{"id":46817,"date":"2024-11-15T00:00:00","date_gmt":"2024-11-15T08:00:00","guid":{"rendered":"https:\/\/griddb-linux-hte8hndjf8cka8ht.westus-01.azurewebsites.net\/blog\/exploring-alzheimers-cognitive-decline-and-mental-distress-through-the-lens-of-griddb\/"},"modified":"2025-11-13T12:57:08","modified_gmt":"2025-11-13T20:57:08","slug":"exploring-alzheimers-cognitive-decline-and-mental-distress-through-the-lens-of-griddb","status":"publish","type":"post","link":"https:\/\/griddb-linux-hte8hndjf8cka8ht.westus-01.azurewebsites.net\/en\/blog\/exploring-alzheimers-cognitive-decline-and-mental-distress-through-the-lens-of-griddb\/","title":{"rendered":"Exploring Alzheimer&#8217;s Cognitive Decline and Mental Distress through the Lens of GridDB"},"content":{"rendered":"<div class=\"notebook\">\n    <div class=\"nbconvert\">\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=eac58721-10b2-46be-a265-3300f4c6a9f2\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Exploring-Alzheimer's:-Cognitive-Decline-and-Mental-Distress-through-the-Lens-of-GridDB\">Exploring Alzheimer's: Cognitive Decline and Mental Distress through the Lens of GridDB<a class=\"anchor-link\" href=\"#Exploring-Alzheimer's:-Cognitive-Decline-and-Mental-Distress-through-the-Lens-of-GridDB\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=6b777723-0f3b-44af-90e9-3c07293eeacf\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>A progressive brain disorder, Alzheimer's disease often leads to the degeneration of brain cells. It is the most common cause of dementia, characterized by memory loss, cognitive decline, and behavioral changes. Being a brain disorder, Alzheimer's disease gradually impairs one's ability to perform daily activities. If you\u2019ve watched the award-winning movie 'Still Alice', you will know how deep is the personal impact of Alzheimer's disease. While risk factors of Alzheimer's include age, genetics, and lifestyle choices, it is crucial to delve deeper to understand and manage the symptoms effectively.<\/p>\n<p>In this article, we will perform a comprehensive analysis of Alzheimer's risk factors using GridDB and Python. By leveraging GridDB\u2019s robust data management and analytical capabilities, researchers can efficiently analyze large datasets, uncover valuable insights, and better understand the patterns and correlations associated with Alzheimer's disease. In this case, we use the GridDB WebAPI. To learn more, refer to the <a href=\"https:\/\/github.com\/griddb\/webapi\"> official Web API - GridDB resource. <\/a><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=cdf3c26f-f335-4542-9d7d-dc44f3a5354e\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[44]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Libraries for basic data manipulation<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">os<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">pandas<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">pd<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">numpy<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">np<\/span>\n\n<span class=\"c1\">#Libraries for the webAPI requests<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">http<\/span>\n<span class=\"n\">http<\/span><span class=\"o\">.<\/span><span class=\"n\">client<\/span><span class=\"o\">.<\/span><span class=\"n\">HTTPConnection<\/span><span class=\"o\">.<\/span><span class=\"n\">debuglevel<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">0<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">json<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">requests<\/span>\n\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">pyarrow<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">pa<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">pyarrow.csv<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">csv<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">time<\/span>\n\n<span class=\"c1\">## Setting<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">IPython.display<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">Image<\/span><span class=\"p\">,<\/span> <span class=\"n\">Markdown<\/span><span class=\"p\">,<\/span><span class=\"n\">HTML<\/span><span class=\"p\">,<\/span> <span class=\"n\">display<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">warnings<\/span>\n<span class=\"c1\"># Suppress all warnings<\/span>\n<span class=\"n\">warnings<\/span><span class=\"o\">.<\/span><span class=\"n\">filterwarnings<\/span><span class=\"p\">(<\/span><span class=\"s1\">'ignore'<\/span><span class=\"p\">)<\/span>\n<span class=\"c1\">#warnings.filterwarnings(\"ignore\", category=pd.errors.SettingWithCopyWarning)<\/span>\n<span class=\"n\">os<\/span><span class=\"o\">.<\/span><span class=\"n\">environ<\/span><span class=\"p\">[<\/span><span class=\"s1\">'OMP_NUM_THREADS'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">'1'<\/span> <span class=\"c1\"># to run KMeans clustering without memory leak issues<\/span>\n\n<span class=\"c1\"># Visualizations &amp; Unsupervised Learning<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">folium<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">matplotlib.pyplot<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">plt<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.preprocessing<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">OneHotEncoder<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.cluster<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">KMeans<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.metrics<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">silhouette_score<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.preprocessing<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">StandardScaler<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">seaborn<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">sns<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">re<\/span>  <span class=\"c1\"># Importing the regex module for parsing<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">json<\/span>\n\n<span class=\"c1\"># Mention your working directory here<\/span>\n<span class=\"n\">os<\/span><span class=\"o\">.<\/span><span class=\"n\">chdir<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"C:<\/span><span class=\"se\">\\\\<\/span><span class=\"s2\">XX<\/span><span class=\"se\">\\\\<\/span><span class=\"s2\">\"<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=e282c20e-c783-4bec-94ab-b63f9a65eb43\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"About-the-Dataset\">About the Dataset<a class=\"anchor-link\" href=\"#About-the-Dataset\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=748a4c3d-3d70-4bb7-b308-eff3b72645e1\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The dataset being used is from the U.S. Department of Health &amp; Human Services. To access the dataset, navigate to the URL - <a href=\"https:\/\/catalog.data.gov\/dataset\/alzheimers-disease-and-healthy-aging-data\">https:\/\/catalog.data.gov\/dataset\/alzheimers-disease-and-healthy-aging-data<\/a>. Use the 'Comma Separated Values' option to download the .csv file.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=8daffc33-7b1b-482a-a2e3-8cd8ca585b5c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[4]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Specify the path to your image file<\/span>\n<span class=\"n\">current_directory<\/span> <span class=\"o\">=<\/span> <span class=\"n\">os<\/span><span class=\"o\">.<\/span><span class=\"n\">getcwd<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Construct the image path using os.path.join()<\/span>\n<span class=\"n\">image_path<\/span> <span class=\"o\">=<\/span> <span class=\"n\">os<\/span><span class=\"o\">.<\/span><span class=\"n\">path<\/span><span class=\"o\">.<\/span><span class=\"n\">join<\/span><span class=\"p\">(<\/span><span class=\"n\">current_directory<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Intro_Fig2.Dowloading the Alzheimers dataset.png'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">width<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">700<\/span>\n\n<span class=\"n\">display<\/span><span class=\"p\">(<\/span><span class=\"n\">Markdown<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"### Downloading the Alzheimers' Dataset\"<\/span><span class=\"p\">))<\/span>\n\n<span class=\"c1\"># Display the image<\/span>\n<span class=\"n\">display<\/span><span class=\"p\">(<\/span><span class=\"n\">Image<\/span><span class=\"p\">(<\/span><span class=\"n\">filename<\/span><span class=\"o\">=<\/span><span class=\"n\">image_path<\/span><span class=\"p\">,<\/span> <span class=\"n\">width<\/span><span class=\"o\">=<\/span><span class=\"n\">width<\/span><span class=\"p\">))<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-OutputArea-output\" data-mime-type=\"text\/markdown\" tabindex=\"0\">\n<h3 id=\"Downloading-the-Alzheimers'-Dataset\">Downloading the Alzheimers' Dataset<a class=\"anchor-link\" href=\"#Downloading-the-Alzheimers'-Dataset\">\u00b6<\/a><\/h3>\n<\/div>\n<\/div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img decoding=\"async\" alt=\"No description has been provided for this image\" class=\"\" 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\" width=\"700\">\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=e4f55e66-8013-4ad1-a367-1829c1e9404f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The <strong>Alzheimer's Disease and Healthy Aging Data<\/strong> dataset is a comprehensive resource compiled by the CDC. It focuses on the health and well-being of older Americans and includes a wide range of data on demographics, health conditions, and behaviors. The dataset is sourced from national surveys like BRFSS, NHANES, and NHIS. It emphasizes Alzheimer's disease, covering prevalence, incidence, risk factors, and outcomes. This data is valuable for identifying trends and exploring risk factors related to Alzheimer's. It is also useful in identifying at-risk populations and tracking the effectiveness of public health interventions for older adults.<\/p>\n<h3 id=\"Dataset-Columns\">Dataset Columns<a class=\"anchor-link\" href=\"#Dataset-Columns\">\u00b6<\/a><\/h3><ul>\n<li> RowId: A unique identifier for each row in the dataset, used to distinguish between different records. <\/li>\n<li> YearStart: The starting year in which the data was collected. This helps in identifying the time period of the data. <\/li>\n<li> YearEnd: The ending year of data collection. It is usefli for datasets that span mlitiple years. <\/li>\n<li> LocationAbbr: The abbreviation for the geographic location (e.g., state or territory). This allows quick identification of where the data was collected. <\/li>\n<li> LocationDesc: A description or flil name of the location corresponding to the abbreviation, providing more detailed information about the location. <\/li>\n<li> Datasource: The source from which the data was collected (e.g., Behavioral Risk Factor Surveillance System (BRFSS)). This helps in understanding the origin and context of the data. <\/li>\n<li> Class: The broad category of health information that the data point belongs to (e.g., Mental Health). It groups related data points together. <\/li>\n<li> Topic: A more specific subject within the class (e.g., Frequent mental distress). This narrows down the focus within the broader class. <\/li>\n<li> Question: The specific question asked during data collection or the metric being measured (e.g., \"In the past 30 days, how often did you feel mentally distressed?\"). This provides context for the data values. <\/li>\n<\/ul>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=8c873aab-83c9-411d-a143-b97a1c54e986\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Containers-in-GridDB\">Containers in GridDB<a class=\"anchor-link\" href=\"#Containers-in-GridDB\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=76a73a50-ee90-4b16-a590-ba234eb261f2\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>In GridDB, there are two types of containers: <strong>Time-Series Containers<\/strong>, designed for storing time-stamped data and optimized for time-based queries, and <strong>Collection Containers<\/strong>, which are more flexible and can hold various data types without time constraints, allowing for general-purpose data storage and retrieval.<\/p>\n<p><strong>Choosing a Collection Container over a Time-Series Container<\/strong> may be preferable when you require greater flexibility in data structure or would need to store heterogeneous data types. In this case, we will be using a 'Collection' container. Hence, in this case, we will store our data in a Collection Container. Here is a <a href=\"https:\/\/docs.griddb.net\/architecture\/data-model\/\"> useful resource <\/a> to better understand the GridDB model architecture.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=c4f8a678-73d6-4cd2-9ae4-0b5697a18473\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Creating-a-Data-Structure-for-the-Container-in-GridDB\">Creating a Data Structure for the Container in GridDB<a class=\"anchor-link\" href=\"#Creating-a-Data-Structure-for-the-Container-in-GridDB\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=66b34562-c428-499e-a8ea-bf23e2ae3014\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The dataset is first loaded into Python as a dataframe. It is then loaded into a GridDB 'Collection' container. We create a function to map out the datatypes from the dataframe to the structure required for a Collection container in GridDB.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=eb73163d-22cf-4c5b-87bd-17920da706b7\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Read the CSV dataset file that was downloaded in the earlier step<\/span>\n<span class=\"n\">Alzheimer_Data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">read_csv<\/span><span class=\"p\">(<\/span><span class=\"s1\">'..