_time": "2023-01-10T18:23:25.939153Z", + "start_time": "2023-01-10T18:23:25.374661Z" } }, "outputs": [ @@ -1197,8 +1207,8 @@ "execution_count": 27, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:53.896654Z", - "start_time": "2022-11-11T17:42:53.019025Z" + "end_time": "2023-01-10T18:23:26.523393Z", + "start_time": "2023-01-10T18:23:25.941587Z" } }, "outputs": [ @@ -1238,8 +1248,8 @@ "execution_count": 28, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:54.753871Z", - "start_time": "2022-11-11T17:42:53.900615Z" + "end_time": "2023-01-10T18:23:27.147241Z", + "start_time": "2023-01-10T18:23:26.531040Z" } }, "outputs": [ @@ -1279,8 +1289,8 @@ "execution_count": 29, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:42:57.214526Z", - "start_time": "2022-11-11T17:42:54.756321Z" + "end_time": "2023-01-10T18:23:28.811190Z", + "start_time": "2023-01-10T18:23:27.149672Z" } }, "outputs": [ @@ -1342,7 +1352,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/p-dispersion.ipynb b/notebooks/p-dispersion.ipynb index 268c9046..40fc68d2 100644 --- a/notebooks/p-dispersion.ipynb +++ b/notebooks/p-dispersion.ipynb @@ -20,15 +20,15 @@ "\n", "___Subject to:___\n", "\\begin{equation*}\n", - "\\sum_{i=1}^{n} Y_i = p \n", + "\\sum_{i \\in I} Y_i = p \n", "\\end{equation*}\n", "\n", "\\begin{equation*}\n", - "D \\leq d_{ij} + M (2 - Y_{i} - Y_{j}), \\quad \\forall i; \\forall j > i \n", + "D \\leq d_{ij} + M (2 - Y_{i} - Y_{j}), \\quad \\forall i \\in I \\quad \\forall j > i \n", "\\end{equation*}\n", "\n", "\\begin{equation*}\n", - "Y_i = \\{0,1\\}, \\quad \\forall i \n", + "Y_i = \\{0,1\\}, \\quad \\forall i \\in I\n", "\\end{equation*}\n", "\n", "___Where:___\n", @@ -61,8 +61,8 @@ "id": "67638055", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:21.209227Z", - "start_time": "2022-11-11T17:43:21.165603Z" + "end_time": "2023-01-10T18:23:30.469050Z", + "start_time": "2023-01-10T18:23:30.433456Z" } }, "outputs": [ @@ -70,15 +70,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:43:21.194664-05:00\n", + "Last updated: 2023-01-10T13:23:30.456523-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -99,8 +99,8 @@ "id": "dfd6bccc", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:23.362206Z", - "start_time": "2022-11-11T17:43:21.213592Z" + "end_time": "2023-01-10T18:23:33.017045Z", + "start_time": "2023-01-10T18:23:30.472931Z" } }, "outputs": [ @@ -110,14 +110,14 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "geopandas : 0.12.1\n", "json : 2.0.9\n", - "shapely : 1.8.5.post1\n", - "matplotlib: 3.6.2\n", - "numpy : 1.23.4\n", "spaghetti : 1.6.10\n", - "spopt : 0.4.1+200.g336f235.dirty\n", + "geopandas : 0.12.2\n", + "shapely : 2.0.0\n", + "numpy : 1.23.5\n", "pulp : 2.7.0\n", + "matplotlib: 3.6.2\n", + "spopt : 0.4.1+200.g336f235.dirty\n", "\n" ] } @@ -136,6 +136,7 @@ "import warnings\n", "with warnings.catch_warnings():\n", " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/spaghetti#649\n", " import spaghetti\n", "\n", "%watermark -w\n", @@ -156,8 +157,8 @@ "id": "6725bc44", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:23.371061Z", - "start_time": "2022-11-11T17:43:23.367166Z" + "end_time": "2023-01-10T18:23:33.028779Z", + "start_time": "2023-01-10T18:23:33.022873Z" } }, "outputs": [], @@ -191,13 +192,16 @@ "id": "4371f5e5", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:23.408463Z", - "start_time": "2022-11-11T17:43:23.373599Z" + "end_time": "2023-01-10T18:23:33.082856Z", + "start_time": "2023-01-10T18:23:33.034844Z" } }, "outputs": [], "source": [ - "lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", "ntw = spaghetti.Network(in_data=lattice)" ] }, @@ -215,8 +219,8 @@ "id": "d767d1ad", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:23.526600Z", - "start_time": "2022-11-11T17:43:23.410680Z" + "end_time": "2023-01-10T18:23:33.225733Z", + "start_time": "2023-01-10T18:23:33.086985Z" } }, "outputs": [], @@ -230,8 +234,8 @@ "id": "1f639684", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:23.558266Z", - "start_time": "2022-11-11T17:43:23.528957Z" + "end_time": "2023-01-10T18:23:33.263515Z", + "start_time": "2023-01-10T18:23:33.228853Z" } }, "outputs": [], @@ -257,8 +261,8 @@ "id": "d4b67cb3", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:23.736818Z", - "start_time": "2022-11-11T17:43:23.560583Z" + "end_time": "2023-01-10T18:23:33.471286Z", + "start_time": "2023-01-10T18:23:33.266165Z" } }, "outputs": [ @@ -298,8 +302,8 @@ "id": "d5aad045", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:23.747724Z", - "start_time": "2022-11-11T17:43:23.739808Z" + "end_time": "2023-01-10T18:23:33.482666Z", + "start_time": "2023-01-10T18:23:33.473980Z" } }, "outputs": [], @@ -323,8 +327,8 @@ "id": "91d8cddf", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.159339Z", - "start_time": "2022-11-11T17:43:23.750602Z" + "end_time": "2023-01-10T18:23:33.960755Z", + "start_time": "2023-01-10T18:23:33.485494Z" } }, "outputs": [ @@ -360,7 +364,7 @@ "source": [ "## Assign simulated points network locations\n", "\n", - "The facility points do not ahere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", + "The facility points do not adhere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", "\n", "In our first example we will consider distance along the 10x10 lattice network created above. Therefore, we must first snap the observation points to the network prior to calculating a cost matrix." ] @@ -371,13 +375,16 @@ "id": "1d447220", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.194273Z", - "start_time": "2022-11-11T17:43:24.161947Z" + "end_time": "2023-01-10T18:23:33.997317Z", + "start_time": "2023-01-10T18:23:33.967233Z" } }, "outputs": [], "source": [ - "ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", "facilities_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"facilities\", snapped=True)\n", "facilities_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)" ] @@ -396,8 +403,8 @@ "id": "81fe5065", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.477203Z", - "start_time": "2022-11-11T17:43:24.196671Z" + "end_time": "2023-01-10T18:23:34.310140Z", + "start_time": "2023-01-10T18:23:34.000540Z" } }, "outputs": [ @@ -441,8 +448,8 @@ "id": "4fbb1d6d", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.552246Z", - "start_time": "2022-11-11T17:43:24.485198Z" + "end_time": "2023-01-10T18:23:34.381679Z", + "start_time": "2023-01-10T18:23:34.312980Z" } }, "outputs": [ @@ -478,8 +485,8 @@ "id": "98bf0abb", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.560768Z", - "start_time": "2022-11-11T17:43:24.555150Z" + "end_time": "2023-01-10T18:23:34.390422Z", + "start_time": "2023-01-10T18:23:34.384090Z" } }, "outputs": [ @@ -508,8 +515,8 @@ "id": "41681306", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.571995Z", - "start_time": "2022-11-11T17:43:24.564946Z" + "end_time": "2023-01-10T18:23:34.397069Z", + "start_time": "2023-01-10T18:23:34.392434Z" } }, "outputs": [ @@ -547,15 +554,15 @@ "id": "43393fcb", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.678648Z", - "start_time": "2022-11-11T17:43:24.574906Z" + "end_time": "2023-01-10T18:23:34.515202Z", + "start_time": "2023-01-10T18:23:34.399391Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 15, @@ -577,8 +584,8 @@ "id": "f0c9b8e8", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.685818Z", - "start_time": "2022-11-11T17:43:24.681635Z" + "end_time": "2023-01-10T18:23:34.526089Z", + "start_time": "2023-01-10T18:23:34.519658Z" } }, "outputs": [ @@ -613,8 +620,8 @@ "id": "0883d494", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.704598Z", - "start_time": "2022-11-11T17:43:24.688471Z" + "end_time": "2023-01-10T18:23:34.547112Z", + "start_time": "2023-01-10T18:23:34.529055Z" } }, "outputs": [ @@ -784,15 +791,15 @@ "id": "3ae768c1", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.801903Z", - "start_time": "2022-11-11T17:43:24.706787Z" + "end_time": "2023-01-10T18:23:34.653494Z", + "start_time": "2023-01-10T18:23:34.549901Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 18, @@ -819,8 +826,8 @@ "id": "0aa3cec1", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.809672Z", - "start_time": "2022-11-11T17:43:24.805299Z" + "end_time": "2023-01-10T18:23:34.661088Z", + "start_time": "2023-01-10T18:23:34.657115Z" } }, "outputs": [ @@ -855,8 +862,8 @@ "id": "7ca5aa68", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.829910Z", - "start_time": "2022-11-11T17:43:24.813058Z" + "end_time": "2023-01-10T18:23:34.679228Z", + "start_time": "2023-01-10T18:23:34.664344Z" } }, "outputs": [ @@ -1025,15 +1032,15 @@ "id": "a8a4e8cf", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.885484Z", - "start_time": "2022-11-11T17:43:24.832649Z" + "end_time": "2023-01-10T18:23:34.741687Z", + "start_time": "2023-01-10T18:23:34.682497Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 21, @@ -1060,8 +1067,8 @@ "id": "3f0db1d5", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.891946Z", - "start_time": "2022-11-11T17:43:24.888289Z" + "end_time": "2023-01-10T18:23:34.748694Z", + "start_time": "2023-01-10T18:23:34.744627Z" } }, "outputs": [ @@ -1098,8 +1105,8 @@ "id": "250da306", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.900152Z", - "start_time": "2022-11-11T17:43:24.894684Z" + "end_time": "2023-01-10T18:23:34.755858Z", + "start_time": "2023-01-10T18:23:34.750701Z" } }, "outputs": [ @@ -1158,8 +1165,8 @@ "id": "99b1906a", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:24.914435Z", - "start_time": "2022-11-11T17:43:24.902537Z" + "end_time": "2023-01-10T18:23:34.770679Z", + "start_time": "2023-01-10T18:23:34.758414Z" } }, "outputs": [], @@ -1269,8 +1276,8 @@ "id": "05504b98", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:25.353236Z", - "start_time": "2022-11-11T17:43:24.917037Z" + "end_time": "2023-01-10T18:23:35.264726Z", + "start_time": "2023-01-10T18:23:34.773148Z" } }, "outputs": [ @@ -1308,8 +1315,8 @@ "id": "39baa5ed", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:25.878707Z", - "start_time": "2022-11-11T17:43:25.355560Z" + "end_time": "2023-01-10T18:23:35.681008Z", + "start_time": "2023-01-10T18:23:35.267574Z" } }, "outputs": [ @@ -1347,8 +1354,8 @@ "id": "1a5e68dd", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:26.322264Z", - "start_time": "2022-11-11T17:43:25.881396Z" + "end_time": "2023-01-10T18:23:36.142414Z", + "start_time": "2023-01-10T18:23:35.683575Z" } }, "outputs": [ @@ -1388,8 +1395,8 @@ "id": "47c49823", "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:27.236653Z", - "start_time": "2022-11-11T17:43:26.325297Z" + "end_time": "2023-01-10T18:23:37.136128Z", + "start_time": "2023-01-10T18:23:36.148889Z" } }, "outputs": [ @@ -1454,7 +1461,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/notebooks/p-median.ipynb b/notebooks/p-median.ipynb index dcfe1149..1c0788c3 100644 --- a/notebooks/p-median.ipynb +++ b/notebooks/p-median.ipynb @@ -16,12 +16,12 @@ "\n", "**P-Median