\/Alzheimer_s_Disease_and_Healthy_Aging_Data.csv'<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=cad8937b-0242-4e5d-95e3-4f3d3bc4080b\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Subset the data to include the data that we want to use<\/span>\n<span class=\"n\">Alzheimer_subset<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Alzheimer_Data<\/span><span class=\"p\">[<\/span>\n    <span class=\"p\">(<\/span><span class=\"n\">Alzheimer_Data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Topic'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'Frequent mental distress'<\/span><span class=\"p\">)<\/span> <span class=\"o\">|<\/span>\n    <span class=\"p\">(<\/span><span class=\"n\">Alzheimer_Data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Topic'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">str<\/span><span class=\"o\">.<\/span><span class=\"n\">contains<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Cognitive Decline'<\/span><span class=\"p\">,<\/span> <span class=\"n\">case<\/span><span class=\"o\">=<\/span><span class=\"kc\">False<\/span><span class=\"p\">,<\/span> <span class=\"n\">na<\/span><span class=\"o\">=<\/span><span class=\"kc\">False<\/span><span class=\"p\">))]<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=8db553b8-d536-434b-bbd9-be874dbf53f1\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Defining a function to map pandas dtypes to GridDB types<\/span>\n<span class=\"k\">def<\/span><span class=\"w\"> <\/span><span class=\"nf\">map_dtype_to_griddb<\/span><span class=\"p\">(<\/span><span class=\"n\">pandas_dtype<\/span><span class=\"p\">):<\/span>\n<span class=\"w\">    <\/span><span class=\"sd\">\"\"\"<\/span>\n<span class=\"sd\">    # Maps pandas data types to GridDB-compatible data types.<\/span>\n<span class=\"sd\">    e.g. pandas_dtype (str): Data type of a pandas column; Returns str: The corresponding GridDB data type.<\/span>\n<span class=\"sd\">    \"\"\"<\/span>\n    <span class=\"n\">dtype_map<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span>\n        <span class=\"s1\">'int64'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'INTEGER'<\/span><span class=\"p\">,<\/span>\n        <span class=\"s1\">'float64'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DOUBLE'<\/span><span class=\"p\">,<\/span>\n        <span class=\"s1\">'object'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'STRING'<\/span><span class=\"p\">,<\/span>  <span class=\"c1\"># for strings\/objects<\/span>\n        <span class=\"s1\">'datetime64[ns]'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'TIMESTAMP'<\/span><span class=\"p\">,<\/span>\n        <span class=\"s1\">'bool'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'BOOL'<\/span>\n    <span class=\"p\">}<\/span>\n    <span class=\"k\">return<\/span> <span class=\"n\">dtype_map<\/span><span class=\"o\">.<\/span><span class=\"n\">get<\/span><span class=\"p\">(<\/span><span class=\"nb\">str<\/span><span class=\"p\">(<\/span><span class=\"n\">pandas_dtype<\/span><span class=\"p\">),<\/span> <span class=\"s1\">'STRING'<\/span><span class=\"p\">)<\/span>  <span class=\"c1\"># Default to STRING if no match<\/span>\n\n<span class=\"c1\"># Function to create the GridDB collection structure from a DataFrame<\/span>\n<span class=\"k\">def<\/span><span class=\"w\"> <\/span><span class=\"nf\">create_griddb_structure<\/span><span class=\"p\">(<\/span><span class=\"n\">df<\/span><span class=\"p\">,<\/span> <span class=\"n\">container_name<\/span><span class=\"p\">,<\/span> <span class=\"n\">container_type<\/span><span class=\"o\">=<\/span><span class=\"s2\">\"COLLECTION\"<\/span><span class=\"p\">,<\/span> <span class=\"n\">rowkey<\/span><span class=\"o\">=<\/span><span class=\"kc\">False<\/span><span class=\"p\">):<\/span>\n    <span class=\"c1\"># Initializing the container structure<\/span>\n    <span class=\"n\">container_structure<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span>\n        <span class=\"s2\">\"container_name\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">container_name<\/span><span class=\"p\">,<\/span>\n        <span class=\"s2\">\"container_type\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">container_type<\/span><span class=\"p\">,<\/span>\n        <span class=\"s2\">\"rowkey\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">rowkey<\/span><span class=\"p\">,<\/span>\n        <span class=\"s2\">\"columns\"<\/span><span class=\"p\">:<\/span> <span class=\"p\">[]<\/span>\n    <span class=\"p\">}<\/span>\n\n    <span class=\"c1\"># Looping through columns in the DataFrame and mapping their data types to GridDB types<\/span>\n    <span class=\"k\">for<\/span> <span class=\"n\">col_name<\/span><span class=\"p\">,<\/span> <span class=\"n\">col_dtype<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">df<\/span><span class=\"o\">.<\/span><span class=\"n\">dtypes<\/span><span class=\"o\">.<\/span><span class=\"n\">items<\/span><span class=\"p\">():<\/span>\n        <span class=\"n\">column_structure<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span>\n            <span class=\"s2\">\"name\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">col_name<\/span><span class=\"p\">,<\/span>\n            <span class=\"s2\">\"type\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">map_dtype_to_griddb<\/span><span class=\"p\">(<\/span><span class=\"n\">col_dtype<\/span><span class=\"p\">)<\/span>\n        <span class=\"p\">}<\/span>\n        <span class=\"n\">container_structure<\/span><span class=\"p\">[<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">append<\/span><span class=\"p\">(<\/span><span class=\"n\">column_structure<\/span><span class=\"p\">)<\/span>\n    \n    <span class=\"k\">return<\/span> <span class=\"n\">container_structure<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=39c1b1a0-6011-4248-b7d6-227a0ca26934\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Create the GridDB container structure<\/span>\n<span class=\"n\">griddb_container_structure<\/span> <span class=\"o\">=<\/span> <span class=\"n\">create_griddb_structure<\/span><span class=\"p\">(<\/span><span class=\"n\">Alzheimer_subset<\/span><span class=\"p\">,<\/span> <span class=\"s2\">\"Alzheimer_Analysis\"<\/span><span class=\"p\">,<\/span> <span class=\"n\">container_type<\/span><span class=\"o\">=<\/span><span class=\"s2\">\"COLLECTION\"<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">data_obj1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">griddb_container_structure<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=9c49987d-dcf9-4c57-a46c-96b5d88604c4\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Connecting-to-GridDB-using-WebAPI\">Connecting to GridDB using WebAPI<a class=\"anchor-link\" href=\"#Connecting-to-GridDB-using-WebAPI\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=6758b768-7186-4edc-82e9-046f0bdbdb6e\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>We use the WebAPI to connect to GridDB. When using the WebAPI, we can make HTTP requests with the 'requests' library in Python to interact with the GridDB cluster. To create a container using the WebAPI, we'll need to send a POST request with a JSON payload that defines the container's structure.\nIf you are interested in learning about the setup of the WebAPI, refer to these pages from the Github repo - <a href=\"https:\/\/github.com\/griddb\/webapi\"> WebAPI <\/a>.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=8f1b2f57-9d1d-4045-8d43-cc1910e861e1\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[6]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Construct an object to hold the request headers (ensure that you replace the XXX placeholder with the correct value that matches the credentials for your GridDB instance)<\/span>\n<span class=\"n\">header_obj<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span><span class=\"s2\">\"Authorization\"<\/span><span class=\"p\">:<\/span><span class=\"s2\">\"Basic XXX\"<\/span><span class=\"p\">,<\/span><span class=\"s2\">\"Content-Type\"<\/span><span class=\"p\">:<\/span><span class=\"s2\">\"application\/json; charset=UTF-8\"<\/span><span class=\"p\">,<\/span><span class=\"s2\">\"User-Agent\"<\/span><span class=\"p\">:<\/span><span class=\"s2\">\"PostmanRuntime\/7.29.0\"<\/span><span class=\"p\">}<\/span>\n\n<span class=\"c1\">#Construct the base URL based on your GridDB cluster you'd like to connect to (ensure that you replace the placeholders in the URL below with the correct values that correspond to your GridDB instance)<\/span>\n<span class=\"n\">base_url<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">'https:\/\/[host]:[port]\/griddb\/v2\/[clustername]\/dbs\/[database_name]\/'<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=3f448369-93e0-42f6-9e1f-cb9a8b15ff7e\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Running-the-Request-to-create-a-GridDB-container\">Running the Request to create a GridDB container<a class=\"anchor-link\" href=\"#Running-the-Request-to-create-a-GridDB-container\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=ce99ff92-4a86-4c52-883a-450fef4d3eb3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Set up the GridDB WebAPI URL<\/span>\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'containers'<\/span>\n\n<span class=\"c1\">#Invoke the GridDB WebAPI with the headers and the request body (constructed in the earlier step)<\/span>\n<span class=\"n\">x<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">json<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_obj1<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span> <span class=\"o\">=<\/span> <span class=\"n\">header_obj<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=8837d3ca-208f-4aef-82f1-9b1244d04752\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Loading-the-Container-with-Data-(Row-Registration)\">Loading the Container with Data (Row Registration)<a class=\"anchor-link\" href=\"#Loading-the-Container-with-Data-(Row-Registration)\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=b7dd5bdb-d257-49f4-bc2a-3ab14458331b\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The process of loading data into a container is also known as <b> 'Row Registration' <\/b>. To read more about it, refer to the GridDB resource <a href=\"http:\/\/www.toshiba-sol.co.jp\/en\/pro\/griddb\/docs-en\/v4_3\/GridDB_Web_API_Reference.html#%E3%83%AD%E3%82%A6%E7%99%BB%E9%8C%B2\"> here<\/a>. We use the 'to_json' function in the Pandas library to construct the JSON structure required for row registration.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=1449fac1-f918-4287-9e34-a908671a2001\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Step 1: Convert the DataFrame to a JSON format with column names (key-value pairs)<\/span>\n<span class=\"n\">Alzheimer_subset_json<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Alzheimer_subset<\/span><span class=\"o\">.<\/span><span class=\"n\">to_json<\/span><span class=\"p\">(<\/span><span class=\"n\">orient<\/span><span class=\"o\">=<\/span><span class=\"s1\">'values'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Parse the JSON string into a Python list of dictionaries<\/span>\n<span class=\"n\">request_body_Alzheimer_Data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Alzheimer_subset_json<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=23fb510b-01f2-4f1b-b364-0b170929f933\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Setup the URL to be used to invoke the GridDB WebAPI to register rows in the container created previously<\/span>\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'containers\/Alzheimer_Analysis\/rows'<\/span>\n\n<span class=\"c1\">#Invoke the GridDB WebAPI using the request constructed<\/span>\n<span class=\"n\">x<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">put<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body_Alzheimer_Data<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=22f006d8-e8dd-417a-b101-040330171f1a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Mental-Distress-by-State\">Mental Distress by State<a class=\"anchor-link\" href=\"#Mental-Distress-by-State\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=e80837f8-6384-4806-b9ad-673e28fc5539\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h3 id=\"Top-10-locations-with-the-highest-percentages-of-frequent-mental-distress-recorded.\">Top 10 locations with the highest percentages of frequent mental distress recorded.<a class=\"anchor-link\" href=\"#Top-10-locations-with-the-highest-percentages-of-frequent-mental-distress-recorded.\">\u00b6<\/a><\/h3>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=6aa0f575-819e-4c5d-937f-35318aecc7b4\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The query below fetches the top 10 locations based on the highest percentage of frequent mental distress records in the Alzheimer_Analysis table, calculating the percentage as a fraction of the total number of records for each location.\nAs you can see, GridDB supports CASE WHEN statements, string matching and aggregate functions. Refer to this <a href=\"https:\/\/griddb.org\/docs-en\/manuals\/GridDB_SQL_Reference.html#sql-commands-supported-by-griddb\"> official GridDB resource <\/a> to know more.