can be written as:**\n", "\n", - "$\\begin{array} \\displaystyle \\textbf{Minimize} & \\sum_{i}\\sum_{j}{a_i d_{ij} X_{ij}} &&& (1) \\\\\n", - "\\displaystyle \\textbf{Subject to:} & \\sum_{j}{X_{ij} = 1} & \\forall i && (2) \\\\\n", - " & \\sum_{j}{Y_{j} = p} &&& (3) \\\\\n", - " & X_{ij} \\leq Y_{j} & \\forall i,j & i\\neq{j} & (4) \\\\\n", - " & X_{ij} \\in \\{0,1\\} & \\forall i,j && (5) \\\\\n", - " & Y_{j} \\in \\{0,1\\} & \\forall j && (6) \\\\ \\end{array}$\n", + "$\\begin{array} \\displaystyle \\textbf{Minimize} & \\displaystyle \\sum_{i \\in I}\\sum_{j \\in J}{a_i d_{ij} X_{ij}} &&& (1) \\\\\n", + "\\displaystyle \\textbf{Subject to:} & \\displaystyle \\sum_{j \\in J}{X_{ij} = 1} & \\forall i \\in I && (2) \\\\\n", + " & \\displaystyle \\sum_{j \\in J}{Y_{j} = p} &&& (3) \\\\\n", + " & X_{ij} \\leq Y_{j} & \\forall i \\in I & \\forall j \\in J & (4) \\\\\n", + " & X_{ij} \\in \\{0,1\\} & \\forall i \\in I & \\forall j \\in J & (5) \\\\\n", + " & Y_{j} \\in \\{0,1\\} & \\forall j \\in J && (6) \\\\ \\end{array}$\n", "\n", "$\\begin{array} \\displaystyle \\textbf{Where:}\\\\ & & \\displaystyle i & \\small = & \\textrm{index referencing nodes of the network as demand} \\\\\n", "& & j & \\small = & \\textrm{index referencing nodes of the network as potential facility sites} \\\\\n", @@ -52,8 +52,8 @@ "execution_count": 1, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:31.856447Z", - "start_time": "2022-11-11T17:43:31.816876Z" + "end_time": "2023-01-10T18:24:08.117170Z", + "start_time": "2023-01-10T18:24:08.084712Z" } }, "outputs": [ @@ -61,15 +61,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last updated: 2022-11-11T12:43:31.844527-05:00\n", + "Last updated: 2023-01-10T13:24:08.105388-05:00\n", "\n", "Python implementation: CPython\n", - "Python version : 3.10.6\n", - "IPython version : 8.6.0\n", + "Python version : 3.10.8\n", + "IPython version : 8.7.0\n", "\n", - "Compiler : Clang 13.0.1 \n", + "Compiler : Clang 14.0.6 \n", "OS : Darwin\n", - "Release : 22.1.0\n", + "Release : 22.2.0\n", "Machine : x86_64\n", "Processor : i386\n", "CPU cores : 8\n", @@ -89,8 +89,8 @@ "execution_count": 2, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:33.816059Z", - "start_time": "2022-11-11T17:43:31.860587Z" + "end_time": "2023-01-10T18:24:10.485373Z", + "start_time": "2023-01-10T18:24:08.120946Z" } }, "outputs": [ @@ -100,14 +100,14 @@ "text": [ "Watermark: 2.3.1\n", "\n", - "geopandas : 0.12.1\n", + "json : 2.0.9\n", "spaghetti : 1.6.10\n", + "geopandas : 0.12.2\n", "matplotlib: 3.6.2\n", - "pulp : 2.7.0\n", - "shapely : 1.8.5.post1\n", "spopt : 0.4.1+200.g336f235.dirty\n", - "json : 2.0.9\n", - "numpy : 1.23.4\n", + "shapely : 2.0.0\n", + "pulp : 2.7.0\n", + "numpy : 1.23.5\n", "\n" ] } @@ -126,6 +126,7 @@ "import warnings\n", "with warnings.catch_warnings():\n", " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/spaghetti#649\n", " import spaghetti\n", "\n", "%watermark -w\n", @@ -144,8 +145,8 @@ "execution_count": 3, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:33.824615Z", - "start_time": "2022-11-11T17:43:33.821149Z" + "end_time": "2023-01-10T18:24:10.493127Z", + "start_time": "2023-01-10T18:24:10.489504Z" } }, "outputs": [], @@ -181,13 +182,16 @@ "execution_count": 4, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:33.862784Z", - "start_time": "2022-11-11T17:43:33.826981Z" + "end_time": "2023-01-10T18:24:10.532505Z", + "start_time": "2023-01-10T18:24:10.496282Z" } }, "outputs": [], "source": [ - "lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " lattice = spaghetti.regular_lattice((0, 0, 10, 10), 9, exterior=True)\n", "ntw = spaghetti.Network(in_data=lattice)" ] }, @@ -203,8 +207,8 @@ "execution_count": 5, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:33.973395Z", - "start_time": "2022-11-11T17:43:33.866257Z" + "end_time": "2023-01-10T18:24:10.651013Z", + "start_time": "2023-01-10T18:24:10.535185Z" } }, "outputs": [], @@ -217,8 +221,8 @@ "execution_count": 6, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:34.003930Z", - "start_time": "2022-11-11T17:43:33.976013Z" + "end_time": "2023-01-10T18:24:10.680319Z", + "start_time": "2023-01-10T18:24:10.653854Z" } }, "outputs": [], @@ -242,8 +246,8 @@ "execution_count": 7, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:34.172466Z", - "start_time": "2022-11-11T17:43:34.006575Z" + "end_time": "2023-01-10T18:24:10.837523Z", + "start_time": "2023-01-10T18:24:10.683808Z" } }, "outputs": [ @@ -281,8 +285,8 @@ "execution_count": 8, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:34.190837Z", - "start_time": "2022-11-11T17:43:34.174854Z" + "end_time": "2023-01-10T18:24:10.856866Z", + "start_time": "2023-01-10T18:24:10.840350Z" } }, "outputs": [], @@ -307,8 +311,8 @@ "execution_count": 9, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:34.680795Z", - "start_time": "2022-11-11T17:43:34.193480Z" + "end_time": "2023-01-10T18:24:11.377900Z", + "start_time": "2023-01-10T18:24:10.859377Z" } }, "outputs": [ @@ -350,8 +354,8 @@ "execution_count": 10, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:34.689337Z", - "start_time": "2022-11-11T17:43:34.683822Z" + "end_time": "2023-01-10T18:24:11.390148Z", + "start_time": "2023-01-10T18:24:11.384825Z" } }, "outputs": [ @@ -389,8 +393,8 @@ "execution_count": 11, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:34.697282Z", - "start_time": "2022-11-11T17:43:34.692424Z" + "end_time": "2023-01-10T18:24:11.399751Z", + "start_time": "2023-01-10T18:24:11.393424Z" } }, "outputs": [ @@ -415,8 +419,8 @@ "execution_count": 12, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:34.996356Z", - "start_time": "2022-11-11T17:43:34.703179Z" + "end_time": "2023-01-10T18:24:11.697287Z", + "start_time": "2023-01-10T18:24:11.401700Z" } }, "outputs": [ @@ -454,7 +458,7 @@ "source": [ "## Assign simulated points network locations\n", "\n", - "The simulated client and facility points do not ahere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", + "The simulated client and facility points do not adhere to network space. Calculating distances between them without restricting movement to the network results in a euclidean distances,'as the crow flies.' While this is acceptable for some applications, for others it is more realistic to consider network traversal (e.g. Does a mail carrier follow roads to deliver letters or fly from mailbox to mailbox?).\n", "\n", "In our first example we will consider distance along the 10x10 lattice network created above. Therefore, we must first snap the observation points to the network prior to calculating a cost matrix." ] @@ -464,17 +468,23 @@ "execution_count": 13, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.085825Z", - "start_time": "2022-11-11T17:43:34.998532Z" + "end_time": "2023-01-10T18:24:11.891805Z", + "start_time": "2023-01-10T18:24:11.700066Z" } }, "outputs": [], "source": [ - "ntw.snapobservations(client_points, \"clients\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(client_points, \"clients\", attribute=True)\n", "clients_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"clients\", snapped=True)\n", "clients_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)\n", "\n", - "ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", + "with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " # ignore deprecation warning - GH pysal/libpysal#468\n", + " ntw.snapobservations(facility_points, \"facilities\", attribute=True)\n", "facilities_snapped = spaghetti.element_as_gdf(ntw, pp_name=\"facilities\", snapped=True)\n", "facilities_snapped.drop(columns=[\"id\", \"comp_label\"], inplace=True)" ] @@ -491,8 +501,8 @@ "execution_count": 14, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.527770Z", - "start_time": "2022-11-11T17:43:35.088899Z" + "end_time": "2023-01-10T18:24:12.237165Z", + "start_time": "2023-01-10T18:24:11.895616Z" } }, "outputs": [ @@ -535,8 +545,8 @@ "execution_count": 15, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.595295Z", - "start_time": "2022-11-11T17:43:35.530323Z" + "end_time": "2023-01-10T18:24:12.305988Z", + "start_time": "2023-01-10T18:24:12.239981Z" } }, "outputs": [ @@ -571,8 +581,8 @@ "execution_count": 16, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.601741Z", - "start_time": "2022-11-11T17:43:35.597514Z" + "end_time": "2023-01-10T18:24:12.313428Z", + "start_time": "2023-01-10T18:24:12.307697Z" } }, "outputs": [ @@ -605,8 +615,8 @@ "execution_count": 17, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.608742Z", - "start_time": "2022-11-11T17:43:35.603870Z" + "end_time": "2023-01-10T18:24:12.320550Z", + "start_time": "2023-01-10T18:24:12.315730Z" } }, "outputs": [ @@ -646,8 +656,8 @@ "execution_count": 18, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.646607Z", - "start_time": "2022-11-11T17:43:35.610215Z" + "end_time": "2023-01-10T18:24:12.359597Z", + "start_time": "2023-01-10T18:24:12.322414Z" } }, "outputs": [], @@ -672,15 +682,15 @@ "execution_count": 19, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.746252Z", - "start_time": "2022-11-11T17:43:35.648919Z" + "end_time": "2023-01-10T18:24:12.453831Z", + "start_time": "2023-01-10T18:24:12.361767Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 19, @@ -705,8 +715,8 @@ "execution_count": 20, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.754057Z", - "start_time": "2022-11-11T17:43:35.749489Z" + "end_time": "2023-01-10T18:24:12.462197Z", + "start_time": "2023-01-10T18:24:12.457430Z" } }, "outputs": [ @@ -739,8 +749,8 @@ "execution_count": 21, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.771019Z", - "start_time": "2022-11-11T17:43:35.756384Z" + "end_time": "2023-01-10T18:24:12.476606Z", + "start_time": "2023-01-10T18:24:12.464200Z" } }, "outputs": [ @@ -866,8 +876,8 @@ "execution_count": 22, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.810647Z", - "start_time": "2022-11-11T17:43:35.773531Z" + "end_time": "2023-01-10T18:24:12.514148Z", + "start_time": "2023-01-10T18:24:12.478727Z" } }, "outputs": [], @@ -891,8 +901,8 @@ "execution_count": 23, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.903065Z", - "start_time": "2022-11-11T17:43:35.813380Z" + "end_time": "2023-01-10T18:24:12.605501Z", + "start_time": "2023-01-10T18:24:12.516596Z" } }, "outputs": [ @@ -926,8 +936,8 @@ "execution_count": 24, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.920454Z", - "start_time": "2022-11-11T17:43:35.906291Z" + "end_time": "2023-01-10T18:24:12.622022Z", + "start_time": "2023-01-10T18:24:12.608789Z" } }, "outputs": [ @@ -1053,8 +1063,8 @@ "execution_count": 25, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:35.960116Z", - "start_time": "2022-11-11T17:43:35.923389Z" + "end_time": "2023-01-10T18:24:12.658551Z", + "start_time": "2023-01-10T18:24:12.624417Z" } }, "outputs": [], @@ -1077,8 +1087,8 @@ "execution_count": 26, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:36.070815Z", - "start_time": "2022-11-11T17:43:35.963127Z" + "end_time": "2023-01-10T18:24:12.759951Z", + "start_time": "2023-01-10T18:24:12.660971Z" } }, "outputs": [ @@ -1114,8 +1124,8 @@ "execution_count": 27, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:36.081857Z", - "start_time": "2022-11-11T17:43:36.074594Z" + "end_time": "2023-01-10T18:24:12.769072Z", + "start_time": "2023-01-10T18:24:12.762899Z" } }, "outputs": [ @@ -1173,8 +1183,8 @@ "execution_count": 28, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:36.097735Z", - "start_time": "2022-11-11T17:43:36.084877Z" + "end_time": "2023-01-10T18:24:12.787886Z", + "start_time": "2023-01-10T18:24:12.775894Z" } }, "outputs": [], @@ -1278,8 +1288,8 @@ "execution_count": 29, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:36.724167Z", - "start_time": "2022-11-11T17:43:36.100554Z" + "end_time": "2023-01-10T18:24:13.402325Z", + "start_time": "2023-01-10T18:24:12.790398Z" } }, "outputs": [ @@ -1315,8 +1325,8 @@ "execution_count": 30, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:37.333643Z", - "start_time": "2022-11-11T17:43:36.726266Z" + "end_time": "2023-01-10T18:24:14.002179Z", + "start_time": "2023-01-10T18:24:13.405328Z" } }, "outputs": [ @@ -1356,8 +1366,8 @@ "execution_count": 31, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:37.931786Z", - "start_time": "2022-11-11T17:43:37.336234Z" + "end_time": "2023-01-10T18:24:14.649787Z", + "start_time": "2023-01-10T18:24:14.004867Z" } }, "outputs": [ @@ -1397,8 +1407,8 @@ "execution_count": 32, "metadata": { "ExecuteTime": { - "end_time": "2022-11-11T17:43:39.363977Z", - "start_time": "2022-11-11T17:43:37.934186Z" + "end_time": "2023-01-10T18:24:16.134680Z", + "start_time": "2023-01-10T18:24:14.651962Z" } }, "outputs": [ @@ -1456,7 +1466,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.8" } }, "nbformat": 4, diff --git a/spopt/locate/base.py b/spopt/locate/base.py index b200518a..33ec42e6 100644 --- a/spopt/locate/base.py +++ b/spopt/locate/base.py @@ -286,6 +286,7 @@ def add_weight_continuous_variable(obj: T_FacModel) -> None: Parameters ---------- + obj : T_FacModel A bounded type of the ``LocateSolver`` class. @@ -477,26 +478,36 @@ def add_predefined_facility_constraint( @staticmethod def add_facility_capacity_constraint( - obj: T_FacModel, dq_ni, cl_ni, range_client, range_facility + obj: T_FacModel, + dq_ni: np.array, + cl_ni: np.array, + range_client: range, + range_facility: range, ) -> None: """ - set facility capacity constraint: - In plain-ish English : - Demand at (i) multiplied by the fraction of demand (i) assigned to facility (j) must be <= to facility (j)'s capacity. a_i(Z_i_j) <= C_j(X_j) + Create the facility capacity constraints: + + Demand at :math:`i` multiplied by the fraction of demand :math:`i` + assigned to facility :math:`j` must be less than or equal to the + capacity at facility :math:`j`. + + :math:`a_i Z_{ij} \leq C_j X_j` + n1_1 * fac_var1 + n1_2 * fac_var1 + ... + nij * fac_varj >= dem_var[i] Parameters ---------- - obj : T_FacModel - bounded type of LocateSolver class - dq_ni : np.array - one-dimensional array that defines demand quantities for demand points - cl_ni : np.array - one-dimensional array that defines capacity limits of facility points + + obj: T_FacModel + A bounded type of the ``LocateSolver`` class. + dq_ni : numpy.array + A 1D array that defines demand quantities for demand points. + cl_ni : numpy.array + A 1D array that defines capacity limits of facility points. range_client : range - range of demand points quantity + The range of demand points. range_facility : range - range of facility points quantity + The range of facility points. Returns ------- @@ -516,23 +527,28 @@ def add_facility_capacity_constraint( ) else: raise AttributeError( - "before setting constraints must set facility variable and demand quantity variable" # might want to update this message later + "Facility and client assignment variables must " + "be set prior to adding facility capacity constraints." ) @staticmethod def add_client_demand_satisfaction_constraint( - obj: T_FacModel, range_client, range_facility + obj: T_FacModel, + range_client: range, + range_facility: range, ) -> None: """ + Create the client demand satisfaction constraints. Parameters ---------- - obj : T_FacModel - bounded type of LocateSolver class + + obj: T_FacModel + A bounded type of the ``LocateSolver`` class. range_client : range - range of demand points quantity + The range of demand points. range_facility : range - range of facility points quantity + The range of facility points. Returns ------- @@ -554,7 +570,8 @@ def add_client_demand_satisfaction_constraint( ) else: raise AttributeError( - "The facility variable and demand quantity variable most both be set in order to add a client demand satisfaction constraint." + "Facility and client assignment variables must be set " + "prior to adding client demand satisfaction constraints." ) @staticmethod diff --git a/spopt/locate/coverage.py b/spopt/locate/coverage.py index 832fb51b..2322d29c 100644 --- a/spopt/locate/coverage.py +++ b/spopt/locate/coverage.py @@ -18,27 +18,58 @@ class LSCP(LocateSolver, BaseOutputMixin): r""" Implement the Location Set Covering Problem (*LSCP*) optimization model - and solve it. The *LSCP*, as adapted from :cite:`church_murray_2018`, + and solve it. A capacitated version, the Capacitated Location Set Covering + Problem – System Optimal (*CLSCP-SO*), can also be solved