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=8c335db4-42bc-4aa3-99fd-b8c4515aeec3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[7]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">sql_query1<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">                SELECT LocationDesc, Geolocation,<\/span>\n<span class=\"s2\">                       (COUNT(CASE<\/span>\n<span class=\"s2\">                       WHEN LOWER(Topic) LIKE '%distress%' THEN 1<\/span>\n<span class=\"s2\">                       END<\/span>\n<span class=\"s2\">                             ) * 100.0 \/ COUNT(*)<\/span>\n<span class=\"s2\">                       ) AS Percentage_Frequent_Mental_Distress<\/span>\n<span class=\"s2\">                FROM Alzheimer_Analysis<\/span>\n<span class=\"s2\">                GROUP BY LocationDesc, Geolocation<\/span>\n<span class=\"s2\">                ORDER BY Percentage_Frequent_Mental_Distress DESC<\/span>\n<span class=\"s2\">                LIMIT 10;<\/span>\n<span class=\"s2\">        \"\"\"<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=3944f40e-69f6-4eed-b976-0dcd7ee6bd78\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[8]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Setup the URL to be used to invoke the GridDB WebAPI to retrieve data from the container<\/span>\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'sql'<\/span>\n\n<span class=\"c1\"># Construct the request body<\/span>\n<span class=\"n\">request_body<\/span> <span class=\"o\">=<\/span> <span class=\"n\">json<\/span><span class=\"o\">.<\/span><span class=\"n\">dumps<\/span><span class=\"p\">([<\/span>\n    <span class=\"p\">{<\/span>\n        <span class=\"s2\">\"type\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"sql-select\"<\/span><span class=\"p\">,<\/span>\n        <span class=\"s2\">\"stmt\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">sql_query1<\/span>\n    <span class=\"p\">}<\/span>\n<span class=\"p\">])<\/span>\n\n<span class=\"c1\"># Validate the constructed request body<\/span>\n<span class=\"c1\">#print(request_body)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=1c5efa3d-2923-4c90-817b-a87a91d87d59\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[9]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Invoke the GridDB WebAPI<\/span>\n<span class=\"n\">data_req1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=7d18270e-bf02-49ff-874f-5857b576295c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[10]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Process the response received and construct a Pandas dataframe with the data from the response<\/span>\n<span class=\"n\">myJson<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_req1<\/span><span class=\"o\">.<\/span><span class=\"n\">json<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">Mental_Distress_by_state<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">(<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"results\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">][<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">][<\/span><span class=\"mi\">1<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">],<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">][<\/span><span class=\"mi\">2<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">]])<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=f91fb769-513b-4187-8ac4-107d4a7f024d\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[11]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Ensure the Geolocation column is of type string and handle NaN values<\/span>\n<span class=\"n\">Mental_Distress_by_state<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Geolocation'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Mental_Distress_by_state<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Geolocation'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">astype<\/span><span class=\"p\">(<\/span><span class=\"nb\">str<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Extract latitude and longitude from Geolocation column<\/span>\n<span class=\"n\">Mental_Distress_by_state<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Longitude'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Mental_Distress_by_state<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Geolocation'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span>\n    <span class=\"k\">lambda<\/span> <span class=\"n\">x<\/span><span class=\"p\">:<\/span> <span class=\"nb\">float<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"o\">.<\/span><span class=\"n\">split<\/span><span class=\"p\">(<\/span><span class=\"s1\">' '<\/span><span class=\"p\">)[<\/span><span class=\"mi\">1<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">strip<\/span><span class=\"p\">(<\/span><span class=\"s1\">'()'<\/span><span class=\"p\">))<\/span> <span class=\"k\">if<\/span> <span class=\"nb\">isinstance<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"p\">,<\/span> <span class=\"nb\">str<\/span><span class=\"p\">)<\/span> <span class=\"ow\">and<\/span> <span class=\"s1\">'POINT'<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">x<\/span> <span class=\"k\">else<\/span> <span class=\"kc\">None<\/span>\n<span class=\"p\">)<\/span>  <span class=\"c1\"># Longitude<\/span>\n\n<span class=\"n\">Mental_Distress_by_state<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Latitude'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Mental_Distress_by_state<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Geolocation'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span>\n    <span class=\"k\">lambda<\/span> <span class=\"n\">x<\/span><span class=\"p\">:<\/span> <span class=\"nb\">float<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"o\">.<\/span><span class=\"n\">split<\/span><span class=\"p\">(<\/span><span class=\"s1\">' '<\/span><span class=\"p\">)[<\/span><span class=\"mi\">2<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">strip<\/span><span class=\"p\">(<\/span><span class=\"s1\">'()'<\/span><span class=\"p\">))<\/span> <span class=\"k\">if<\/span> <span class=\"nb\">isinstance<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"p\">,<\/span> <span class=\"nb\">str<\/span><span class=\"p\">)<\/span> <span class=\"ow\">and<\/span> <span class=\"s1\">'POINT'<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">x<\/span> <span class=\"k\">else<\/span> <span class=\"kc\">None<\/span>\n<span class=\"p\">)<\/span>  <span class=\"c1\"># Latitude<\/span>\n\n\n<span class=\"c1\"># Create a map centered around the United States<\/span>\n<span class=\"n\">us_latitude<\/span> <span class=\"o\">=<\/span> <span class=\"mf\">37.0902<\/span>  <span class=\"c1\"># Latitude for the U.S. center<\/span>\n<span class=\"n\">us_longitude<\/span> <span class=\"o\">=<\/span> <span class=\"o\">-<\/span><span class=\"mf\">95.7129<\/span>  <span class=\"c1\"># Longitude for the U.S. center<\/span>\n\n<span class=\"c1\"># Create a map centered around the United States, filtering out any NaN values<\/span>\n<span class=\"n\">valid_locations<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Mental_Distress_by_state<\/span><span class=\"o\">.<\/span><span class=\"n\">dropna<\/span><span class=\"p\">(<\/span><span class=\"n\">subset<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Latitude'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Longitude'<\/span><span class=\"p\">])<\/span>\n<span class=\"k\">if<\/span> <span class=\"ow\">not<\/span> <span class=\"n\">valid_locations<\/span><span class=\"o\">.<\/span><span class=\"n\">empty<\/span><span class=\"p\">:<\/span>\n    <span class=\"n\">m<\/span> <span class=\"o\">=<\/span> <span class=\"n\">folium<\/span><span class=\"o\">.<\/span><span class=\"n\">Map<\/span><span class=\"p\">(<\/span><span class=\"n\">location<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"n\">us_latitude<\/span><span class=\"p\">,<\/span> <span class=\"n\">us_longitude<\/span><span class=\"p\">],<\/span> <span class=\"n\">zoom_start<\/span><span class=\"o\">=<\/span><span class=\"mi\">4<\/span><span class=\"p\">)<\/span>  <span class=\"c1\"># Adjust zoom level as needed<\/span>\n\n    <span class=\"c1\"># Add markers to the map<\/span>\n    <span class=\"k\">for<\/span> <span class=\"n\">idx<\/span><span class=\"p\">,<\/span> <span class=\"n\">row<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">valid_locations<\/span><span class=\"o\">.<\/span><span class=\"n\">iterrows<\/span><span class=\"p\">():<\/span>\n        <span class=\"n\">folium<\/span><span class=\"o\">.<\/span><span class=\"n\">Marker<\/span><span class=\"p\">(<\/span>\n            <span class=\"n\">location<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Latitude'<\/span><span class=\"p\">],<\/span> <span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Longitude'<\/span><span class=\"p\">]],<\/span>\n            <span class=\"n\">popup<\/span><span class=\"o\">=<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"<\/span><span class=\"si\">{<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LocationDesc'<\/span><span class=\"p\">]<\/span><span class=\"si\">}<\/span><span class=\"s2\">&lt;br&gt;Percentage: <\/span><span class=\"si\">{<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Percentage_Frequent_Mental_Distress'<\/span><span class=\"p\">]<\/span><span class=\"si\">}<\/span><span class=\"s2\">%\"<\/span><span class=\"p\">,<\/span>\n            <span class=\"n\">tooltip<\/span><span class=\"o\">=<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LocationDesc'<\/span><span class=\"p\">]<\/span>\n        <span class=\"p\">)<\/span><span class=\"o\">.<\/span><span class=\"n\">add_to<\/span><span class=\"p\">(<\/span><span class=\"n\">m<\/span><span class=\"p\">)<\/span>\n\n    <span class=\"c1\"># Display the title above the map<\/span>\n    <span class=\"n\">display<\/span><span class=\"p\">(<\/span><span class=\"n\">Markdown<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"## Mental Distress by State - Geographical Distribution\"<\/span><span class=\"p\">))<\/span>\n\n    <span class=\"c1\"># Display the states with markers<\/span>\n    <span class=\"n\">states_with_markers<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">', '<\/span><span class=\"o\">.<\/span><span class=\"n\">join<\/span><span class=\"p\">(<\/span><span class=\"n\">valid_locations<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LocationDesc'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">tolist<\/span><span class=\"p\">())<\/span>\n    <span class=\"n\">display<\/span><span class=\"p\">(<\/span><span class=\"n\">Markdown<\/span><span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"**Top States with people reporting Frequent Mental Distress:** <\/span><span class=\"si\">{<\/span><span class=\"n\">states_with_markers<\/span><span class=\"si\">}<\/span><span class=\"s2\">\"<\/span><span class=\"p\">))<\/span>\n\n    <span class=\"c1\"># Display the map in Jupyter Notebook directly<\/span>\n    <span class=\"n\">display<\/span><span class=\"p\">(<\/span><span class=\"n\">m<\/span><span class=\"p\">)<\/span>\n<span class=\"k\">else<\/span><span class=\"p\">:<\/span>\n    <span class=\"nb\">print<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"No valid locations to display.\"<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-OutputArea-output\" data-mime-type=\"text\/markdown\" tabindex=\"0\">\n<h2 id=\"Mental-Distress-by-State---Geographical-Distribution\">Mental Distress by State - Geographical Distribution<a class=\"anchor-link\" href=\"#Mental-Distress-by-State---Geographical-Distribution\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-OutputArea-output\" data-mime-type=\"text\/markdown\" tabindex=\"0\">\n<p><strong>Top States with people reporting Frequent Mental Distress:<\/strong> Virgin Islands, Guam, Montana, Massachusetts, West Virginia, North Dakota, South Dakota, Wyoming, New Hampshire, Kentucky<\/p>\n<\/div>\n<\/div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -&gt; Trust Notebook<\/span><iframe allowfullscreen=\"\" mozallowfullscreen=\"\" srcdoc='&lt;!DOCTYPE html&gt;\n&lt;html&gt;\n&lt;head&gt;\n    \n    &lt;meta http-equiv=\"content-type\" content=\"text\/html; 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L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_75129816e8f97a5f048c0d9d95cd00fc = $(`&lt;div id=\"html_75129816e8f97a5f048c0d9d95cd00fc\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Dakota&lt;br&gt;Percentage: 44.13793103448276%&lt;\/div&gt;`)[0];\n                popup_d6946f1f536438adc3ef08f5b06cca3b.setContent(html_75129816e8f97a5f048c0d9d95cd00fc);\n            \n        \n\n        marker_3e47587e636e7178e3f8efac5d17215f.bindPopup(popup_d6946f1f536438adc3ef08f5b06cca3b)\n        ;\n\n        \n    \n    \n            marker_3e47587e636e7178e3f8efac5d17215f.bindTooltip(\n                `&lt;div&gt;\n                     North Dakota\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var marker_4dec03b67892f6cfc8686a018bdf1987 = L.marker(\n                [44.35313005, -100.3735306],\n                {}\n            ).addTo(map_bbaf270df2c58dee6c45819aaec8643c);\n        \n 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-71.50036092],\n                {}\n            ).addTo(map_bbaf270df2c58dee6c45819aaec8643c);\n        \n    \n        var popup_196511506f9cc831860120b85cbea46d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c02d4d19a413af89e82f680f5a6d1e4c = $(`&lt;div id=\"html_c02d4d19a413af89e82f680f5a6d1e4c\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&lt;br&gt;Percentage: 42.95302013422819%&lt;\/div&gt;`)[0];\n                popup_196511506f9cc831860120b85cbea46d.setContent(html_c02d4d19a413af89e82f680f5a6d1e4c);\n            \n        \n\n        marker_dea5a5261a632de68392718cd73d65a4.bindPopup(popup_196511506f9cc831860120b85cbea46d)\n        ;\n\n        \n    \n    \n            marker_dea5a5261a632de68392718cd73d65a4.