by passing + in client client demand and facility capacities. + + The standard *LSCP*, as adapted from :cite:`church_murray_2018`, can be formulated as: .. math:: \begin{array}{lllll} - \displaystyle \textbf{Minimize} & \displaystyle \sum_{j=1}^{n}{Y_j} && & (1) \\ - \displaystyle \textbf{Subject To} & \displaystyle \sum_{j\in N_i}{Y_j} \geq 1 && \forall i & (2) \\ - & Y_j \in \{0,1\} && \forall j & (3) \\ - & && & \\ - \displaystyle \textbf{Where} && i & = & \textrm{index of demand locations} \\ - && j & = & \textrm{index of facility sites} \\ - && S & = & \textrm{maximum acceptable service distance or time standard} \\ - && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ - && N_i & = & \{j | d_{ij} < S\} \\ - && Y_j & = & \begin{cases} - 1, \textrm{if a facility is sited at location } j \\ - 0, \textrm{otherwise} \\ - \end{cases} + \displaystyle \textbf{Minimize} & \displaystyle \sum_{j \in J}{Y_j} && & (1) \\ + \displaystyle \textbf{Subject To} & \displaystyle \sum_{j \in N_i}{Y_j} \geq 1 && \forall i \in I & (2) \\ + & Y_j \in \{0,1\} && \forall j \in J & (3) \\ + & && & \\ + \displaystyle \textbf{Where} && i & = & \textrm{index of demand points/areas/objects in set } I \\ + && j & = & \textrm{index of potential facility sites in set } J \\ + && S & = & \textrm{maximum acceptable service distance or time standard} \\ + && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ + && N_i & = & \{j | d_{ij} < S\} \\ + && Y_j & = & \begin{cases} + 1, \textrm{if a facility is sited at location } j \\ + 0, \textrm{otherwise} \\ + \end{cases} + \end{array} + + The *CLSCP-SO*, as adapted from :cite:`church_murray_2018` + (see also :cite:`current1988capacitated`), can be formulated as: + + .. math:: + + \begin{array}{lllll} + \displaystyle \textbf{Minimize} & \displaystyle \sum_{j \in J}{Y_j} && & (1) \\ + \displaystyle \textbf{Subject to} & \displaystyle \sum_{j \in N_i}{z_{ij}} = 1 && \forall i \in I & (2) \\ + & \displaystyle \sum_{i \in I} a_i z_{ij} \leq C_jx_j && \forall j \in J & (3) \\ + & Y_j \in {0,1} && \forall j \in J & (4) \\ + & z_{ij} \geq 0 && \forall i \in I \quad \forall j \in N_i & (5) \\ + & && & \\ + \displaystyle \textbf{Where:} && i & = & \textrm{index of demand points/areas/objects in set } I \\ + && j & = & \textrm{index of potential facility sites in set } J \\ + && S & = & \textrm{maximal acceptable service distance or time standard} \\ + && d_{ij} & = & \textrm{shortest distance or travel time between nodes } i \textrm{ and } j \\ + && N_i & = & \{j | d_{ij} < S\} \\ + && a_i & = & \textrm{amount of demand at } i \\ + && C_j & = & \textrm{capacity of potential facility } j \\ + && z_{ij} & = & \textrm{fraction of demand } i \textrm{ that is assigned to facility } j \\ + && Y_j & = & \begin{cases} + 1, \text{if a facility is located at node } j \\ + 0, \text{otherwise} \\ + \end{cases} \end{array} + Parameters ---------- @@ -93,12 +124,15 @@ def from_cost_matrix( cost_matrix: np.array, service_radius: float, predefined_facilities_arr: np.array = None, - facility_capacity_arr: np.array = None, demand_quantity_arr: np.array = None, + facility_capacity_arr: np.array = None, name: str = "LSCP", ): """ - Create an ``LSCP`` object based on a cost matrix. + Create an ``LSCP`` object based on a cost matrix. A capacitated + version of the *LSCP* (the *CLSCP-SO*) can be solved by passing + in the ``demand_quantity_arr`` and ``facility_capacity_arr`` + keyword arguments. Parameters ---------- @@ -109,6 +143,10 @@ def from_cost_matrix( Maximum acceptable service distance. predefined_facilities_arr : numpy.array (default None) Predefined facilities that must appear in the solution. + demand_quantity_arr : numpy.array (default None) + Amount of demand at each client location. + facility_capacity_arr : numpy.array (default None) + Capacity for service at each facility location. name : str, (default 'LSCP') The name of the problem. @@ -246,8 +284,8 @@ def from_geodataframe( facility_col: str, service_radius: float, predefined_facility_col: str = None, - facility_capacity_col: str = None, demand_quantity_col: str = None, + facility_capacity_col: str = None, distance_metric: str = "euclidean", name: str = "LSCP", ): @@ -255,6 +293,9 @@ def from_geodataframe( Create an ``LSCP`` object from ``geopandas.GeoDataFrame`` objects. Calculate the cost matrix between demand and facility locations before building the problem within the ``from_cost_matrix()`` method. + A capacitated version of the *LSCP* (the *CLSCP-SO*) can be solved by + passing in the ``demand_quantity_col`` and ``facility_capacity_col`` + keyword arguments. Parameters ---------- @@ -271,6 +312,10 @@ def from_geodataframe( Maximum acceptable service distance. predefined_facility_col : str (default None) Column name representing facilities are already defined. + demand_quantity_col : str + Column name representing amount of demand at each client location. + facility_capacity_arr : str + Column name representing capacity for service at each facility location. distance_metric : str (default 'euclidean') A metric used for the distance calculations supported by `scipy.spatial.distance.cdist `_. @@ -469,27 +514,27 @@ class LSCPB(LocateSolver, BaseOutputMixin, BackupPercentageMixinMixin): .. math:: \begin{array}{lllll} - \displaystyle \textbf{Maximize} & \displaystyle \sum_{i}{U_i} && & (1) \\ - \displaystyle \textbf{Subject To} & \displaystyle \sum_{j}{a_{ij}}{Y_j} \geq 1 + U_i && \forall i & (2) \\ - & \displaystyle \sum_{j}{Y_j} = p && & (3) \\ - & U_i \leq 1 && \forall i & (4) \\ - & Y_j \in \{0, 1\} && \forall j & (5) \\ - & && & \\ - \displaystyle \textbf{Where} && i & = & \textrm{index of demand locations} \\ - && j & = & \textrm{index of facility sites} \\ - && p & = & \textrm{objective value identified by using the } LSCP \\ - && U_i & = & \begin{cases} - 1, \textrm{if demand location is covered twice} \\ - 0, \textrm{if demand location is covered once} \\ - \end{cases} \\ - && a_{ij} & = & \begin{cases} - 1, \textrm{if facility location } j \textrm{ covers demand location } i \\ - 0, \textrm{otherwise} \\ - \end{cases} \\ - && Y_j & = & \begin{cases} - 1, \textrm{if a facility is sited at location } j \\ - 0, \textrm{otherwise} \\ - \end{cases} + \displaystyle \textbf{Maximize} & \displaystyle \sum_{i \in I}{U_i} && & (1) \\ + \displaystyle \textbf{Subject To} & \displaystyle \sum_{j \in J}{a_{ij}}{Y_j} \geq 1 + U_i && \forall i \in I & (2) \\ + & \displaystyle \sum_{j \in J}{Y_j} = p && & (3) \\ + & U_i \leq 1 && \forall i \in I & (4) \\ + & Y_j \in \{0, 1\} && \forall j \in J & (5) \\ + & && & \\ + \displaystyle \textbf{Where} && i & = & \textrm{index of demand points/areas/objects in set } I \\ + && j & = & \textrm{index of potential facility sites in set } J \\ + && p & = & \textrm{objective value identified by using the } LSCP \\ + && U_i & = & \begin{cases} + 1, \textrm{if demand location is covered twice} \\ + 0, \textrm{if demand location is covered once} \\ + \end{cases} \\ + && a_{ij} & = & \begin{cases} + 1, \textrm{if facility location } j \textrm{ covers demand location } i \\ + 0, \textrm{otherwise} \\ + \end{cases} \\ + && Y_j & = & \begin{cases} + 1, \textrm{if a facility is sited at location } j \\ + 0, \textrm{otherwise} \\ + \end{cases} \end{array} Parameters @@ -906,26 +951,26 @@ class MCLP(LocateSolver, BaseOutputMixin, CoveragePercentageMixin): .. math:: \begin{array}{lllll} - \displaystyle \textbf{Maximize} & \displaystyle \sum_{i=1}^{n}{a_iX_i} && & (1) \\ - \displaystyle \textbf{Subject To} & \displaystyle \sum_{j \in N_i}{Y_j \geq X_i} && \forall i & (2) \\ - & \displaystyle \sum_{j}{Y_j} = p && & (3) \\ - & X_i \in \{0, 1\} && \forall i & (4) \\ - & Y_j \in \{0, 1\} && \forall j & (5) \\ - & && & \\ - \displaystyle \textbf{Where} && i & = & \textrm{index of demand locations} \\ - && j & = & \textrm{index of facility sites} \\ - && p & = & \textrm{the number of facilities to be sited} \\ - && S & = & \textrm{maximum acceptable service distance or time standard} \\ - && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ - && N_i & = & \{j | d_{ij} < S\} \\ - && X_i & = & \begin{cases} - 1, \textrm{if client location } i \textrm{ is covered within service standard } S \\ - 0, \textrm{otherwise} \\ - \end{cases} \\ - && Y_j & = & \begin{cases} - 1, \textrm{if a facility is sited at location } j \\ - 0, \textrm{otherwise} \\ - \end{cases} + \displaystyle \textbf{Maximize} & \displaystyle \sum_{i \in I}{a_iX_i} && & (1) \\ + \displaystyle \textbf{Subject To} & \displaystyle \sum_{j \in N_i}{Y_j \geq X_i} && \forall i \in I & (2) \\ + & \displaystyle \sum_{j \in J}{Y_j} = p && & (3) \\ + & X_i \in \{0, 1\} && \forall i \in I & (4) \\ + & Y_j \in \{0, 1\} && \forall j \in J & (5) \\ + & && & \\ + \displaystyle \textbf{Where} && i & = & \textrm{index of demand points/areas/objects in set } I \\ + && j & = & \textrm{index of potential facility sites in set } J \\ + && p & = & \textrm{the number of facilities to be sited} \\ + && S & = & \textrm{maximum acceptable service distance or time standard} \\ + && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ + && N_i & = & \{j | d_{ij} < S\} \\ + && X_i & = & \begin{cases} + 1, \textrm{if client location } i \textrm{ is covered within service standard } S \\ + 0, \textrm{otherwise} \\ + \end{cases} \\ + && Y_j & = & \begin{cases} + 1, \textrm{if a facility is sited at location } j \\ + 0, \textrm{otherwise} \\ + \end{cases} \end{array} Parameters diff --git a/spopt/locate/p_center.py b/spopt/locate/p_center.py index 6b657c9c..32c9c13a 100644 --- a/spopt/locate/p_center.py +++ b/spopt/locate/p_center.py @@ -18,27 +18,27 @@ class PCenter(LocateSolver, BaseOutputMixin): .. math:: \begin{array}{lllll} - \displaystyle \textbf{Minimize} & \displaystyle W && & (1) \\ - \displaystyle \textbf{Subject To} & \displaystyle \sum_{j}{X_{ij} = 1} && \forall i & (2) \\ - & \displaystyle \sum_{j}{Y_j} = p && & (3) \\ - & X_{ij} \leq Y_{j} && \forall i \quad \forall j & (4) \\ - & W \geq \displaystyle \sum_{j}{d_{ij}X_{ij}} && \forall i & (5) \\ - & X_{ij} \in \{0, 1\} && \forall i \quad \forall j & (6) \\ - & Y_j \in \{0, 1\} && \forall j & (7) \\ - & && & \\ - \displaystyle \textbf{Where} && i & = & \textrm{index of demand locations} \\ - && j & = & \textrm{index of facility sites} \\ - && p & = & \textrm{the number of facilities to be sited} \\ - && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ - && X_{ij} & = & \begin{cases} - 1, \textrm{if client location } i \textrm{ is served by facility } j \\ - 0, \textrm{otherwise} \\ - \end{cases} \\ - && Y_j & = & \begin{cases} - 1, \textrm{if a facility is sited at location } j \\ - 0, \textrm{otherwise} \\ - \end{cases} \\ - && W & = & \textrm{maximum distance between any demand site and its associated facility} + \displaystyle \textbf{Minimize} & \displaystyle W && & (1) \\ + \displaystyle \textbf{Subject To} & \displaystyle \sum_{j \in J}{X_{ij} = 1} && \forall i \in I & (2) \\ + & \displaystyle \sum_{j \in J}{Y_j} = p && & (3) \\ + & X_{ij} \leq Y_{j} && \forall i \in I \quad \forall j \in J & (4) \\ + & W \geq \displaystyle \sum_{j \in J}{d_{ij}X_{ij}} && \forall i \in I & (5) \\ + & X_{ij} \in \{0, 1\} && \forall i \in I \quad \forall j \in J & (6) \\ + & Y_j \in \{0, 1\} && \forall j \in J & (7) \\ + & && & \\ + \displaystyle \textbf{Where} && i & = & \textrm{index of demand points/areas/objects in set } I \\ + && j & = & \textrm{index of potential facility sites in set } J \\ + && p & = & \textrm{the number of facilities to be sited} \\ + && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ + && X_{ij} & = & \begin{cases} + 1, \textrm{if client location } i \textrm{ is served by facility } j \\ + 0, \textrm{otherwise} \\ + \end{cases} \\ + && Y_j & = & \begin{cases} + 1, \textrm{if a facility is sited at location } j \\ + 0, \textrm{otherwise} \\ + \end{cases} \\ + && W & = & \textrm{maximum distance between any demand site and its associated facility} \end{array} Parameters diff --git a/spopt/locate/p_dispersion.py b/spopt/locate/p_dispersion.py index fc3c0c5d..6ef5a9b0 100644 --- a/spopt/locate/p_dispersion.py +++ b/spopt/locate/p_dispersion.py @@ -18,20 +18,20 @@ class PDispersion(LocateSolver): .. math:: \begin{array}{lllll} - \displaystyle \textbf{Maximize} & \displaystyle D && & (1) \\ - \displaystyle \textbf{Subject To} & \displaystyle \sum_{i}{Y_i} = p && & (2) \\ - & D \leq d_{ij} + M (2 - Y_{i} - Y_{j}) && \forall i \quad \forall j > i & (3) \\ - & Y_i \in \{0, 1\} && \forall i & (4) \\ - & && & \\ - \displaystyle \textbf{Where} && i, j & = & \textrm{index of potential facility sites} \\ - && p & = & \textrm{the number of facilities to be sited} \\ - && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ - && D & = & \textrm{minimum distance between any two sited facilities } i \textrm{ and } j \\ - && M & = & \textrm{some large number; such that } M \geq \max_{ij}\{d_{ij}\} \\ - && Y_i & = & \begin{cases} - 1, \textrm{if a facility is sited at location } i \\ - 0, \textrm{otherwise} \\ - \end{cases} \\ + \displaystyle \textbf{Maximize} & \displaystyle D && & (1) \\ + \displaystyle \textbf{Subject To} & \displaystyle \sum_{i \in I}{Y_i} = p && & (2) \\ + & D \leq d_{ij} + M (2 - Y_{i} - Y_{j}) && \forall i \in I \quad \forall j > i & (3) \\ + & Y_i \in \{0, 1\} && \forall i \in I & (4) \\ + & && & \\ + \displaystyle \textbf{Where} && i, j & = & \textrm{index of potential facility sites in set } I \\ + && p & = & \textrm{the number of facilities to be sited} \\ + && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ + && D & = & \textrm{minimum distance between any two sited facilities } i \textrm{ and } j \\ + && M & = & \textrm{some large number; such that } M \geq \max_{ij}\{d_{ij}\} \\ + && Y_i & = & \begin{cases} + 1, \textrm{if a facility is sited at location } i \\ + 0, \textrm{otherwise} \\ + \end{cases} \\ \end{array} Parameters diff --git a/spopt/locate/p_median.py b/spopt/locate/p_median.py index d8a30a5c..ca327f59 100644 --- a/spopt/locate/p_median.py +++ b/spopt/locate/p_median.py @@ -24,26 +24,26 @@ class PMedian(LocateSolver, BaseOutputMixin, MeanDistanceMixin): .. math:: \begin{array}{lllll} - \displaystyle \textbf{Minimize} & \displaystyle \sum_{i}\sum_{j}{a_i d_{ij} X_{ij}} && & (1) \\ - \displaystyle \textbf{Subject To} & \displaystyle \sum_{j}{X_{ij} = 1} && \forall i & (2) \\ - & \displaystyle \sum_{j}{Y_j} = p && & (3) \\ - & X_{ij} \leq Y_{j} && \forall i \quad \forall j & (4) \\ - & X_{ij} \in \{0, 1\} && \forall i \quad \forall j & (5) \\ - & Y_j \in \{0, 1\} && \forall j & (6) \\ - & && & \\ - \displaystyle \textbf{Where} && i & = & \textrm{index of demand locations} \\ - && j & = & \textrm{index of facility sites} \\ - && p & = & \textrm{the number of facilities to be sited} \\ - && a_i & = & \textrm{service load or population demand at client location } i \\ - && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ - && X_{ij} & = & \begin{cases} - 1, \textrm{if client location } i \textrm{ is served by facility } j \\ - 0, \textrm{otherwise} \\ - \end{cases} \\ - && Y_j & = & \begin{cases} - 1, \textrm{if a facility is sited at location } j \\ - 0, \textrm{otherwise} \\ - \end{cases} \\ + \displaystyle \textbf{Minimize} & \displaystyle \sum_{i \in I}\sum_{j \in J}{a_i d_{ij} X_{ij}} && & (1) \\ + \displaystyle \textbf{Subject To} & \displaystyle \sum_{j \in J}{X_{ij} = 1} && \forall i \in I & (2) \\ + & \displaystyle \sum_{j \in J}{Y_j} = p && & (3) \\ + & X_{ij} \leq Y_{j} && \forall i \in I \quad \forall j \in J & (4) \\ + & X_{ij} \in \{0, 1\} && \forall i \in I \quad \forall j \in J & (5) \\ + & Y_j \in \{0, 1\} && \forall j \in J & (6) \\ + & && & \\ + \displaystyle \textbf{Where} && i & = & \textrm{index of demand points/areas/objects in set } I \\ + && j & = & \textrm{index of potential facility sites in set } J \\ + && p & = & \textrm{the number of facilities to be sited} \\ + && a_i & = & \textrm{service load or population demand at client location } i \\ + && d_{ij} & = & \textrm{shortest distance or travel time between locations } i \textrm{ and } j \\ + && X_{ij} & = & \begin{cases} + 1, \textrm{if client location } i \textrm{ is served by facility } j \\ + 0, \textrm{otherwise} \\ + \end{cases} \\ + && Y_j & = & \begin{cases} + 1, \textrm{if a facility is sited at location } j \\ + 0, \textrm{otherwise} \\ + \end{cases} \\ \end{array} Parameters