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var marker_8e2367d0d5834c62064d6b69d876556c = L.marker(\n                [37.64597027, -84.77497105],\n                {}\n            ).addTo(map_bbaf270df2c58dee6c45819aaec8643c);\n        \n    \n        var popup_13afd82fa8f5e04528949ee5030a26e1 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_089485c3d8944d96ccb3b862d6b65eb8 = $(`&lt;div id=\"html_089485c3d8944d96ccb3b862d6b65eb8\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kentucky&lt;br&gt;Percentage: 42.666666666666664%&lt;\/div&gt;`)[0];\n                popup_13afd82fa8f5e04528949ee5030a26e1.setContent(html_089485c3d8944d96ccb3b862d6b65eb8);\n            \n        \n\n        marker_8e2367d0d5834c62064d6b69d876556c.bindPopup(popup_13afd82fa8f5e04528949ee5030a26e1)\n        ;\n\n        \n    \n    \n            marker_8e2367d0d5834c62064d6b69d876556c.bindTooltip(\n                `&lt;div&gt;\n                     Kentucky\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n&lt;\/script&gt;\n&lt;\/html&gt;' style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" webkitallowfullscreen=\"\"><\/iframe><\/div><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=f5b3f7fc-d2b0-4c22-90c6-444c03d35835\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Cognitive-Decline-by-State\">Cognitive Decline by State<a class=\"anchor-link\" href=\"#Cognitive-Decline-by-State\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=2f1695f3-3b97-4374-8a58-1d1ed7542eef\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>In the query below, we use a subquery or nested query style. The outer query\/main query selects LocationDesc, Geolocation, and Data_Value (renamed as Cognitive_Decline_Percentage) from the Alzheimer_Analysis table, where the Topic is related to \"Cognitive Decline\" and the Data_Value exceeds a certain threshold. The inner query calculates the average of Data_Value for records where either Class or Topic contains \"cognitive decline\". The result of this subquery is then used as the threshold in the outer query. This style is commonly used in relational database queries when we are required to compare values in a dataset against an aggregate function (like an average) or a calculated result. Refer to <a href=\"https:\/\/griddb.org\/docs-en\/manuals\/GridDB_SQL_Reference.html#where\"> this resource <\/a> to learn more.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=28644521-1b1d-4e77-9031-9969c90af13d\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[12]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">sql_query2<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">\t\t\t\tSELECT LocationDesc, Geolocation,Data_Value as Cognitive_Decline_Percentage<\/span>\n<span class=\"s2\">\t\t\t\tFROM Alzheimer_Analysis<\/span>\n<span class=\"s2\">\t\t\t\tWHERE Topic LIKE '%Cognitive Decline%'<\/span>\n<span class=\"s2\">\t\t\t\tAND Data_Value &gt; (<\/span>\n<span class=\"s2\">\t\t\t\t\tSELECT AVG(Data_Value)<\/span>\n<span class=\"s2\">\t\t\t\t\tFROM Alzheimer_Analysis<\/span>\n<span class=\"s2\">\t\t\t\t\tWHERE (LOWER(Class) LIKE '%cognitive decline%'<\/span>\n<span class=\"s2\">                    OR LOWER(Topic) LIKE '%cognitive decline%')<\/span>\n<span class=\"s2\">\t\t\t\t);<\/span>\n<span class=\"s2\">        \"\"\"<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=511b7efa-0112-4846-ae18-fcfa66e5999c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[14]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Setup the URL to be used to invoke the GridDB WebAPI to retrieve data from the container<\/span>\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'sql'<\/span>\n\n<span class=\"c1\"># Construct the request body<\/span>\n<span class=\"n\">request_body<\/span> <span class=\"o\">=<\/span> <span class=\"n\">json<\/span><span class=\"o\">.<\/span><span class=\"n\">dumps<\/span><span class=\"p\">([<\/span>\n    <span class=\"p\">{<\/span>\n        <span class=\"s2\">\"type\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"sql-select\"<\/span><span class=\"p\">,<\/span>\n        <span class=\"s2\">\"stmt\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">sql_query2<\/span>\n    <span class=\"p\">}<\/span>\n<span class=\"p\">])<\/span>\n\n<span class=\"c1\"># Validate the constructed request body<\/span>\n<span class=\"c1\">#print(request_body)<\/span>\n\n<span class=\"c1\">#Invoke the GridDB WebAPI<\/span>\n<span class=\"n\">data_req2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\">#Process the response received and construct a Pandas dataframe with the data from the response<\/span>\n<span class=\"n\">myJson<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_req2<\/span><span class=\"o\">.<\/span><span class=\"n\">json<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">Cognitive_Decline<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">(<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"results\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">][<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">][<\/span><span class=\"mi\">1<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">],<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">][<\/span><span class=\"mi\">2<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">]])<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=876639a2-c141-432a-9307-b06c93a7beb8\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>Since the 'LocationDesc' has both states and broader regions in the US (like West, Northeast, etc.), we create a separate column to map out individual states to broader U.S. regions.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=df2195fe-bfdf-40b8-a192-80e1103be55e\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[15]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Mapping of states and regions<\/span>\n<span class=\"n\">state_to_region<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span>\n    <span class=\"s1\">'Idaho'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Arizona'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Oklahoma'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Tennessee'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'South'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Kentucky'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Wyoming'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Maryland'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'Midwest'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'West'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Arkansas'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Delaware'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Illinois'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Rhode Island'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Connecticut'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Washington'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Pennsylvania'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Texas'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Oregon'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Ohio'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Georgia'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'New Jersey'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'New Mexico'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'New York'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'South Carolina'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'United States, DC &amp; Territories'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'California'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Michigan'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Virginia'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'District of Columbia'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'South Dakota'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Hawaii'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Indiana'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Vermont'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Iowa'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Kansas'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'New Hampshire'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Utah'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Alabama'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Nevada'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Louisiana'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Maine'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Nebraska'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Alaska'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Mississippi'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Wisconsin'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'North Carolina'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'West Virginia'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Florida'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'South'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Missouri'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'North Dakota'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Minnesota'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Midwest'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Colorado'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Montana'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'West'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Massachusetts'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'Northeast'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Puerto Rico'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'Guam'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'U.S. Virgin Islands'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'American Samoa'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'Northern Mariana Islands'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Midway Atoll'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span> \n    <span class=\"s1\">'Baker Island'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'Howland Island'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'Jarvis Island'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'Johnston Atoll'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'Kingman Reef'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'Palmyra Atoll'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'DC &amp; Territories'<\/span>\n<span class=\"p\">}<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=3fa882a9-bb88-4f1c-a9f3-946395d89683\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[16]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Step 1: Create a Region Column in Cognitive_Decline DataFrame<\/span>\n<span class=\"n\">Cognitive_Decline<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Region'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Cognitive_Decline<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LocationDesc'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">map<\/span><span class=\"p\">(<\/span><span class=\"n\">state_to_region<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Step 2: Aggregate the data by Region<\/span>\n<span class=\"n\">region_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Cognitive_Decline<\/span><span class=\"o\">.<\/span><span class=\"n\">groupby<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Region'<\/span><span class=\"p\">)[<\/span><span class=\"s1\">'Cognitive_Decline_Percentage'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">mean<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">reset_index<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Step 3: Extract Data for Plotting<\/span>\n<span class=\"n\">categories<\/span> <span class=\"o\">=<\/span> <span class=\"n\">region_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Region'<\/span><span class=\"p\">]<\/span>\n<span class=\"n\">values<\/span> <span class=\"o\">=<\/span> <span class=\"n\">region_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Cognitive_Decline_Percentage'<\/span><span class=\"p\">]<\/span>\n\n<span class=\"c1\"># Handle NaN values if any<\/span>\n<span class=\"n\">values<\/span> <span class=\"o\">=<\/span> <span class=\"n\">values<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Number of categories<\/span>\n<span class=\"n\">N<\/span> <span class=\"o\">=<\/span> <span class=\"nb\">len<\/span><span class=\"p\">(<\/span><span class=\"n\">categories<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Creating a list of angles for the plot<\/span>\n<span class=\"n\">angles<\/span> <span class=\"o\">=<\/span> <span class=\"n\">np<\/span><span class=\"o\">.<\/span><span class=\"n\">linspace<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">,<\/span> <span class=\"mi\">2<\/span> <span class=\"o\">*<\/span> <span class=\"n\">np<\/span><span class=\"o\">.<\/span><span class=\"n\">pi<\/span><span class=\"p\">,<\/span> <span class=\"n\">N<\/span><span class=\"p\">,<\/span> <span class=\"n\">endpoint<\/span><span class=\"o\">=<\/span><span class=\"kc\">False<\/span><span class=\"p\">)<\/span><span class=\"o\">.<\/span><span class=\"n\">tolist<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">values<\/span> <span class=\"o\">=<\/span> <span class=\"n\">values<\/span><span class=\"o\">.<\/span><span class=\"n\">tolist<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Ensure the plot is circular<\/span>\n<span class=\"n\">angles<\/span> <span class=\"o\">+=<\/span> <span class=\"n\">angles<\/span><span class=\"p\">[:<\/span><span class=\"mi\">1<\/span><span class=\"p\">]<\/span>\n<span class=\"n\">values<\/span> <span class=\"o\">+=<\/span> <span class=\"n\">values<\/span><span class=\"p\">[:<\/span><span class=\"mi\">1<\/span><span class=\"p\">]<\/span>\n\n<span class=\"c1\"># Initializing the radar chart<\/span>\n<span class=\"n\">fig<\/span><span class=\"p\">,<\/span> <span class=\"n\">ax<\/span> <span class=\"o\">=<\/span> <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots<\/span><span class=\"p\">(<\/span><span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"p\">(<\/span><span class=\"mi\">6<\/span><span class=\"p\">,<\/span> <span class=\"mi\">6<\/span><span class=\"p\">),<\/span> <span class=\"n\">subplot_kw<\/span><span class=\"o\">=<\/span><span class=\"nb\">dict<\/span><span class=\"p\">(<\/span><span class=\"n\">polar<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span><span class=\"p\">))<\/span>\n\n<span class=\"c1\"># Plotting the data<\/span>\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">fill<\/span><span class=\"p\">(<\/span><span class=\"n\">angles<\/span><span class=\"p\">,<\/span> <span class=\"n\">values<\/span><span class=\"p\">,<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"s1\">'skyblue'<\/span><span class=\"p\">,<\/span> <span class=\"n\">alpha<\/span><span class=\"o\">=<\/span><span class=\"mf\">0.4<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">(<\/span><span class=\"n\">angles<\/span><span class=\"p\">,<\/span> <span class=\"n\">values<\/span><span class=\"p\">,<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"s1\">'blue'<\/span><span class=\"p\">,<\/span> <span class=\"n\">linewidth<\/span><span class=\"o\">=<\/span><span class=\"mi\">2<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_xticks<\/span><span class=\"p\">(<\/span><span class=\"n\">angles<\/span><span class=\"p\">[:<\/span><span class=\"o\">-<\/span><span class=\"mi\">1<\/span><span class=\"p\">])<\/span>\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_xticklabels<\/span><span class=\"p\">(<\/span><span class=\"n\">categories<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Average Cognitive Decline Percentage by Region'<\/span><span class=\"p\">,<\/span> <span class=\"n\">size<\/span><span class=\"o\">=<\/span><span class=\"mi\">15<\/span><span class=\"p\">,<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"s1\">'darkblue'<\/span><span class=\"p\">,<\/span> <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"mf\">1.1<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img decoding=\"async\" alt=\"No description has been provided for this image\" class=\"\" 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\">\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=e3d46daf-5382-47f7-9f43-846d0268d1a1\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p><b>Insight(s):<\/b> The United States, DC &amp; Territories comprised of Washington D.C (District of Columbia), Puerto Rico, Guam, U.S. Virgin Islands, American Samoa, and Northern Mariana Islands have the highest Cognitive Decline across all regions. The Cognitive Decline percentage is higher than the average cognitive decline across the United States.<\/p>\n<p>Similarly, the Midwest comprising  Illinois, Ohio, Michigan, Indiana, South Dakota, Iowa, Kansas, Nebraska, Wisconsin, Missouri, North Dakota, Minnesota also faces a higher than average cognitive decline.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=51882138-5be5-464d-83bf-d36cce16a410\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>To determine why the DC &amp; territories have a higher than average Cognitive Decline, we analyze the socioeconomic and demographic factors in this region.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=27c23729-75ae-4ec8-be21-1ec868348b7f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Analyzing-the-factors-contributing-to-Cognitive-Decline-(in-DC-and-Union-Territories)\">Analyzing the factors contributing to Cognitive Decline (in DC and Union Territories)<a class=\"anchor-link\" href=\"#Analyzing-the-factors-contributing-to-Cognitive-Decline-(in-DC-and-Union-Territories)\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=84522fd6-f73c-42dd-aead-54db37380df1\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The SQL query below is an example of a <strong>complex join query<\/strong> with <strong>subqueries<\/strong> or <strong>nested queries<\/strong> (also known as <strong>derived tables<\/strong>). In addition, the query uses <code>CASE<\/code> statements to standardize the age group and to filter out irrelevant data, which is useful for grouping similar records.\nThe query also uses <strong>Conditional Filters<\/strong>, <strong>multiple grouping levels<\/strong> and <strong>aggregation functions<\/strong> (like <code>AVG<\/code>). To learn more on JOINS, refer to the <a href=\"https:\/\/griddb.org\/docs-en\/manuals\/GridDB_SQL_Reference.html#join\"> resource here. <\/a><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=91f23e4e-9ff7-4163-82e6-aca65689c45a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[17]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">sql_query3<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"\"\"  <\/span>\n<span class=\"s2\">\t\t\tSELECT<\/span>\n<span class=\"s2\">\t\t\t\tTable_A.LocationDesc,<\/span>\n<span class=\"s2\">\t\t\t\tTable_A.Geolocation,<\/span>\n<span class=\"s2\">\t\t\t\tTable_A.Age_Group,<\/span>\n<span class=\"s2\">\t\t\t\tTable_A.Gender,<\/span>\n<span class=\"s2\">\t\t\t\tTable_B.Race_Ethnicity,<\/span>\n<span class=\"s2\">\t\t\t\tTable_A.Cognitive_Decline_Percentage AS Gender_based_Cognitive_Decline,<\/span>\n<span class=\"s2\">\t\t\t\tTable_B.Cognitive_Decline_Percentage AS Ethnicity_based_Cognitive_Decline<\/span>\n<span class=\"s2\">\t\t\t\tFROM<\/span>\n<span class=\"s2\">\t\t\t\t\t(SELECT <\/span>\n<span class=\"s2\">                    LocationDesc,<\/span>\n<span class=\"s2\">                    Geolocation,<\/span>\n<span class=\"s2\">                    CASE <\/span>\n<span class=\"s2\">                        WHEN Stratification1 = '50-64 years' THEN '50-64 years'<\/span>\n<span class=\"s2\">                        WHEN Stratification1 = '65 years or older' THEN '65 years or older'<\/span>\n<span class=\"s2\">                        ELSE 'Overall'<\/span>\n<span class=\"s2\">                    END AS Age_Group,<\/span>\n<span class=\"s2\">                    (CASE <\/span>\n<span class=\"s2\">                        WHEN StratificationCategory2 = 'Gender' THEN Stratification2 <\/span>\n<span class=\"s2\">                        ELSE NULL<\/span>\n<span class=\"s2\">                    END) AS Gender,<\/span>\n<span class=\"s2\">\t\t\t\t\tAVG(Data_Value) AS Cognitive_Decline_Percentage<\/span>\n<span class=\"s2\">\t\t\t\t\tFROM <\/span>\n<span class=\"s2\">\t\t\t\t\t\tAlzheimer_Analysis<\/span>\n<span class=\"s2\">\t\t\t\t\tWHERE <\/span>\n<span class=\"s2\">\t\t\t\t\t\tStratification1 IN ('50-64 years', '65 years or older')<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAND <\/span>\n<span class=\"s2\">\t\t\t\t\t\tClass LIKE '%Cognitive Decline%'<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAND LocationDesc IN ('District of Columbia', 'Puerto Rico', 'Guam', 'Virgin Islands', 'American Samoa', 'Northern Mariana Islands')<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAND (StratificationCategory2 &lt;&gt; '' AND StratificationCategory2 IS NOT NULL)<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAND StratificationCategory2 = 'Gender'<\/span>\n<span class=\"s2\">\t\t\t\t\tGROUP BY <\/span>\n<span class=\"s2\">\t\t\t\t\t\tLocationDesc,<\/span>\n<span class=\"s2\">\t\t\t\t\t\tGeolocation,<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAge_Group,<\/span>\n<span class=\"s2\">\t\t\t\t\t\tGender<\/span>\n<span class=\"s2\">\t\t\t\t\tORDER BY 5 DESC<\/span>\n<span class=\"s2\">\t\t\t\t\t) Table_A<\/span>\n<span class=\"s2\">\t\t\t\t\tINNER JOIN<\/span>\n<span class=\"s2\">\t\t\t\t\t (SELECT <\/span>\n<span class=\"s2\">\t\t\t\t\t\tLocationDesc,<\/span>\n<span class=\"s2\">\t\t\t\t\t\tGeolocation,<\/span>\n<span class=\"s2\">\t\t\t\t\t\tCASE <\/span>\n<span class=\"s2\">\t\t\t\t\t\t\tWHEN Stratification1 = '50-64 years' THEN '50-64 years'<\/span>\n<span class=\"s2\">\t\t\t\t\t\t\tWHEN Stratification1 = '65 years or older' THEN '65 years or older'<\/span>\n<span class=\"s2\">\t\t\t\t\t\t\tELSE 'Overall'<\/span>\n<span class=\"s2\">\t\t\t\t\t\tEND AS Age_Group,<\/span>\n<span class=\"s2\">\t\t\t\t\t\t(CASE <\/span>\n<span class=\"s2\">\t\t\t\t\t\t\tWHEN StratificationCategory2 = 'Race\/Ethnicity' THEN Stratification2 <\/span>\n<span class=\"s2\">\t\t\t\t\t\tEND) AS Race_Ethnicity,<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAVG(Data_Value) AS Cognitive_Decline_Percentage<\/span>\n<span class=\"s2\">\t\t\t\t\tFROM <\/span>\n<span class=\"s2\">\t\t\t\t\t\tAlzheimer_Analysis<\/span>\n<span class=\"s2\">\t\t\t\t\tWHERE <\/span>\n<span class=\"s2\">\t\t\t\t\t\tStratification1 IN ('50-64 years', '65 years or older')<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAND <\/span>\n<span class=\"s2\">\t\t\t\t\t\tClass LIKE '%Cognitive Decline%'<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAND LocationDesc IN ('District of Columbia', 'Puerto Rico', 'Guam', 'Virgin Islands', 'American Samoa', 'Northern Mariana Islands')<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAND (StratificationCategory2 &lt;&gt; '' AND StratificationCategory2 IS NOT NULL)<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAND StratificationCategory2 = 'Race\/Ethnicity'<\/span>\n<span class=\"s2\">\t\t\t\t\tGROUP BY <\/span>\n<span class=\"s2\">\t\t\t\t\t\tLocationDesc,<\/span>\n<span class=\"s2\">\t\t\t\t\t\tGeolocation,<\/span>\n<span class=\"s2\">\t\t\t\t\t\tAge_Group,<\/span>\n<span class=\"s2\">\t\t\t\t\t\tRace_Ethnicity<\/span>\n<span class=\"s2\">\t\t\t\t\tORDER BY 5 DESC<\/span>\n<span class=\"s2\">\t\t\t\t\t) Table_B<\/span>\n<span class=\"s2\">\t\t\t\t  on Table_A.LocationDesc = Table_B.LocationDesc<\/span>\n<span class=\"s2\">\t\t\t\t\tAND Table_A.Geolocation = Table_B.Geolocation<\/span>\n<span class=\"s2\">\t\t\t\t\tAND Table_A.Age_Group = Table_B.Age_Group           <\/span>\n<span class=\"s2\">\t\t\t\t\"\"\"<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=30545419-7976-474c-a7f0-8ef93e11125f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[18]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Setup the URL to be used to invoke the GridDB WebAPI to retrieve data from the container<\/span>\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'sql'<\/span>\n\n<span class=\"c1\"># Construct the request body<\/span>\n<span class=\"n\">request_body<\/span> <span class=\"o\">=<\/span> <span class=\"n\">json<\/span><span class=\"o\">.<\/span><span class=\"n\">dumps<\/span><span class=\"p\">([<\/span>\n    <span class=\"p\">{<\/span>\n        <span class=\"s2\">\"type\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"sql-select\"<\/span><span class=\"p\">,<\/span>\n        <span class=\"s2\">\"stmt\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">sql_query3<\/span>\n    <span class=\"p\">}<\/span>\n<span class=\"p\">])<\/span>\n\n<span class=\"c1\">#Invoke the GridDB WebAPI<\/span>\n<span class=\"n\">data_req3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=52130ff5-00e8-400e-8268-7f1420fae9e2\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[19]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Process the response received and construct a Pandas dataframe with the data from the response<\/span>\n<span class=\"n\">myJson<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_req3<\/span><span class=\"o\">.<\/span><span class=\"n\">json<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">Cognitive_Decline_Indicators<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">(<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"results\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">][<\/span><span class=\"n\">i<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">i<\/span> <span class=\"ow\">in<\/span> <span class=\"nb\">range<\/span><span class=\"p\">(<\/span><span class=\"mi\">7<\/span><span class=\"p\">)])<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=43d7e9a0-9d78-401b-8c76-5da8d9d0aa54\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>We use the resulting data to determine the Gender based Cognitive Decline and the Ethnicity based Cognitive Decline.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=3e7a954d-c3b6-46dc-882e-bbe1a6adf955\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h3 id=\"Gender-based-Cognitive-Decline\">Gender based Cognitive Decline<a class=\"anchor-link\" href=\"#Gender-based-Cognitive-Decline\">\u00b6<\/a><\/h3>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=da910600-5b13-450a-9db6-b53deab50adb\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[20]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"k\">def<\/span><span class=\"w\"> <\/span><span class=\"nf\">plot_gender_based_cognitive_decline<\/span><span class=\"p\">(<\/span><span class=\"n\">df<\/span><span class=\"p\">):<\/span>\n    <span class=\"c1\"># Pivot the data to make it easier for plotting<\/span>\n    <span class=\"n\">gender_pivot<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Cognitive_Decline_Indicators<\/span><span class=\"o\">.<\/span><span class=\"n\">pivot_table<\/span><span class=\"p\">(<\/span><span class=\"n\">index<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LocationDesc'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Age_Group'<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Gender'<\/span><span class=\"p\">,<\/span> <span class=\"n\">values<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Gender_based_Cognitive_Decline'<\/span><span class=\"p\">)<\/span>\n\n    <span class=\"c1\"># Plotting the stacked bar chart<\/span>\n    <span class=\"n\">ax<\/span> <span class=\"o\">=<\/span> <span class=\"n\">gender_pivot<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">(<\/span><span class=\"n\">kind<\/span><span class=\"o\">=<\/span><span class=\"s1\">'bar'<\/span><span class=\"p\">,<\/span> <span class=\"n\">stacked<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span><span class=\"p\">,<\/span> <span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"p\">(<\/span><span class=\"mi\">10<\/span><span class=\"p\">,<\/span> <span class=\"mi\">6<\/span><span class=\"p\">),<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'#1f77b4'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'#ff7f0e'<\/span><span class=\"p\">])<\/span>\n\n    <span class=\"c1\"># Loop through the bars to add percentage annotations<\/span>\n    <span class=\"k\">for<\/span> <span class=\"n\">container<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">containers<\/span><span class=\"p\">:<\/span>\n        <span class=\"c1\"># Add annotations<\/span>\n        <span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">bar_label<\/span><span class=\"p\">(<\/span><span class=\"n\">container<\/span><span class=\"p\">,<\/span> <span class=\"n\">fmt<\/span><span class=\"o\">=<\/span><span class=\"s1\">'<\/span><span class=\"si\">%.1f%%<\/span><span class=\"s1\">'<\/span><span class=\"p\">,<\/span> <span class=\"n\">label_type<\/span><span class=\"o\">=<\/span><span class=\"s1\">'center'<\/span><span class=\"p\">)<\/span>\n\n    <span class=\"c1\"># Labels and Titles<\/span>\n    <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Gender-Based Cognitive Decline by Location and Age Group'<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">xlabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Location and Age Group'<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">ylabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Cognitive Decline Percentage'<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">xticks<\/span><span class=\"p\">(<\/span><span class=\"n\">rotation<\/span><span class=\"o\">=<\/span><span class=\"mi\">45<\/span><span class=\"p\">,<\/span> <span class=\"n\">ha<\/span><span class=\"o\">=<\/span><span class=\"s1\">'right'<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">legend<\/span><span class=\"p\">(<\/span><span class=\"n\">title<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Gender'<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">tight_layout<\/span><span class=\"p\">()<\/span>\n\n    <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=52b5bf44-e8f1-4910-8648-4efe1e99129b\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[21]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">plot_gender_based_cognitive_decline<\/span><span class=\"p\">(<\/span><span class=\"n\">Cognitive_Decline_Indicators<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img decoding=\"async\" alt=\"No description has been provided for this image\" class=\"\" 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\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IgLFjxwLQsGFDDhw4gJeXF7\/88gtGRkYAlC9fni5dulCtWjXKlCmTY+UWuYtEIOKTS+8kjBw5ktWrVzNo0CD09fUZO3Ys165dIyAggM6dO7Np0ya++uorKlSogK6uLps3b9Y+Q4JnIbJGoVCgVqspWLAgo0aNQq1Ws2\/fPtRqNZMnT2batGn8\/fffNG\/enCFDhmBiYsKRI0eIj4\/H29sbhUIhe56FeE\/p7d3o0aPZsGEDBQsW5NatW7Rq1Yrhw4dTo0YN8uXLx8aNG4mOjubUqVNERkZSvXp1lEql1D0hsklPT4\/evXuj0Wj49ddf0Wg0uLq60r59e7Zs2cKKFSuIioqiS5cu5MmTB09PT8zNzRk9ejQgOT5E1kgSMZEjzp8\/zy+\/\/MKKFSto2LAh27Ztw87OjhkzZjBgwADg5SxYQEAAOjo6\/Pzzz+jo6MjMsxDZkD77lTGRytOnT5k+fTpHjx6ldevWTJgwAYB58+axa9cu4uPjKV68OOvWrUOlUkmSPiE+0JIlS5gyZQo7duygdu3azJ07FxcXF44cOULjxo2JjY3F1taW1NRU8uXLx4YNG6TuCfGBEhMT8fb2ZuDAgbi6umrbOicnJ86dO8f58+cpV64curq6hIaGoqurm6mtFOJdJIAWn8SrCcN27tzJyJEjuXLlijZ4nj17Nv379yc6OprAwEBsbGwyPUNGBYXIuoyd77t375InTx4UCgXFixfn2bNnTJs2jSNHjtC6dWvtvujo6GgMDAzQ0dFBoVDIgJUQH0H\/\/v356quvcHV1xd\/fn\/79++Pm5oaTkxOxsbEYGhqSlpZGamqqZP4V4j28bbBJo9Fol3OPHTtW29bdu3eP0NBQ8uTJQ4sWLdDR0ZE+psgW+XYWn0T6iN7du3cpW7YshQsXpmTJkixevJjRo0drg2eAy5cvs2nTJiwsLDIlDJMvNiGyJj05GICrqytbtmwhNjYWhULBmDFj6Nevn3Zf2L59+4CX52MaGxtneoZ04IXInldnsBISEjh\/\/jxWVlaEhITg4ODArFmzcHR0JDU1lfnz51O1alXatWunbeOk7gmRdRmDZ09PT27fvk14eDg9evSgWrVqDBgwAI1Gw+DBg1EqlYwfP56vv\/6ar7\/+WvsMCZ5Fdsk3tPhkNm\/ezKpVq9i0aROFCxfm\/v37DB48mKlTp2qD54SEBKZOnYqxsTEVK1bM4RILkTuld+CnT5+Oh4cH3t7eqNVqLly4gKOjI3\/99RcTJkxg1KhRKBQKfH19KVWqFA4ODq89QwiRden1Zu7cubRp04aKFSvSsWNHXF1dCQ8PZ9WqVXTv3h2AuLg4goKC0NHRoV27dq89Qwjxz9KD5+HDh+Pl5UXLli25cuUKx48fp2XLlowZM4aBAweiVCoZMmQIcXFxzJw5M9MzJHgW2SUBtPhk1Go1QUFB3L59m6pVq7Jy5UqaN2\/O+fPnWbhwIUWKFGHFihU8efKE8+fPa5MfyR4wIbIvKSmJQ4cOMWLECNq2bQu8PPeydOnS2NvbU6NGDdq3b8+IESMoXbo0vXr1ytkCC\/GZiI+PZ+PGjdy6dQsPDw+aNm1KYGAgJiYm1KhRA4BHjx7Rt29fYmJiGD58eA6XWIjc7eDBg2zYsIF9+\/Zpz02fN28eW7duZcGCBUycOBF7e3vi4+PZtm2b7HUWH0z2QIt\/RcbkRRmXk3bp0oW0tDRWr16NoaEhx48fZ9asWYSGhmJubs5XX32Fl5cXKpVKltQI8Z40Gg3R0dFUq1aNIUOGMGTIENLS0oCXI+2\/\/PILCQkJ+Pn5kTdvXu37pM4J8XFMnTqVHTt2cOTIEfLmzYu\/vz\/e3t4cO3aM0qVLo1KpyJMnD8eOHZP2TogPFBAQgLOzMydOnOCrr77SXp80aRJeXl6cO3eOggULkpqaqs3xIUG0+BAytSf+FekBc2pqaqYZ5ObNm3P\/\/n2ioqKAl+fyrV+\/ntDQUHbt2oWvry8qlUr7JSeEyD6FQoGJiQk\/\/vgjXl5e3Lt3L1N9MjExAcgUPIMsYxMiu9Rq9RuvOzs78+DBA6ZNmwa8HDxeunQpa9euZcCAAUyaNIkTJ05IeyfER5B+3GJCQgIAKSkpwMtl3U+fPuXQoUPAyyNQJXgWH4ME0OJf4+XlRcmSJfHx8eHy5csA2NvbExsby6RJk7T36evrU6BAAfLlywdIAhUhPlT6wqKffvoJU1NTRowYwaNHj9DR0SE5OZmbN29SrFixHC6lELlf+gDxunXrOHz4MElJSQAYGhoyYMAAgoODefz4MQAlS5akXbt2DBgwAGtra23mX2nvhPgw7du3x8TEhP79+5OUlIRKpQIgIiKCkiVLUqRIkUz3S\/AsPpQs4Rb\/mpCQENasWcOpU6eIiYmhU6dO9O7dm7Nnz+Lr68vMmTOxsLDI6WIKkWtlzBGQkJCAvr7+a\/esWbMGb29vLl68SJ06dfj7779JSUmRcy+F+EiioqKoXr06pqamAMyaNYtvvvmGxMREqlSpwtq1a2nbtq3UNSE+wKs5cdLrU\/r2hytXrmBtbY2pqSnOzs4YGxuzdOlSHj9+THBwsKzyEB+VBNDiX3f16lXOnTvHlClTKFGiBA8fPuT58+csXLiQn3\/+WToVQnyg4cOH89VXX9G3b18MDAyAzMfpXL9+ncDAQO7du0fRokUZOnQourq6ctasEB9JXFwcV65cYeHChZw7dw5jY2MGDRrErl27ePz4MZs3byZ\/\/vw5XUwhcqWM7dmGDRuwsrLKtNc53cOHD+nduzcPHjxAqVTy9ddfs23bNskzID46CaDFv+bV0cLHjx8TEhKCr68vW7ZsoUyZMuzbt4+SJUvmYCmFyH0ydiZOnjxJu3bt2LlzJ\/Xq1Xvrfa+SzoQQH8erbd2JEycICQnBzc0NXV1doqOjCQoKombNmnKyhBDZlLEdmz59OsuWLWPr1q1Ur179re8JDw9Ho9FgZmaGQqGQwWLx0UkALT5IWFgYBQoUoESJEu+879VOw+bNm5kxYwazZ8+mcePGMgstxHtYtGgRKSkpxMXF4erqmtPFEeKzFh8fj4GBwVvbq1fbuQcPHnDy5EmmT59OyZIl2b59+6csrhCflWvXruHm5sYvv\/xCq1at3njPmwaoZNBK\/Bvkb5R4bzt37qRq1arMnz+fiIiId96b\/uWVnrH0p59+Ql9fnxUrVgCS0EGI7IqJiWHTpk24uLhw584d4H\/Jw4QQH5evry\/dunXjxo0b2iy+r8rYSVer1ZQsWRJbW1umTp3Kw4cPuX379qcsshCfjTVr1mBtbc2ZM2cwMzMD3tzevSlQluBZ\/Bvkb5V4b3\/++SeGhoYsWrSIKVOmaDONpnvT8R5KpVJ7vWTJkuTJk4fU1NRPUl4hcrNXOwtGRkZ4eXnRpUsXtm\/fzsWLF1EoFG89VkcI8X7i4uJwc3Pj2rVrjB8\/\/p1BdLqMnfZKlSoRHh7O06dPP0VxhfjstG\/fnjJlynD79m0OHz5MamrqP9ZBIf5NEkCLbEv\/wrKwsODXX3\/l4MGDuLu7M3HiRO3Ze8+ePXvrqJ9CoeDChQts27aNQYMGyb4UIf6BWq3WrtJISEjg2bNnAJQpU4b58+dTu3ZtWrZsya1btzINUgkhPpyuri4mJiZUqVKFZ8+e8fvvvxMWFpblDnxQUBBRUVHamTMhxNu9qf0yMTFh8+bNNGnShDVr1rB7927S0tIkiBY5RgJokW3pHfmSJUuyadMmrKys8Pf3x8PDg6FDh1KjRg0WLlz4zvfXqFGDu3fvUq1atU9VbCFyJY1Gox2McnNzo127dlhaWtKvXz927dpFsWLF8PX1xdLSku+++47bt2+jVCqlUyHER6DRaMiTJw9NmzalZ8+eDBw4kIiICKZNm8aVK1dwdXUlLi7ure9Xq9WoVCrOnTtH6dKlP2HJhch9Mu5X3rlzJwsXLmT9+vWcO3cOIyMjNm\/ejKGhIW5ubpmCaCE+NUkiJt5LWloaMTExNGnShHXr1lG5cmUCAgKwsbGhWLFiHDx4kMqVK7\/xvelfkJI4TIisGzduHO7u7vz+++8olUr8\/PzImzcvPXv2xN7envDwcBwcHNi7dy9\/\/vnnG4\/4EEJkXcY2asKECTx69IgVK1bg7++Pu7s7oaGhFC5cmFu3bkl7JsRHNHz4cNauXUvRokVJTk7myZMnzJ07Fzs7O168eEGHDh1ISUnB2dmZTp06yT5n8cnJ3ziRJceOHePmzZvan3V0dMifPz\/m5uY8ffoUjUbDpEmT+Oabb3j8+DHLly9\/a2Kx9C866WwIkTV\/\/PEHW7duxcvLi6FDh+Ls7My6deswNzdn9erVXLp0CTMzM5YsWcLQoUNlqagQH+Dx48fagDh9OWn16tV5+PAhAF26dOHu3bvo6upiYWHB7du3pT0T4iPZtGkT3t7ebN68mbNnzxIQEIC9vT29evXC39+f\/Pnzs23bNqKioggMDJTgWeQI+Vsn\/pGnpycdO3YkKChIu1QtLS0NAFNTU3bt2kWDBg0wNDTk8uXLbNu2jQULFrBu3bqcLLYQnw19fX2io6NJTEwEXq7iKFOmDJMmTeLGjRsEBQUBYG5uzpw5c9DR0dHWUSFE1q1duxYXFxfOnDkD\/G\/At3r16qjVah4\/fky1atUoW7YsEydOJC4ujv79+3P\/\/v2cLLYQn407d+5QvXp16tevj66uLuXLl2fEiBE4Ojoye\/Zs\/vrrL0xMTDhz5gweHh45XVzxhZIAWrxTQEAAQ4YMwd3dnb59+5IvXz7g5Qw0QNOmTZk5cyaGhoZs2rQJgDZt2nD06FEGDRqUY+UW4nOjUqm4fPky8HJpqVqtplSpUtSqVUt7jFVG6XVUCJE13t7eODg40KhRIypWrPja69euXaNixYoULFiQgIAABg4cSOfOnalcuTIlS5bMgRIL8fkxNDTk2rVrmVYxFixYkGbNmnHv3j0SEhIAMDAwkMFikWMk\/bF4p8OHD+Pk5ESXLl24ceMGmzZtIjQ0lCZNmtCoUSPatm3LokWL6NSpE0WKFAFezo41bNgQgNTUVMmyLcQHKlasGGPHjsXBwQFzc3N69+4NQGJiIhERETRu3DiHSyhE7nb79m3mzZvHihUr6N69O5GRkVy8eJHY2Fjq1KnD119\/Tffu3bl69SpLly7FxMQEgP79+2da7i3LSYX4MNWrV8fU1BRPT08cHBwoWrQo8PLUicKFCxMfH5\/pfhksFjlBkoiJt0pJSaFevXrY29vzyy+\/ULVqVRo0aEBkZCRxcXGkpaWxcOFC6tatm9NFFeKL4ObmxtixY+ncuTPGxsbcvXuXv\/\/+m9DQUBmoEuIDhIWF8fPPPxMcHMzt27fp378\/z549IzY2FkNDQwICArCwsCAqKkobPGcMmCWJmBAfz9ixYwkICODHH3+kY8eOFChQgKFDhxIfH8+RI0dkoErkOAmgxTsNHjwYXV1ddHV1iY6OZv78+eTNm5cTJ04wd+5cDA0NWbZsGXnz5s3pogqRa2XsiCckJKCvr\/\/We3fv3o2fnx8JCQkUL16cefPmoaurS1pamozEC\/Ge9u\/fT\/\/+\/QkNDaVTp07Url2bLl26oNFoGDNmDJcvX+b69esYGRnldFGFyNVeXamR8eeM\/z1lyhQCAwM5evQolpaWGBgYcPToUVQqlaz2EDlOAmjxTvPnz2fWrFkUK1YMW1tbRowYoX3Nw8ODsWPHcu3aNe3ybSFE9mTsCCxdupSEhARsbW0pXrz4a\/emz3K9ujVCtkoI8WHi4+Np1KgRlStX5uHDhyxbtky7Dzo6OhorKyvat2\/PlClTcrikQuReGdu7I0eOYGVlhUqlynRPxsHgFy9ecOvWLfLkyUOVKlVQKpXS3on\/BBm+Ee80ZMgQmjdvzoULF7h48SLPnj3TvlazZk0qVaoky9aE+ADpnYkRI0Ywfvx4TE1NtUfnpEsf50yvaxlnmjUajXQmhPhAenp6tG\/fnrNnz3LlyhXtOeqpqakYGBhQokQJZL5BiPen0Wi07Z2rqyv9+\/fHy8vrtXqlo6OjvZY\/f37q1KlD1apVUSqVqNVqae\/Ef4L8LRRvpNFoSE1NRaVS4eHhQUpKCuvWraN8+fJYW1tjZmbGxIkTMTY2xtTUNKeLK0SutmzZMtauXcvevXupUaMG8HKkPjIyksKFC6NQKDLtscw4aCUDWEJ8mPROef\/+\/bl16xZr167FycmJNWvWaDvrqampFChQIIdLKkTuld5WjR07lmXLlrF161YqVqz4xjbsbe2aLNsW\/xWyhFu8JuNs16lTpyhatChlypRh0KBBBAUFcePGDapUqYKOjg4nTpyQ\/ShCZNOr9WX06NHcv38fPz8\/bt26xbFjx3B3d0etVvPbb79hZ2eXg6UV4vOWPjiVlJREWloaI0eOZOvWrRQuXJhGjRpx7tw5YmJiOH\/+vMx+CZFNGdu7O3fu0KlTJ2bNmsUPP\/xAZGQkf\/31F1u2bKFFixZUr179nTlAhPivkAD6C5eYmIharcbAwEB7LX1\/ydatW\/npp5\/YuXMnrVu3BuDWrVs8evSIvHnz8u2338p+FCE+wPz58ylVqhTnz58nMDCQevXqERwczFdffYWZmRkKhYKAgACCg4PfuCdaCPF+1Gq1dmWHUqlk69atuLu7s3nzZgDOnj2Lt7c3Ojo6FCxYkJkzZ0qyPiGyKePKqbCwMEqXLk2JEiXw8fGhdOnSLFmyhFOnTpGQkEB4eDh79+6VYxlFriBRzxfMz88Pf39\/rl27RosWLbCysqJr167o6upy4MABfvrpJ5YuXUrr1q21I4jly5enfPny2mfIfhQhsi7jSPyKFSuYOnUqp06donz58jx\/\/pzg4GB+\/vlnfvjhB7755hsCAgK4dOkS+fLly+GSC5G7nTx5kjt37qDRaGjUqBHm5ubAy5VW69evp1+\/fsyePRtjY2MAmjVrRrNmzTI9QwaLhci6jMHziBEj8PHx4fTp03Tv3p2ePXuSkpJCnz59cHNzo127dtSpU4f9+\/dLAC1yBWkJvlDr16\/HwcGB33\/\/nSpVqhAWFsaIESO4fPkyU6dOJS0tjfXr19OlSxfg7ftOZNm2EFmXXl9OnTrFo0ePmDFjBuXKlQNezkYnJydrg+WUlBRWrVpF\/vz5tZ16IUT2rVy5kpEjR1K8eHESExN59OgR8+bNw8bGBkNDQ4YOHcqUKVPo16+f9j1vOtdZgmchsi69\/ly8eJE\/\/\/yTLVu2UKpUKdzc3OjWrRt6enrUqVMHeDk4pa+vT4kSJXKyyEJkmbQGX6Dk5GQCAgIYPnw4Y8eOBeDRo0ds3ryZkSNHoqOjw6RJk4A3dyKEEO9Ho9Fw\/fp1rKysAJg3b572NZVKhUqlIiYmhr1797Jq1SrCw8MJCQlBoVBIngEh3sPFixe1SYtat25NfHw87u7u\/Prrrzx48IApU6Zw\/fp1TExMMr1P2j0hPtyGDRtYuHAhCoUCCwsLNBoNxsbG2jYwPj6eu3fvMnr0aGJiYujbt28Ol1iIrJHe2BdIo9Fw7dq1TEdSlShRgt69ezNr1iw8PDxwd3cHpBMhxMekUCioXLkyO3bsQKFQEBQUxMOHDzPdExUVxdGjRylVqhTnzp1DpVKRmpoqwbMQ7yE+Ph4TExPq1KmDgYEBpqamjBs3jkWLFjF9+nRmzpyJiYnJa0fHCSE+3JMnT4iPj+fq1as8ffpUm3cAXp73vHfvXoYNG0ZMTAxnzpzR5hkQ4r9Okoh9oUaNGkVoaChLliyhbNmy2ut\/\/\/03kyZN4v79+6xfvx5DQ8McLKUQudu7Zo23bNlCp06dGDJkCGPGjMl0HNyLFy8wMTFBoVBI0iIhPkBgYCAtW7bkxo0blCtXjuTkZPT09ACYM2cOI0aM4Ny5c1SvXj1nCypELve2FYtr165lxowZlC5dmnnz5lGuXDntvXfu3OHWrVs0b94cHR0dyTMgcg0JoL8Q58+fx9LSEpVKBcCuXbvo378\/\/fr149dff6VgwYLae7dv385PP\/1EWFgYFStWzKkiC5GrZQye\/f39iYiIIDExkV69elGwYEF0dXXx9\/ena9euDB06lNGjR792prpsoRAi+6KiojItyW7evDlpaWls3LiRQoUKkZKSom0LmzdvTvny5VmyZAkgq66EeB8Z27s\/\/\/wThUKBgYEBhQoVAl7mIfDx8cHMzIypU6dmmrhJJ4PFIjeRNYFfAHd3d2rXrs3du3e119q0aYOLiwuTJk1i6dKlmZaRfv3111haWsoooBAfIL0zMWrUKAYNGsTevXtZuHAhnTp1Ys+ePSQnJ9OlSxfWr1\/PwoULGTVqFC9evMj0DOnMC5E9Xl5ejB07lri4OO01R0dHEhMTcXFx4dmzZ6hUKu0y0fz585OUlIRCoZD6JsR7yBg8T5gwgS5dulC9enUGDhyIr68vAH369MHOzo6IiAhcXV25cePGa8+R4FnkJhIhfeaWLVvG0KFDWb9+\/WuzyUOGDCEpKYkZM2Zw8+ZNmjVrRsWKFfn999\/R19fXHvMhhHg\/ixYtws\/Pjz179lCzZk0CAgKwsbEhJSUFtVpN69at6dKlCwkJCaxYseK1REZCiKxbvnw5jo6ObNu2LdPRbx07duTevXts2rQJBwcHli1bRpEiRUhJSeHJkyfS1gnxAdKD5\/Hjx+Pu7s6qVaswNjZm9uzZjBkzhtjYWBwdHenbty8KhYJ58+axdu1abbJaIXIjWcL9GfPy8qJv374EBATQtm1bwsPDuXPnDvfu3aNixYra4wPWrFnDtm3b2Lt3LxUrVsTIyIjAwEBUKpVk\/hXiPcXExODm5oa5uTn9+vVj8+bN9OnTh3HjxrF27VoSEhKYOnUqP\/74I3ny5NG+T+qcENnn6elJv3792LRpEx06dCAhIQE9PT0iIyMpUqQIarWa1atX4+npSWhoKHXr1iUyMpLk5GQuXrwoK66E+ABBQUEMGjQIDw8PrKysOHToEG3btqV+\/frcu3ePMWPG4ODgALzcJtimTRuZcRa5mgTQn6lnz57RvHlzIiIiePToEXfv3qV9+\/bo6elx6dIlKlWqRM2aNVm9ejUAsbGxREZGAlCyZEmUSqUkcxAiG17dr6xWqzl9+jRly5YlMjKSjh074uTkhLOzM4cOHaJVq1ZUqFCBJUuW8N1338l+ZyHe0549e2jTpg1TpkxhzJgx3L59Gzc3N8LCwkhKSqJr166MHj0agPDwcDZt2kRkZCRGRkY4Ozujq6sr7Z0QH+DJkycsWrSI33\/\/naCgIOzs7Jg2bRrff\/891tbWREZGMmzYMFxcXLTvkT3PIjeTAPozpVarOXPmDD169CBv3rza5aIODg7kz5+fjRs34u7uTrdu3bRnQb\/6fpkFEyJrXq0vSUlJ5MmTRxsU+\/j44O7uzpYtWzAzM2PLli1s27YNIyMjFixYIJ0IIT7AhQsXsLa2pm3btjRu3JiRI0fSokULihcvjkqlYvLkyfTv35\/Fixe\/8f3SkRci697WP4yPj0dfX5+uXbtStmxZJk+ejI6ODra2tty6dQtLS0u8vb1loFh8FmS49TOlVCqpV68ea9eupV+\/flSuXJkJEyaQN29elEol\/fr14\/DhwwQHB79x5F2CZyGyJmNnYtGiRYSEhHDz5k3s7Oxo3bo15ubmPHv2jOfPn\/Po0SP09PTw9vamfv362lkx6cAL8X7UajU1atRg69at2Nra4uvry+DBgxk\/frx2a0T16tWxsbGhQ4cO\/PDDD689Q+qeEFmTsb07c+YMERERlCpVCjMzM4oWLUpsbCxhYWGUK1cOHR0dYmNjUSgUjBgxAltbW+050BJEi9xOAujPXO3atVmzZg3JyckYGBgALzvrenp6fPXVV9y\/f1+WrQnxAdI7E6NHj2bNmjX06dOHb7\/9lkGDBhEWFsaCBQv4+eefWbBgAR06dECpVFKgQAE2b96sfYZ04IV4P0qlErVaTZ06ddi8eTPz58\/n559\/zpRXoFq1ahQsWFC7TUkI8X4yni6xZcsWNBoNRYoUQaVSsWjRIiwtLWnWrBkHDhwgJSWFkJAQYmJi6Ny5MwqFQlY3is+GRE6fOYVCwTfffJPpC0tHR4f4+HguX75MgwYNcrB0QnwegoOD2bRpE1u2bKFu3bqcP38ehUJBgwYN0NPTo0iRIpw+fZq9e\/eiVCqxtbWVfZdCfCTpQXSNGjVYsGAB+fPnB\/6XlyAxMZFSpUpRvHjxnC2oEJ8BDw8PvLy82LJlC1ZWVowePZr58+fz8OFDLC0tsbOzIzU1lWPHjlGyZEn27duHjo6OBM\/isyJ7oL8wycnJ\/PnnnwwePJi\/\/\/6b06dPSwdeiGx6tSNw+PBhXF1dOX78OP7+\/jg4ODBr1iwcHR2Jjo7m4sWLNGrUKNMzZNm2EP8ujUZDYmIinTp1Iikpif3790sHXoj3pFargZdnOpctW5bff\/+dHTt28MsvvzBnzhz69u1LQkICCoWCvHnzkpycjEqlQqFQyGCx+OxIS\/IF0Wg0+Pv7M3jwYF68eEFwcDC6urqkpaXldNGEyFXSO+GxsbEAJCQk8OjRI1auXEm\/fv2YOXMmjo6OAJw8eZJZs2Zx7969TM+Q4FmIf09ycjLr1q2jRYsW\/PXXX+zZs0c7Uy2EyJqM9UWpVKJUKomKiqJChQrs3buXbt26MXPmTPr27Utqairr1q0jICCA5ORk9PT0tHueJXgWnxsJoL8gCoWCH374gT59+nDs2DFUKhWpqanSkRfiPfj6+lKtWjUSExP57rvvqFKlCo6OjgwZMgQnJycAEhMTcXd3R19fn1KlSuVwiYX4ckRFRZGUlESlSpU4e\/astr2TGWghsi69vqxZs4aQkBAAjI2NcXZ2xtbWlnnz5mkHi58\/f866dev466+\/0NPT0z5DEoaJz5Es4f6CvJr5UJaQCvH+goKCcHFxYeHChdSvX5+1a9fi4eFBamoqw4YNIzo6Gn9\/f\/766y8uXLiArq6u7AET4hNKP04OpL0T4n1oNBqSk5MpVaoUP\/\/8M\/PnzycmJoYff\/yRBw8ecObMGVQqFcnJyfTu3ZsXL15w7NgxmXEWnz0JoHOhjIGwHAcgxL\/vTfUsLi6O7777jsqVK+Pj4wPAtm3b2Lx5Mzt27KBq1aqUKlUKT09PVCqVdOCFEELkKumDvmvWrGHu3LmsXr2aatWqERISQo8ePYiJidEmykxLS+PEiRPS3okvggTQucyrM1hv+5KSwFqIjy82NhZDQ0Ptz4cPH6Z37954eXnRtGlT7fWIiAgKFy6MUqmUBCpCvKd3rdiQNk6Ij+9t9erSpUt069YNFxcXevXqpb2+Zs0aUlJSKFKkCK1bt0ZHR0faO\/FFkAA6F8nYmfDw8ODkyZPExMTQsWNHevbsqb0v4xdgREQExYoVy5HyCvE5mTNnDgEBAbRs2ZJhw4ahr69PZGQk1tbWdOrUid9++007oJWxrkpHX4jsy1iHtm\/fzp07dyhcuDCVK1emVq1awMu6pdFosjSoLITIuo0bN6Kjo4ONjY322qhRo9iwYQMhISEUKlToje+T+ie+FLIZLxdIH+PIeID91KlTMTExoUqVKvTu3ZsZM2aQlJQE\/C9hw8SJExk3bhzJycnIOIkQH6Zly5ZUrVqVbdu2UblyZaZOnUpiYiIODg5MnTqVR48eaTsOGTv0EjwLkX3pdWj48OE4Ojri5+fH9OnTadWqFWvWrAFe1q30++bNm0dkZKR03oX4QLdu3cLT05Off\/6Zbt26sXTpUgD69u1L6dKlOXjwIMAbT3CR+ie+FBJA\/8eln6mXbv369fj7+7NlyxYWL15M48aNARg9ejRjx47VBtEAKpWKdevW8eDBA+nEC\/EB1Go1VapUYdGiRRw9ehR7e3uCg4OpXLkyx48fByAgIEB7rxDiw23ZsgVvb282b97M6dOn2b59O46Ojtjb27N+\/XrtfRcvXmThwoXMnDkzB0srxOehfPny2jqn0WhYvnw5VapU4eTJk0RERLBt2zZAgmXxZZMl3P9hDg4OWFlZYW9vj0ajISUlhTVr1pCcnMyAAQPYtWuX9gB7XV1devfuzZQpUxgyZAgGBgbAywPvGzduTI8ePXL40wiRe2QlW3ZsbCxBQUEsXbqU4OBgypQpw+nTpz9RCYX4\/M2ePZvdu3dz6NAh7bUXL14wceJEjh07xs6dOylWrBhpaWnMmDGD4OBgtm\/fnoMlFiJ3S99ylN4GJiQkkJCQwO+\/\/87z58\/Zs2cPMTExbN26lfbt2+d0cYXIMTID\/R+l0WgoV64c3bt3ByAlJQU9PT1+\/PFHfvzxRyIiInB1dcXV1RUHBwfq1KmDsbExY8eOxdPTUzsLNnbsWAmehcgib29vQkND3xk8p4855suXjzZt2uDn58fu3bv5+++\/WbFixacqqhCflYwrN9LrmJGRETdu3ODhw4fa1\/Lnz8\/333\/PvXv3iI6OBl7OhA0ZMoRq1ap92kILkYvdvXuXhISETNfSVysqlUo0Gg36+voULFgQDw8Ppk+fjre3N+bm5tpl3DIHJ75UEkD\/B6nVahQKBaNHj0alUrFq1SomT55MdHQ0JUqUwNzcnIiICJKTk2nZsiUA+vr69OjRgwMHDuDo6KgNAL7++mtAvuSE+CcrV67E3t6eR48evfO+9A5G+r+NjIyoUqUKNWrU4P79+\/96OYX43GRc8bFjxw6CgoJITk6mZs2aFClSBE9PT8LDw7X3m5ubU7RoUW3nPzU1FQMDAyZPngxIeyfEP1m8eDFdunTh+fPnb70n43Gp8LI\/2bFjR+bPn4+npye3bt2S7YHiiyV55v+DXp39Onr0KJcuXcLIyIgBAwZgaGiIRqPh6tWrHD58mKSkJMaNG4dGo6FZs2YArx0jIF9yQrzdsmXLGDhwIP7+\/rRp0+aN97wrm7a+vj5paWlcuXKFtLQ07fFVQoh3y5hFe8SIEaxfv54JEyZQtWpV6tSpQ8eOHdmwYQPPnz+nQ4cOmJqa4uLiQsGCBbG0tAR47cgcqXtCvN3y5csZMmQIvr6+FC9ePNNrb9q+9GogXbNmTcqUKcOLFy8+SXmF+C+SAPo\/5k1fXl5eXjg7O7Nx40bS0tIYMGAANWrUYPr06Tg7O1O2bFny58\/PyZMngZdfcnIGnxBZs23bNpycnDh48CBNmzbl5s2b7Ny5k5CQEOrWrUuNGjVo3LgxCoXirUF0SEgIf\/75J97e3pJYRYhsSK9PixcvZs2aNQQEBFCzZk309PQAGDduHHny5GH\/\/v0sWLAAS0tL8uXLR1BQEEqlMkv5CoQQL3l6ejJo0CA2bdpEhw4diIyM5PHjx8THx\/P1119TqFCht7Zz6dfWrVtHWFgYZmZmn7r4QvxnSBKx\/5CMs8ZhYWEYGhqiVqspU6YMarWawYMHExwczE8\/\/cSgQYMwNDTk6tWrJCUlUa1aNZRKpRxgL0Q2JCYmMnfuXMaPH4+Pjw8\/\/PADDRo04KuvvkKtVvPkyRNMTEwYPHgwXbt2fetz4uPjiY+Px9TU9BOWXojc6dq1a1SuXDnTtU6dOlGmTJlMmbRTUlJQqVTAyxMprl69Sp48ebCwsJD2Tohs0Gg03LlzhwoVKtCtWzd8fX25fv06Tk5OPHr0iJiYGHR0dPDz86Nx48bvHJgKCgoif\/78knNAfNFk2PY\/wM3NjRMnTmg7AsOHD6dNmzbUrVuXFi1aMHPmTJRKJQsXLqRu3bps2bKFJUuW8OLFCywsLKhRo4Z2JF46E0JkXd68eenduzeTJ0\/GwcGBUqVKYWtry6ZNmzhy5Ajr1q3DzMwMPz8\/YmNj3\/gMjUaDgYGBBM9CZEGXLl3w9PTMdC0hIYFbt25hYmIC\/O98WZVKRWJiIiEhIejo6FCrVi2qVKki7Z0Q2aRQKChXrhwTJkxg+\/btjBo1Cmtra7755huWLl2Kv78\/P\/zwAy1btuTKlSvvXNXx3XffSfAsvngyA53DTp8+jZOTEyVKlGDKlCk8e\/aM7t274+npSVJSEteuXWPs2LE4Ozsza9Ys1Go1zs7O7Nixg8mTJ2uzdAshsi44OJjU1FQaNmwIwOPHj1m1ahV3795l\/PjxlChRQrtczdfXl549e3Lz5k3Kli2bk8UWIte7fPkyFStWRE9Pj\/DwcO0y0O7du3P27FlCQkK0q6+USiU3btzA3d0dJycnKlWqlMOlFyL3iYyMpFChQtqfJ0+ezPjx43FycmLBggXagajnz5\/TsmVL6taty4IFC1AoFJJPQIi3kBnoHFa3bl3GjRtHcnIykydPZsOGDfTt25cWLVpgbW3NiBEj8PX1Zc6cOXh5eaFUKlmwYAHOzs5069Ytp4svRK6zatUqOnXqxN27d3ny5AkARYoUoVevXri4uPDVV1+hUCi0s2B58uTh22+\/zdQBEUJkn0ajwdLSEj09PZYsWULv3r05deoUAIMHD0ZfX5+ffvqJ6OhoNBoNUVFR\/Pbbb1y6dIkKFSrkcOmFyH38\/Pzo2rUrV69e1V5zdXVlw4YNtG3bNtMqDiMjI1QqFSqVShJhCvEPJIDOQennXnbo0IF+\/foRHx\/Ppk2biIuLy3RP586d6dWrF7t37yY+Ph6lUsnQoUPR0dHRdvKFEP9sx44dDB06lBkzZtCjRw8KFy6sfc3MzIzy5ctrf9bR0SE5OZk1a9ZQunRp7fJSIcT7ydghr1q1KtevX2fBggWEhoZSp04dxo8fz\/PnzylTpgwNGjTgu+++46+\/\/mL\/\/v3aZdtCiKzx9vamX79+dO7cGWNjY+B\/\/c7OnTvz448\/Zro\/JiYGlUpFxYoVP3lZhchtZAl3DknPcpiWlqbN2rtt2zbc3NwIDw9n\/fr1NGjQQHu\/i4sL586d4\/DhwzlVZCFyrfTloE5OTuTLl4\/Zs2dz+\/ZtPD09efLkCcbGxkyfPl2bsCguLo7z588zdepU\/vrrL86fP4+uru47j7ISQrxZaGgojx8\/JiYmhp9++kl7\/fTp0\/zyyy9Uq1aNCRMmYGlpSWRkJL6+viQmJlKgQAEcHBzQ0dGRhGFCZMO9e\/ewtrZmyJAhODg4EBkZyfPnz3ny5AnffvttptMiUlNT+fvvv3FyciI8PJzg4GA5TUKIfyABdA7ImN0wKioKPT099PX1gZdB9IIFC9DR0WHSpEnUr1+fmJgYrK2tKVGiBGvXrs3JoguRq7Vq1YpffvmFli1bUr16dRo1akRiYiJXr15FqVQSFBREsWLFCAkJwc3NjdTUVDZv3oxKpco02CWEyBpvb2+mTJkCwJ9\/\/omNjQ3r16\/Xvh4cHIydnR3Vq1dn9OjR1KpV67VnSN0TInsuXLjAL7\/8wsWLF7l79y62trao1WrCwsJo06YNffr0oX379mg0GrZs2cK8efNISkri5MmT0t4JkQUSQOegSZMmERAQQNGiRWncuDGjR48GYNOmTcyfP58LFy5Qo0YNSpUqxc2bNzl16hQqlUpmwYR4Tx06dEBPT49atWrxxx9\/sHTpUtRqNU+fPqVt27bky5dPu8rj5s2blCtXTo7LEeI9LVu2jF9\/\/RUfHx+++eYbAgMDGTZsGPPnz2fw4MHaweTg4GC6d+9OrVq1+PXXX7XJ\/YQQ7yc0NBR7e3v8\/f35+eefadq0Kd27dyctLY2hQ4eiUqlYsGABlStX5sSJE1y6dIm+ffuiq6sr7Z0QWSB7oHPIqlWrWLZsGd26daNYsWKsWLGCPn36AC\/Pwxw5ciS1atXi0aNHtG3bljNnzqBSqUhNTZXgWYhsSt\/3ZW9vz99\/\/83q1aspUaIE8HI7RZEiRfj99995+PAhf\/zxBwAVKlSQ43KEeE9bt27FycmJffv20bVrVywtLfnuu+\/Ily8fjx8\/BtCuxKpXrx6rV69m165d7N27NyeLLcRnoVChQvzxxx8sX76cMmXKMHDgQCwtLalevTpr1qzh0qVL7Nq1CwArKyucnJzQ1dUlLS1N2jshskBqySfy6qH0arWauXPnYmtrS1RUFFu3bmXUqFE4ODiwatUqrK2tef78OWFhYXTt2lU68kJ8gPS6V6dOHUqUKMGxY8e4fPkygHaZmqGhIcbGxuTNm\/eN7xVCZE18fDxBQUEUKVKE27dv8\/333wPg5uZGXFwc+\/btIyYmBh0dHfr160eJEiVo0KABZ86ckWzbQnwgjUZDyZIlmTx5sna2edy4ccDL7RAlS5akcePGREREvPZeWbYtRNZINPYJaDQabSfcz8+PlJQUfH19tWc4m5iYaBOrjBkzhr59+7JixQp69OihfcarAbgQIns0Gg1mZma4ubmRmJjIvn37cHR0ZNq0aTx9+pTFixdTsmRJihUrltNFFSJXMzAw0B5LNXfuXNRqNceOHeP69ets27YNfX19bty4gYeHB4GBgdy5cwd\/f3\/atGkDyJ5nIT5E+irFzp078\/DhQ2bNmoWPjw9jx47F0NCQ1NRUHj16xLfffpvDJRUi95I90P+yjPuVR48ezYIFCyhbtiwPHz6kSZMmbN26VXtvbGwsW7ZsoVevXkydOlW7J1oI8XGk18eHDx+yfPlyvL29ef78OaVKlcLQ0JDjx4+jUqlkwEqIj+CPP\/7Aw8MDX19fEhIS+PPPPzEyMtK+rlarCQ4O5ujRo7i4uMgKKyE+svS2bsqUKbRq1QpTU1P++usvnjx5wrlz56TOCfGeJID+RB49eoS9vT2zZs3C1NSUM2fO0Lt3b6ytrVmzZo32vujoaE6cOEGLFi1kBF6If0F6EJ2cnExycjInTpzA1NSU6tWry3E5Qnxk9+7dw93dnYCAAAYPHsyvv\/4KQFJSEnny5Ml0r9Q9If4dhw8fxsfHh5SUFIoVK8a0adO0e56lrylE9kkA\/QnMmTMHX19fihcvjo+PDwULFiQtLY19+\/bRrVs32rVrlymITidfbEL8e96UzV7qnBAfX\/pM9Pbt23FycsLZ2RmQrUlCfArpbd2r7ZsMWAnx\/qTl+hekZ\/xNV69ePZ48ecKZM2d4\/vw58DJRQ8uWLfHz82P37t1YW1u\/9hzpyAvx73lTNnupc0J8fObm5jg5OdG+fXvtclKQBH1CfArpbd2rbZ4Ez0K8P2m9\/gXpnYJLly4RFRWFlZUV27ZtA2D48OFERUUBLzvrrVq1Yvny5SQnJ78WeAsh\/lnGRTSyoEaITyc7bVZ6EN2wYUOuXLkidVWIT0wGrIT4eGQJ979k7969tGnThmXLltGlSxeMjY05ffo0P\/74I82aNWPlypWYmJgAmZexyZI2IbLu1frytiXYb1quLYR4fxnr3rFjxwgPD8fc3JzixYtTokSJt9a58PBwihUrhkKhkHopRDa8q38odUmIT0sC6H9Rv3792LVrF5MnT6ZTp07aILpNmzb88MMPeHh4UKBAgZwuphC5UsbOhIeHBydPniQmJoaOHTvSs2dP7X0ZOxYRERFyTJUQH9GIESNYt24dSqUSpVJJkSJFmDVrFo0bN35np146\/EJkXcb2bvv27dy5c4fChQtTuXJlatWqBbysUxmPTQXJ6yHEv0WmOj+C1NRU7X9nHI9Yvnw51tbWjB49mk2bNhETE0PdunXZvXs3\/v7+zJkzJyeKK0Sull7H0jsJo0aNYurUqZiYmFClShV69+7NjBkzSEpKAv6372vixImMGzeO5ORkWT4qxEfg7e2Np6cnfn5+hIWFsXz5cipUqECvXr04efLkOwNkCZ6FyLr09m748OE4Ojri5+fH9OnTadWqlTYJrUKh0N43b948IiMjJXgW4l8iGQQ+wNWrV7GwsNAmYliwYAHm5ua0bt1ae23p0qVoNBqGDBmCQqHAxsaGb7\/9lrCwMCpUqJCTxRci10lISEBfX1\/78\/r16\/H392fLli18++237N+\/Hzc3N0aPHs3Tp0+ZMmWK9qgclUrFunXrGDlyJGXLls2pjyBErpU+C5a+9\/nChQu0atWKRo0aAdC8eXOKFi1KbGwsS5YsoVatWq8dVSWEeD9btmzB29ub7du3U7duXe7du4eXlxf29vbo6enRtWtXAC5evMjChQuJiIhgxowZOVxqIT5PMgP9nkaPHs2vv\/7KsWPHtNc2btxIr169OHjwYKZZ6WXLllGrVi3c3Nzw8fEhLi5OG3hnvE8I8XYODg6sW7cOeDkLnZycTGxsLC4uLnz77bfs2rWLLl26sGLFCry8vJgzZw5z5swhPj4egDFjxmBra8uJEydy8mMIkSulpqZqZ7fS0tJQKpWoVCpu376trWMAVatWpVGjRhw9ejTTdSHEh7l79y6WlpbUr18fpVJJmTJlGDZsGIMGDWL27NlEREQAUKVKFfr27cu1a9dyuMRCfL4kgH5PVlZWJCUlsWjRIo4cOQLA8ePHadiwIT169CAwMJCUlBTt\/WXLliUhIYEDBw5gYGCgvS7HCAjxzzQaDeXKlaN79+4ApKSkoKenx48\/\/siPP\/5IREQErq6uuLq64uDgQJ06dTA2Nmbs2LF4enpqZ8zGjh1Ljx49cvKjCJHr7Nq1i+DgYACcnZ2xs7MDoFq1ajx9+pTdu3eTkJCgvd\/S0pLChQtnuiaEyLqMGe7TtxwZGRlx48YNHj58qH0tf\/78fP\/999y7d4\/o6Gjg5QkvQ4YMoVq1ap+20EJ8QSR6e09t27Ylb968uLq6smTJEtLS0mjWrBnbt2+nTZs29OzZEy8vL+rXr0+BAgVITk5m7969WFhYSPZRIbIhfdno6NGjAVi1ahX37t1j+PDhlChRAoDQ0FCSk5Np2bIlAPr6+vTo0YP27dvz3XffaWfOvv76a0ASGAmRVRqNhnHjxvH3339jZWXFgQMHCAoKAqB79+7s3LmTESNGEBUVRaNGjTA2NmbWrFkUKVIEMzOzHC69ELlPxoRhO3bswMjIiAYNGlCzZk2KFCmCp6cnffv21dYvc3NzihYtqh2wSk1NxcDAgMmTJwPS3gnxb5AA+j2kfxn98MMP2s7F0qVLAWjWrBm7du2iQ4cOODo6Urp0aRISEoiLi6Ny5cra\/WNyVJUQWfNqXTl69CiXLl3CyMiIAQMGYGhoiEaj4erVqxw+fJikpCTGjRuHRqOhWbNmwMsORcbVHtKZEOKfpWfwPXfuHGXKlGHjxo14enpiaWmpbQc3bNhAr169WLBgAYMGDaJChQro6OgQHByMQqGQ9k6IbMiYRXvEiBGsX7+eCRMmULVqVerUqUPHjh3ZsGEDz58\/p0OHDpiamuLi4kLBggWxtLQEXl\/ZKO2dEB+fHGOVDW\/rCOzZs4dJkyZRokQJnJyctJ32efPmERERQWpqKjNmzEBXV1eOFBAiG95U59RqNc7OzgQHB2NjY8OAAQMwMTFh5syZjBo1irJly5I\/f35OnjyJSqWS0Xch3kPGerN8+XKWLFmCrq4u0dHRrFq1ioYNG2aqm2FhYdy5cwcDAwO+\/\/57dHR0Xhu4EkJkzeLFi5kyZQoBAQHUrFkTPT097WszZsxg\/\/79HD58GEtLS\/Lly0dQUBAqlUoGrIT4RCSAzqKMX0qHDx8mKioKPT09WrZsiY6ODgcOHGDcuHGvBdEZSWdCiKzLWF\/CwsIwNDRErVZTpkwZ1Go1gwcPJjg4mJ9++olBgwZhaGjI1atXSUpKolq1aiiVSqlzQryHjMHz5MmT2bp1K+vWraNixYo0aNCAv\/\/+Gy8vL6ysrLQDwklJSZkybstgsRBZc+3aNSpXrpzpWqdOnShTpgwzZ87UXktJSUGlUgEvT6S4evUqefLkwcLCQto7IT4xGabKooxn8PXq1YtBgwYxYMAAKleuzM2bN2nevDkTJkwgPDyc5cuXs2\/fvteeIV9sQvwzNzc3Tpw4oa0vw4cPp02bNtStW5cWLVowc+ZMlEolCxcupG7dumzZsoUlS5bw4sULLCwsqFGjhnarhNQ5IbIvPXg+f\/48165dY\/bs2dpjF0+ePEmxYsXo06ePdjDZ2tqawYMHA\/9LeCTBsxD\/rEuXLnh6ema6lpCQwK1btzAxMQFeDkbBy6MYExMTCQkJQUdHh1q1alGlShVp74TIATIDnQ2rVq1ixIgR7N27FzMzM549e8awYcO4fv06Z8+epVixYuzfv5+BAwdia2vLlClTcrrIQuQqp0+fxsnJiRIlSjBlyhSePXtG9+7d8fT0JCkpiWvXrjF27FicnZ2ZNWuWdjn3jh07mDx5sjZLtxDiw\/j6+rJ06VLi4uLYuXMnJUqUyDTL3KRJE27fvo2hoSEqlYrz589rZ8eEEFlz+fJlKlasiJ6eHuHh4drEYN27d+fs2bOEhIRoV18plUpu3LiBu7s7Tk5OVKpUKYdLL8SXSwLobBg5ciTh4eGsWbNGe+358+e0bt0aAwMDDhw4gFKpJCQkhBo1asgIvBDvISAgAA8PD4yMjDA1NcXMzIzx48drX\/f396dr166sWrWK3r17o1arWbBgAYMHD5Y6J8RHEhQUxKhRowgNDWXFihXao6uSk5O1+zF9fHzQaDR069YNXV1dWUIqRDZk3CqxZMkSduzYwfjx46lfvz5nz56lX79+FClShI0bN5IvXz5iY2Pp1q0b8fHxHDx4UPY6C5GDJIB+i4sXLxIREUF8fDwdO3YEoE+fPpw9e5aLFy8C\/9vj5enpyZw5czh06BBFixbVPkP2gAmRdRnzDGzevJlVq1Zx5swZ7O3ttfvA1Go1CoUCBwcHYmJiWL16daZz1aXOCZF9b0s8FBISwtChQ8mTJw8uLi60atUKyBxEp5O6J8T7O3bsGN27d6devXqMGjWK6tWrExAQgJubG3fv3qVs2bIkJSWhUCg4c+aMJAwTIodJzXsDX19f+vTpw5o1a7h\/\/752T1fnzp1JS0tj8eLFqNVqbWehSJEiwMukRxlJZ0KIrEk\/uiN9r9dPP\/1E\/\/79KVu2LOvXr+fkyZPAy1wECoWCggUL8vTp00zBM0idEyK7MnbC169fz6xZsxg2bBi3bt2idu3azJs3j+TkZNzd3bW5PfT09Hh17F3qnhBZExoayv79+9m8ebP2WqNGjdiwYQMhISFMnjyZy5cv06FDB\/bs2YOrq6v2xImQkBBUKhWpqakSPAuRg2QG+hVr1qzB0dERT09PmjRpQrFixbSvPXv2DBcXF+7du0fz5s0ZPHgwT58+xcnJCYVCwc6dO+W4HCGyKWMHPj27vb6+PgDbtm1jwYIF6OjoMGnSJOrXr09MTAzW1taUKFGCtWvX5mTRhfhsDB8+HH9\/f2rWrIlarWbHjh34+fnRtWtXgoODGTlyJAUKFMDe3p527drldHGFyJW8vb21+XH+\/PNPbGxsWL9+vfb14OBg7OzsqF69OqNHj6ZWrVqvPUNWewiR82T4KoMrV67g5ubGggUL6Nq1qzZ41mg0qNVqChYsyNSpU7GwsMDb25vChQvTtm1bHj9+TEBAAAqFArVancOfQojcJT14njRpEk2bNsXGxoZp06YB0L59ewYMGEBCQgI\/\/PADDRs2pH\/\/\/sTGxuLt7Q3w2kyYECJ7Nm7cyNq1a9m2bRtbt27lt99+A\/53ckS9evWYNm0aN2\/e5MSJEzlZVCFyrWXLltG3b1+mTJnC1q1bmTFjBv7+\/ixcuBB4OZhcr149fH19uXjxIrNmzeL48eOvPUeCZyFynmT7yODBgwcolUqaNWuWKbmDQqFAoVCQmpqKmZkZc+bMITY2lsDAQIoVK0bDhg3R0dGRBCpCvKdVq1axbNkyhg4dypUrV1ixYgV37txh5cqVdOrUiTx58jBr1iwePHjAgAED6Nq1q5x7KcRH8vfff9OmTRuqV6\/Ohg0b6Nu3L+7u7nTq1IkXL16gVCpp0KAB69ev55tvvsnp4gqR62zduhUnJycCAwP5\/vvvgZfnOufLl4\/Hjx8D\/xtMrlevHqtXr6Zly5aUK1eOhg0b5li5hRBvJj3PDC5dukRkZCTm5uZvXIqtq6vLrVu3CA0NpXPnztja2mpfS0tLk468EFn0avITtVrN3LlzsbW1JSoqiq1btzJq1CgcHBxYtWoV1tbWPH\/+nLCwMG3wLOdeCpF9b0o8dO\/ePSIiIti3bx99+\/ZlxowZODo6Ai8zbV+7do358+dTtWpVQJaQCpEd8fHxBAUFUaRIEW7fvq0NoN3c3IiLi2Pfvn3ExMSgo6NDv379KFGiBA0aNODMmTPa89eFEP8t0vvMIH\/+\/ERHRxMWFoalpeVrHQ2NRoO\/vz8JCQl07tw503ulMyFE1qQnDAPw8\/MjJSUFX19f7RnOJiYm\/PTTTwCMGTOGvn37smLFCnr06KF9hmQfFeL9pNebo0ePUqNGDYyMjGjXrh3Ozs5YW1szZ84cnJycgJcd\/8DAQEqWLJnpjGdp74TIOgMDAwYPHoy+vj5z585FrVZz7Ngxrl+\/zrZt29DX1+fGjRt4eHgQGBjInTt38Pf3p02bNoAMWAnxXyRJxDJ49uwZVatWpWbNmmzfvh3I3FGPiYmhR48efP\/99wwaNCgniypErpRxa8To0aNZsGABZcuW5eHDhzRp0oStW7dq742NjWXLli306tWLqVOnMnr06JwqthCflbCwMKpWrcrIkSOZOHEiqampuLi4cPjwYTp37kz\/\/v25d+8eU6dOJTw8nLNnz6Krq5up\/gohsuePP\/7Aw8MDX19fEhIS+PPPPzEyMtK+rlarCQ4O5ujRo7i4uMgKKyH+w77IKRwPDw8iIyMzXdNoNBgbGzNmzBj27duHjY0NkZGR2uD54cOHdO3alcePHzNgwICcKLYQuV565\/vRo0ecP3+e4OBg9u3bh5eXF0eOHMk0y2xoaEiHDh3YtWsXI0aMyKkiC\/HZqVKlCt7e3syZM4fx48djYGDAtGnT+PHHHwkICKBMmTI4OzuTlpbGmTNn0NXVJS0tTYJnIT6Aubk5AwYMwM7OjsKFC7N69Wrta0lJSdpcA6NGjUJXV\/e1o1GFEP8dX9wMdMOGDTE0NGTnzp1vHN2LjIzEy8uLadOmYWBgQK1atUhJSeHx48coFApOnDiBSqWSJTVCvKc5c+bg6+tL8eLF8fHxoWDBgqSlpbFv3z66detGu3btWLNmzWvvkzonRPa9a9bY19eXHj16MHLkSKZNm0ZKSgrx8fGEhoby9ddfU7JkSUnWJ8RHlj4TvX37dpycnHB2dgZka5IQuckXFUAfP36c3r17s2fPHsqVK8e9e\/coVarUa19YcXFx3Llzh3nz5vH06VNMTU2pVasWTk5Okm1biGx6tVNw4sQJbG1tSUpKIjg4mLJlywJog+gePXpQv359duzYkVNFFuKzM23aNPLmzcvQoUMzXffx8aFnz56MGzeOoUOHYmJikul16dQL8fH98ccfLF26lJ07d\/Lzzz8zduzYnC6SECIbvqgoUK1WEx4ezt27d5kxYwZ\/\/PEHO3bsQF9fP9N9+fLlo2rVqnh5eb3WeZBs20JkT3r9uXTpEqVLl8bKyopt27bRqlUrhg8fjpeXFyYmJujo6NCqVSuWL1\/OsmXLpOMuxAe4f\/8+L168oFChQpQoUQK1Ws2wYcPIly8f\/fr1A17OTnfv3p3jx48zbdo04uPjmThxYqY2UeqgEFmTnTbL3NwcJycnXrx4wZUrVyS\/gBC5zBc1Aw3g4uLC0qVLUSgUHDp0iDp16rzxPvkyE+Lj2bt3L23atGHZsmV06dIFY2NjTp8+zY8\/\/kizZs1YuXKlduYrYydEgmghss\/X15epU6fy+PFjkpOTGTVqFL\/++isrVqxg5MiRuLu7079\/f+39EyZM4OjRoyQnJ3Ps2DFp+4TIpoxt1bFjxwgPD8fc3JzixYtTokSJt\/Ypw8PDKVasGAqFQvqdQuQiX8xUavqXW8GCBYmPj8fAwIDnz5+TkpKS6XiOdPIlJsTH06pVKxwcHBg\/fjxKpZJOnTpRt25d9uzZQ5s2bejfvz8eHh4UKFAgU8AswbMQ2bN8+XKcnZ2ZO3cu5ubm7Nixg\/Hjx1OhQgVcXFxISkpi4MCBqNVqbGxsMDU1JSwsDFdXV5o2bQrIALIQ2ZXeVo0YMYJ169ahVCpRKpUUKVKEWbNm0bhx4zfWKzMzM0DqnBC5zWc\/A53xSykpKYnAwEAqV67M7Nmz8fHxwdfXF2tra+moC\/GRZMwR8GqnwNHRka1btzJt2jQ6d+6MkZERZ86coV69eowZM4YpU6bkVLGFyPW8vb2xt7dn27ZtWFtba69XqVKF8uXLs2XLFhQKBXPnzsXFxQVLS0sSEhLIkycPFy5ckKOqhPgA3t7euLi4sHXrVqpXr05wcDBr1qzhxIkT+Pr60qBBg5wuohDiI\/msZ6AzLqnRaDQolUrtwfTu7u4kJiZiZ2cnQbQQH8HVq1exsLDQBs8LFizA3Nyc1q1ba68tXboUjUbDkCFDUCgU2NjY8O233xIWFkaFChVysvhC5Gqpqans3LkThUKBhYWF9pquri4lS5Ykf\/78pKamolKp+O2336hSpQqXLl1CrVbz22+\/aY+qkkz3QmRNeh9TrVYDcOHCBVq1akWjRo0AaN68OUWLFiU2NpYlS5ZQq1Yt8uTJk5NFFkJ8JJ9txJgxeJ47dy6dOnXi22+\/ZfLkyYSGhgLg6elJ586d6dGjBzt37iQtLS0HSyxE7jV69Gh+\/fVXjh07pr22ceNGevXqxcGDBzOdZ7ls2TJq1aqFm5sbPj4+xMXFaQNvOfdSiOw5dOgQALq6unh7e9OiRQuaNGnCuXPn0NXVZceOHezfv58ePXqgUqlIX3TWokULXFxcGDFihLbuSfAsRNakpqZq+5hpaWkolUpUKhW3b98mPj5ee1\/VqlVp1KgRR48ezXRdCJG7fbYBdPoX25gxY3Bzc6N8+fI0b94cDw8PJkyYwL59+4CXQbStrS0dOnTg5MmTOVlkIXItKysrkpKSWLRoEUeOHAFeHhvXsGFDevToQWBgICkpKdr7y5YtS0JCAgcOHMDAwEB7XTLcC5F1x48fp0uXLjx48AAAQ0NDNm\/ejIWFBV26dGHOnDn07NmT5cuX07RpU9Rq9VuXZ0vdEyJrdu3aRXBwMADOzs7Y2dkBUK1aNZ4+fcru3btJSEjQ3m9paUnhwoUzXRNC5G6f9R7osLAwOnTowIoVK7TJUc6fP8+gQYMwMzNj8eLFFCtWDIDp06fj4uIinQgh3lNgYCCurq589dVXODo60qxZMwDatGlDSEgIXl5e1K9fnwIFCtCjRw9GjBiBhYUFSqVS9l0K8R7i4+Oxs7Nj4MCBNGvWTJsUMz4+nq5du7Jz507JLSDER6TRaKhduzZ\/\/\/03VlZWHDhwgKCgICwtLQGwtbXl7Nmz\/P777zRq1AhjY2N69OiBUqlkz5490s4J8Zn4rAPoq1ev0qJFCzZu3Ej9+vW1+7vOnz9PgwYN8PPzw8bGJtN7MiZAEkL8s4zB74EDBxg3btxrQXSHDh04f\/48pUuXJiEhgbi4OMLCwtDR0ZGjqoT4AL179+bq1aucPn0aQNvOxcTEYGdnR2hoKAEBAdSoUSOHSypE7pYxR0CZMmW4d+8enp6e9OrVK1M72KtXL86fP8\/t27epUKECOjo6BAcHo1KppL0T4jPxWddiXV1d4uLiuHXrFvByX7RaraZmzZpYWlpqr7\/6HiHEP0tPnJJxRL158+aMGzeOhw8f4uHhwcGDBwEICAhg6NChNGjQgO+++47Lly+jo6Oj3TsmhMie9LFvNzc34uPjcXV1BdDWKyMjI9atW0flypWxsbHRBthCiOzTaDTa4Hn58uUYGRlRo0YNpk6dytGjR8k4F+Xt7Y2fnx\/r1q1j1qxZnDlzBpVKlWnftBAid\/usZ6ABxo0bx8yZM9mzZ492GXd8fDzffvstzs7O9O3bN4dLKETuk3EU\/fDhw0RFRaGnp0fLli3R0dHRzkSXKFECJycn7Ux0RrLaQ4gPl5iYyMyZMwkMDKRXr17Y29sD\/5sti4+Pp3HjxpQqVYotW7bkcGmFyH0yzi5PnjyZrVu3sm7dOipWrEiDBg34+++\/8fLywsrKShtkJyUlZcq4LRnuhfi85PoA+p+Ww0RERDBu3DhWrlzJsGHDyJcvHydPniQ8PFx77qUQ4v0MHz4cf39\/1Go1Ojo66OnpsXPnTipUqMC+ffuYNGkSX331Ffb29rRs2TKniyvEZ+mvv\/5i6NChPH78GFtbWxwdHYH\/DVIlJiaip6cns19CfIDz588ze\/Zs+vTpQ9OmTbVBtZWVFU+ePMHd3Z06depgZ2dH8eLFWbZsmeT3EOIzlasD6CdPnlC4cGHgfxl\/3yQmJgZfX198fHwwMDCgePHirFq1CpVKJaOCQrynVatWMWLECPbu3YuZmRnPnj1j2LBhXL9+nbNnz1KsWDH279\/PwIEDsbW1lURGQvyL7t+\/z7hx47h16xaVKlVi5cqV2oA5vRMv7Z0Q78fX15elS5cSFxfHzp07KVGiRKZZ5iZNmnD79m0MDQ1RqVScP38elUqVw6UWQvxbcm0AHRgYyNKlS5k6dSoeHh6sWLGC+\/fvY2pq+tb3xMfHZzoyR5aQCvH+Ro4cSXh4OGvWrNFee\/78Oa1bt8bAwIADBw6gVCoJCQmhRo0a0nEX4l\/25MkT9u3bx+zZs1EqlbRq1YqOHTtSp06dnC6aELlaUFAQo0aNIjQ0lBUrVmiPrkpOTkZPTw8AHx8fNBoN3bp1056tLn1MIT5PuTaA3r59O5MmTSI+Pp7Hjx9z8uRJKlSo8M4l3Rlfk2U1QmTdxYsXiYiIID4+no4dOwLQp08fzp49y8WLF4H\/7fHy9PRkzpw5HDp0iKJFi2qfIbNfQnw67u7u3Llzh+fPn+Pq6oq5uXlOF0mIXOFt\/ciQkBCGDh1Knjx5cHFxoVWrVkDmIDqdtHdCfN5y3Yao9Hi\/Xbt21KxZk+vXr1OnTh0SExMBtGfKvknGL0QJnoXIGl9fX\/r06cOaNWu4f\/++tn517tyZtLQ0Fi9erN0DDVCkSBHg5QqPjKQzIcS\/L71+DhgwgDlz5jB\/\/nwJnoXIoozB8\/r165k1axbDhg3j1q1b1K5dm3nz5pGcnIy7uzv79u0DQE9P77V+p7R3QnzectUMdMYvtuTkZNatW0dSUhLe3t6UKlWKIUOGUK9evRwupRCfjzVr1uDo6IinpydNmjShWLFi2teePXuGi4sL9+7do3nz5gwePJinT5\/i5OSEQqFg586dMlAlxH+ErLoSIuvSE2TWrFkTtVrNjh078PPzo2vXrgQHBzNy5EgKFCiAvb097dq1y+niCiE+sVwzA50xeJ45cybjx4+nTZs29OvXj1GjRvHHH38wf\/78TGdd7t69O6eKK0Sud+XKFdzc3FiwYAFdu3bVBs8ajQa1Wk3BggWZOnUqFhYWeHt7U7hwYdq2bcvjx48JCAhAoVBoz4oWQuQsCZ6FyJqNGzeydu1atm3bxtatW\/ntt98AtPuZ69Wrx7Rp07h58yYnTpzIyaIKIXJIrslukB48jxgxgrVr1zJy5Eji4uIwNTWlXbt2KBQK3NzcmDFjBh07dmT9+vVcvXqVu3fvSsdBiPfw4MEDlEolzZo1yzR7pVAoUCgUpKamYmZmxpw5c4iNjSUwMJBixYrRsGFDdHR0JIGKEEKIXOfvv\/+mTZs2VK9enQ0bNtC3b1\/c3d3p1KkTL168QKlU0qBBA9avX88333yT08UVQuSAXNW73bt3L76+vmzatIkGDRoA\/1uWZm1tjUqlYtGiRcyYMYOiRYty8+ZNFAqFLF0T4j1cunSJyMhIzM3N31h\/dHV1uXXrFqGhoXTu3BlbW1vta2lpaRI8CyGE+E97U8Kwe\/fuERERwb59++jbty8zZszQnq3u4+PDtWvXmD9\/PlWrVgUkYZgQX6L\/7BLuOXPmvHbt4cOHmJubU7du3deWhmo0Glq1aoWnpyd79uzhwIEDqFQqUlNTJXgW4j3kz5+f6OhowsLCAN5Y5\/z9\/bVZuDOSzoQQQoj\/uvTg+ejRo8TExAAvk9Q+fPgQa2trpk6dipOTE\/DyKNTAwECUSmWmM56lvRPiy\/OfDKAPHz6Mv78\/aWlpma4nJCRw584doqKitNm2FQoFaWlp7N69m6dPn1K0aFFKliyJUqlErVbLLJgQ76lTp04UKlSI33\/\/HUBbp9LFxsYSEhKS6agqIYQQIjcJCwujSZMmuLm5kZycTO3atalfvz5ly5blyZMnPHr0iBMnTtCpUyf+\/PNP5s+fr13dKIT4Mv0nA+jGjRsTHByMjo4Oe\/bs0V63tLQkf\/78rFy5kidPnmhnlpOSkpg5cyb+\/v6ZnvO286CFEP\/j4eFBZGRkpmsajQZjY2PGjBnDvn37sLGxITIyUlunHj58SNeuXXn8+DEDBgzIiWILIYQQH6xKlSp4e3szZ84cxo8fj4GBAdOmTePHH38kICCAMmXK4OzsTFpaGmfOnEFXV5e0tDRZ3SjEF+w\/d4xVxv0oN2\/epFKlSvTt25dly5YBMHDgQI4ePUqLFi3o1KkTqampTJ06lSdPnnD69GmZcRYiGxo2bIihoSE7d+58Y92JjIzEy8uLadOmYWBgQK1atUhJSeHx48coFApOnDiBSqWSPWBCCCH+896VE8fX15cePXowcuRIpk2bRkpKCvHx8YSGhvL1119rVzdKgkwhxH8ugE63atUqSpUqRVRUFA4ODvz8888sXboUgHHjxhEUFMSxY8eoVq0aBQoUYN++fdKRFyIbjh8\/Tu\/evdmzZw\/lypXj3r17lCpV6rWVG3Fxcdy5c4d58+bx9OlTTE1NqVWrFk5OTpJtWwghRK4zbdo08ubNy9ChQzNd9\/HxoWfPnowbN46hQ4diYmKS6fU3JR0TQnx5\/jO93oxfSgsWLMDNzY2DBw\/SpEkTNBoNPXv2RKPRsGzZMiZNmkRsbCy3b9\/GxMSE0qVLy6igENmkVqsJDw\/n7t27zJgxgz\/++IMdO3agr6+f6b58+fJRtWpVvLy8Xus8SLZtIYQQ\/3X379\/nxYsXFCpUiBIlSqBWqxk2bBj58uWjX79+wMvZ6e7du3P8+HGmTZtGfHw8EydOzNQmSvAshID\/UACd\/qUUFhbGX3\/9xYIFC6hSpQoANjY2APTs2RMdHR3c3d0xNDSkevXq2vdLwjAhsqdx48Y4OjpiY2ODQqHg0KFDrwXP6dKXvb3aeZDVHkIIIf7LfH19mTp1Ko8fPyY5OZlRo0bx66+\/kidPHpycnNBoNPTv31+7tNvMzAwrKytOnjxJ3rx5c7j0Qoj\/ohyPODMuuT516hRWVlbkzZuXVatWae\/R0dHRdvLt7e2Jjo7G19c303NkVFCIrEufSS5YsCDx8fEYGBjw\/PlzUlJSMh3PkU6SpQghhMhtli9fjrOzM3PnzsXc3JwdO3Ywfvx4KlSogIuLC0lJSQwcOBC1Wo2NjQ2mpqaEhYXh6upK06ZNgXfvmxZCfJlyNOpMSkrSBs8XLlygfv36zJs3j8TERE6dOsXz58+19+ro6NCxY0cWL15MeHj4a2fSCiH+WXrKA6VSSVJSEtWqVeP27dv06NGDn376id27d0vdEkIIket5e3vj6OiIv78\/Tk5OtGrViiVLllCpUiX8\/PzQaDT8\/vvvzJw5k4EDB9KiRQsqV67MjRs3aNSoESDBsxDizXJsBjowMJC5c+eye\/duhgwZwrFjxzh8+DDOzs4kJCQwZswYypYti4ODA4aGhsDLINrOzo4ePXoAksxBiOzIWF80Gg1KpZI2bdoA4O7uTmJiInZ2dvj6+mJtbS11SwghRK6UmprKzp07USgUWFhYaK\/p6upSsmRJ8ufPT2pqKiqVit9++40qVapw6dIl1Go1v\/32m\/aoKtmmJIR4kxwJoNVqNY8ePSIyMhILCwsiIiIICQnB2NgYgFGjRpGamspvv\/2mXbadHkRn7NRLB1+IrMkYPM+dO5cTJ05w9+5dbGxssLa2pnr16nh6egLQo0cPfHx8aNOmjXQehBBC5BqHDh3i+++\/R1dXF29vb+Li4mjSpAkBAQHUqlWLHTt2sH\/\/fgIDA1GpVNoZ5hYtWtCiRQvtcyQprRDiXT55BJo+89WzZ0++\/vprrl+\/To0aNShTpgwAycnJAIwdO5aJEyfi4uLCwoULSUhI+NRFFeKzkR48jxkzBjc3N8qXL0\/z5s3x8PBgwoQJ7Nu3DwBPT09sbW3p0KEDJ0+ezMkiCyGEEFl2\/PhxunTpwoMHDwAwNDRk8+bNWFhY0KVLF+bMmUPPnj1Zvnw5TZs2Ra1Wv3V5tgTPQoh3+aTnQGecBUtMTGTNmjW8ePGC7du3U6hQIXx9fTEyMiIhIUGbDXjs2LEcOXKEY8eOyT4UIT5AWFgYHTp0YMWKFdrkKOfPn2fQoEGYmZmxePFiihUrBsD06dNxcXGRToQQQohcIT4+Hjs7OwYOHEizZs20STHj4+Pp2rUrO3fuZMyYMUyZMiWniyqEyOU+WQCdMXheunQpZmZmtGrVijx58rB69WqWLl1KkSJFWLt2LYaGhmg0Go4fP06jRo20S2wkmYMQ7+\/q1au0aNGCjRs3Ur9+fe3+rvPnz9OgQQP8\/Py0R8alk2VsQgghcovevXtz9epVTp8+DfzvpJeYmBjs7OwIDQ0lICCAGjVq5HBJhRC52Sdbwp0ePI8cOZIJEyZw7949oqKiAPjll18YMGAAjx8\/plOnTly7do1WrVoxefJkCZ6F+Eh0dXWJi4vj1q1bwMtBLbVaTc2aNbG0tNRef\/U9QgghxH9Z+lyQm5sb8fHxuLq6Ai+Tz6alpWFkZMS6deuoXLkyNjY22gBbCCHexyfdA71o0SK8vLzYv38\/zs7OFClShJSUFHR1dbGzs2PUqFE8e\/aMZs2aERcXx65du7RBswTPQnyYChUqMGjQIPr168fhw4dRqVQolUri4+NJSEigYMGCOV1EIYQQItvS+4gFChSgc+fOBAUFaRNjpgfRBgYGbNmyhUKFCjFjxoycLK4QIpf715Zwd+vWDXt7e3744Qfg5WzXwIEDyZ8\/P9OmTePOnTucPn2aBQsWUL58eWxtbbG2tiYqKopbt25Rs2ZNlEqlLCEVIhv+6Wi3iIgIxo0bx8qVKxk2bBj58uXj5MmThIeHc+HCBalrQgghcrW\/\/vqLoUOH8vjxY2xtbXF0dAT+tyUpMTERPT09OclFCPHe\/pUA+vbt2\/j6+vL777+jUqm01zt06MC1a9cYOnQofn5+GBoaUrJkSW7cuIGBgQGbN2\/WJg8D5Aw+IbLhyZMnFC5cGHiZjbRhw4ZvvC8mJgZfX198fHwwMDCgePHirFq1CpVKJXVOCCFErnf\/\/n3GjRvHrVu3qFSpEitXrtQGzOlbAqW9E0K8r389idjSpUvJly8f3bt3Jyoqivbt2\/PkyRPs7Oxo0aIFtWrVws\/PD3d3d\/bs2YORkdG\/WRwhPkuBgYEsXbqUqVOn4uHhwYoVK7h\/\/z6mpqZvfU98fDwGBgban2W1hxBCiM\/FkydP2LdvH7Nnz0apVNKqVSs6duxInTp1crpoQohc7qP2ll9N9BUeHs7hw4c5f\/48enp62NracuTIEZ4+fart2KempuLj40OpUqUwNDT8mMUR4osRHx\/PvXv36NixI48fP+bChQuYmpq+c0l33rx5tf+t0WgkeBZCCPHZKFy4MHZ2dtjZ2eHu7s6dO3fw8PDA1NQUc3PznC6eECIX++gz0ImJicD\/OucXL15k8eLFHD9+nPHjx9O1a1cAoqKi2LFjB+vWrePBgwecO3cOlUol2baFyIaM9aVfv36sXLmSli1bMmPGDKpWrfraPUIIIcSX4tX2Lzo6GmNj4xwskRDic\/DRMigcOXKEMWPGUL16daysrOjcuTO3b9+mWrVq\/PbbbzRo0ICJEyeyadMm4OWX2PHjxzEyMuL8+fOoVCpSU1Oloy9EFqnVam19SU5OxsrKiqVLlxIVFYWbmxvBwcGAZLAXQgjxZXq1\/UsPnv\/l3YtCiM\/cR5mB9vb2ZsqUKdSrVw8zMzOio6PZs2cPSqWSxYsX07ZtW8LCwpg\/fz6nTp1i8uTJ2NjYEBUVhbGxsSRzECKbMi7NnjlzJs+fP2fYsGGYmpqyfft2pk6dirm5OUOHDqVu3boA7N69m9atW+dksYUQQgghhMjVPnjT4\/Llyxk0aBCrV6+mdevWGBsbk5aWxh9\/\/EH37t1xdHRk27Zt1KpVCycnJ5RKJX379qVAgQI0bdoUeDkSKMGzEFmXHjyPGDGCtWvXMnLkSOLi4jA1NaVdu3YoFArc3NyYMWMGHTt2ZP369Vy9epW7d+\/KjLQQQgghhBDv6YNmoL29vbG3t2fbtm1YW1u\/9vqDBw9o1aoVpqamBAUFARASEkJgYCDDhw+XoFmID7B3717s7e3ZtGkTDRo0ADLv99q7dy+LFi3i\/v37FC1alL1790qeASGEEEIIIT7Ae++BTk1NZefOnSgUCiwsLN54T\/Hixenfvz8XL17kxo0bANSuXZtRo0aho6NDWlra+\/56Ib4oc+bMee3aw4cPMTc3p27duqjV6kyvaTQaWrVqhaenJ3v27OHAgQOSZ0AIIYQQQogPlO0A+tChQwDo6uri7e1NixYtaNKkCRcuXMh0X\/qy7Nq1axMdHU18fPxrz5IZaCH+2eHDh\/H3939twCkhIYE7d+4QFRWFUqnUziynpaWxe\/dunj59StGiRSlZsiRKpRK1Wi1HVQkhhBBCCPEBshVAHz9+nC5duvDgwQMADA0N2bx5MxYWFrRr1y5TEJ3ekb948SKNGzemUqVKH7fkQnwhGjduTHBwMDo6OuzZs0d73dLSkvz587Ny5UqePHminVlOSkpi5syZ+Pv7Z3rO286DFkIIIYQQQmRNtnrUNWvWpHHjxty8eROAlJQUDAwM2Lp1KxYWFrRv3z5TEB0fH8+uXbuoWrUq+vr6H7fkQnwB1Go1Ojo6KBQKbt68SZs2bejfvz8ATZo0oVmzZvj4+DB9+nROnTrFsWPHsLGxITY2ln79+uVw6YUQQgghhPi8ZDuJWO\/evbl69SqnT58G0B4\/FR8fT8eOHbl69Sp79uyhSpUqtGnThoiICE6fPo2urq4kLxLiPa1atYpSpUoRFRWFg4MDP\/\/8M0uXLgVg3LhxBAUFcezYMapVq0aBAgXYt28fKpVKjocTQgghhBDiI8pyAJ0e\/IaHh9OiRQs6dOjA5MmTgcxBtI2NDTdu3KBIkSJER0dz6dIl6cgLkU0Zz3lesGABbm5uHDx4kIoVKxIQEEDPnj3p3r07y5YtAyA2Npbbt29jYmJC6dKlUSqVpKamyp5nIYQQQgghPqIsL+FOnzkuUKAAnTt3JigoCE9PTwBtRm0DAwO2bNmCubk5UVFR2uA5NTVVgmchsiE9eA4LC+Ovv\/5iwYIFVKlSBZVKhY2NDatXr8bHx4cBAwYAL\/MRVK9eHXNzc0kYJoQQQgghxL8k2z3svHnz0qdPH65cuYKPjw\/Jyck4Ojqio6NDamoqBgYG7NixA319fZkFEyKbMq7UOHXqFFZWVuTNm5dVq1Zp79HR0cHGxgaFQoG9vT3R0dH4+vpmeo4kDBNCCCGEEOLje69edvHixZk5cyalSpVizZo12NvbZ5rxMjAwkFkwIbIpKSlJGzxfuHCB+vXrM2\/ePBITEzl16hTPnz\/X3qujo0PHjh1ZvHgx4eHhr50DLYQQQgghhPj4sp1ELKMnT56wb98+Zs+ejVKppFWrVnTs2JE6dep8zDIK8dkLDAxk7ty57N69myFDhnDs2DEOHz6MsbEx06dPZ8yYMcybNw8HBwcMDQ2178u4VzrjfwshhBBCCCE+vg+aHi5cuDB2dnbY2dnh7u7OnTt38PDwwNTUFHNz849VRiE+a2q1mkePHhEZGYmFhQURERGEhIRgbGwMwKhRo0hNTeW3337TLttOD6IzBswSPAshhBBCCPHv+qAZaOC1o6mio6O1HX8hxLtlrD+2trZs3LiRpk2bcvDgQQCSk5PR09MDYMqUKUyaNIkJEyYwdOhQOVtdCCGEEEKIT+yDA+i3kTOfhXi3jEuuExMTWbNmDS9evGD79u0UKlQIX19fjIyMSEhI0AbLY8eO5ciRIxw7dkzqlxBCCCGEEJ\/YvxZACyHeLmPwvHTpUszMzGjVqhV58uRh9erVLF26lCJFirB27VoMDQ3RaDQcP36cRo0aaQenZJBKCCGEEEKIT0s2TQqRA9KD55EjRzJhwgTu3btHVFQUAL\/88gsDBgzg8ePHdOrUiWvXrtGqVSsmT54swbMQQgghhBA5SGaghcghixYtYvLkyQQGBlK1alUAUlJSUKlUaDQatm\/fztSpU3n48CFlypTh8OHDqFSqHC61EEIIIYQQXy6ZgRbiE+jWrRuBgYHan9VqNVevXsXBwYGqVaty584d\/Pz8aNiwIXZ2duzcuZP27dtz4MABtm\/fztGjR1GpVKSmpubgpxBCCCGEEOLL9kHHWAkh\/tnt27epUKEC3333nfaaUqkkPDycQ4cOUbp0afz8\/DA0NKR69ercuHEDDw8PfvjhB0xMTKhduzYAaWlp6OpKlRVCCCGEECKnyBJuIT6hpUuXki9fPrp3705UVBTt27fnyZMn2NnZ0aJFC2rVqoWfnx\/u7u7s2bMHIyOjnC6yEEIIIYQQ4v\/JdJYQ\/5JXE32Fh4dz+PBhzp8\/j56eHra2thw5coSnT59iamoKQGpqKj4+PpQqVQpDQ8OcKroQQgghhBDiDWQGWoh\/UWJiIgB58+YF4OLFiyxevJjjx48zfvx4unbtCkBUVBQ7duxg3bp1PHjwgHPnzmmTiUm2bSGEEEIIIf4bZAZaiH\/BkSNH2L9\/P1u2bCFfvnyUKVOGadOmUa1aNX777TfUajUTJ05EV1eXTp06ER0dzfHjxzEyMuL8+fPo6uqSmpoqe56FEEIIIYT4D5EZaCE+Mm9vb6ZMmUK9evUwMzMjOjqaPXv2oFQqWbx4MW3btiUsLIz58+dz6tQpJk+ejI2NDVFRURgbG6NQKEhLS0NHRyenP4oQQgghhBAiA5neEuIjWr58OYMGDWL16tW0bt0aY2Nj0tLS+OOPP+jevTuOjo5s27aNWrVq4eTkhFKppG\/fvhQoUICmTZsCL\/dOS\/AshBBCCCHEf4\/MQAvxkXh7e2Nvb8+2bduwtrZ+7fUHDx7QqlUrTE1NCQoKAiAkJITAwECGDx8uQbMQQgghhBD\/ccqcLoAQn4PU1FR27tyJQqHAwsLijfcUL16c\/v37c\/HiRW7cuAFA7dq1GTVqFDo6OqSlpX3KIgshhBBCCCGySQJoIT7AoUOHANDV1cXb25sWLVrQpEkTLly4kOm+9GXZtWvXJjo6mvj4+NeeJTPQQgghhBBC\/LdJAC3Eezp+\/DhdunThwYMHABgaGrJ582YsLCxo165dpiA6PTHYxYsXady4MZUqVcqpYgshhBBCCCHekwTQQrynmjVr0rhxY27evAlASkoKBgYGbN26FQsLC9q3b58piI6Pj2fXrl1UrVoVfX39nCq2EEIIIYQQ4j1JEjEhPkDv3r25evUqp0+fBtAePxUfH0\/Hjh25evUqe\/bsoUqVKrRp04aIiAhOnz6Nrq4uGo0GhUKRw59ACCGEEEIIkVUSQAvxHtKD3\/DwcFq0aEGHDh2YPHkykDmItrGx4caNGxQpUoTo6GguXbqESqWSc56FEEIIIYTIhWQJtxDvIX3muECBAnTu3JmgoCA8PT0BtBm1DQwM2LJlC+bm5kRFRWmD59TUVAmehRBCCCGEyIVkBlqID\/TXX38xdOhQHj9+jK2tLY6OjsDLo610dXWJi4tDX18fpVKpvSaEEEIIIYTIfSSAFuIjuH\/\/PuPGjePWrVtUqlSJlStXolS+XOCRvtxbrVZrrwkhhBBCCCFyHwmghfhInjx5wr59+5g9ezZKpZJWrVrRsWNH6tSpk9NFE0IIIYQQQnwEEkAL8S9wd3fnzp07PH\/+HFdXV8zNzXO6SEIIIYQQQogPJAG0EB\/Rq0dTRUdHY2xsnIMlEkIIIYQQQnwsEkAL8QnImc9CCCGEEELkfpLRSIhPQIJnIYQQQgghcj8JoIUQQgghhBBCiCyQAFoIIYQQQgghhMgCCaCFEEIIIYQQQogskABaCCGEEEIIIYTIAgmghRBCCCGEEEKILJAAWgghhBBCCCGEyAIJoIUQQohPSKFQEBAQkNPFeC\/37t1DoVAQGhqa00URQgghcoQE0EIIIT5LvXr1okOHDjn2+ydMmED16tVfux4eHs6PP\/746Qv0ifn5+aGjo4Ojo+Mn\/b3R0dG4urryzTffoK+vT6FChahTpw4zZ87k+fPnn7QsQgghPj8SQAshhBCfULFixciTJ09OF+Nf5+npyYgRI1i\/fj3x8fGf5Hc+e\/aMevXq4eXlhYuLC6dPn+bEiROMHz+e0NBQ\/Pz83vre5OTkT1JGIYQQuZsE0EIIIb5IQUFBfPvtt+TJkwczMzNGjRpFamqq9nW1Ws2MGTMoV64cefLkoVSpUkydOlX7+siRI6lQoQIGBgaUKVMGV1dXUlJSAPD29mbixIlcvHgRhUKBQqHA29sbeH0J9+XLl\/n++++1s6X9+vUjNjZW+3r6TPrs2bMxMzOjUKFCDBw4UPu73uTOnTu0b9+eokWLYmhoSJ06dQgMDMx0z9dff42bmxv29vYYGRlRqlQpli9fnumeM2fOUKNGDfLmzUvt2rW5cOFClv5s7927x8mTJxk1ahSVKlVi06ZNr92zYsUKSpYsiYGBAR07dmTu3Lnkz58\/0z07duygVq1a5M2blzJlyjBx4sRM\/49eNWbMGP78809Onz5N7969qVq1KpUqVaJt27b4+fkxYMCATJ9\/ypQp9OrVCxMTE\/r27QvA5s2b+eabb8iTJw9ff\/01c+bMyfQ73rQEP3\/+\/Nr\/v+nL3NevX0+DBg3Imzcv33zzDUeOHMnSn50QQoj\/NgmghRBCfHEePXpE69atqVOnDhcvXsTDw4NVq1YxZcoU7T2jR49mxowZuLq6cvXqVfz8\/ChatKj2dSMjI7y9vbl69SoLFixgxYoVzJs3DwBbW1uGDRvGN998Q3h4OOHh4dja2r5Wjvj4eFq1akWBAgU4e\/YsGzduJDAwkF9\/\/TXTfYcPH+bOnTscPnyY1atX4+3trQ3Y3iQ2NpbWrVsTGBjIhQsXaNmyJdbW1vz555+Z7pszZ442MB4wYABOTk5cv34dgLi4ONq2bUvFihU5d+4cEyZMwMXFJUt\/vp6enrRp0wYTExPs7OxYtWpVptdPnDiBo6Mjzs7OhIaG0rx580yDEwD79u3Dzs6OwYMHc\/XqVZYtW4a3t\/dr96VTq9Vs2LABOzs7SpQo8cZ7FApFpp9nzZpFlSpVOHfuHK6urpw7d44uXbrQtWtXLl++zIQJE3B1dX3nn\/XbDB8+nGHDhnHhwgUaNGhAu3btiIyMzPZzhBBC\/MdohBBCiM9Qz549Ne3bt3\/ja2PGjNFUrFhRo1artdeWLFmiMTQ01KSlpWmio6M1efLk0axYsSLLv2\/mzJmaWrVqaX8eP368plq1aq\/dB2i2bt2q0Wg0muXLl2sKFCigiY2N1b6+a9cujVKp1ERERGg\/R+nSpTWpqanaezp37qyxtbXNctk0Go3GwsJCs2jRIu3PpUuX1tjZ2Wl\/VqvVmiJFimg8PDw0Go1Gs2zZMk3BggU1cXFx2ns8PDw0gObChQtv\/T1paWmakiVLagICAjQajUbz5MkTjUql0ty6dUt7j62traZNmzaZ3vfLL79oTExMtD83atRI4+bmlukeHx8fjZmZ2Rt\/b0REhAbQzJ07N9P1mjVravLly6fJly+fpmvXrpk+f4cOHTLd261bN03z5s0zXRs+fLjGwsJC+3PG\/3\/pTExMNF5eXhqNRqP5448\/NIBm+vTp2tdTUlI0X331lWbGjBlvLLsQQojcQ2aghRBCfHGuXbtG\/fr1M81IWllZERsby8OHD7l27RpJSUk0a9bsrc\/YtGkTDRs2pFixYhgaGuLq6vraDG9WylGtWjXy5cuXqRxqtZobN25or33zzTfo6OhofzYzM+Px48dvfW5cXBwjRozAwsKC\/PnzY2hoyPXr118rX9WqVbX\/rVAoKFasmPa56WUzMDDQ3lO\/fv1\/\/Ez79+8nLi5OmyjN1NSUFi1a4Onpqb3nxo0bfPvtt5ne9+rP586dY9KkSRgaGmr\/6du3L+Hh4e\/cU\/3qLPPWrVsJDQ2lZcuWJCQkZHqtdu3amX6+du0aVlZWma5ZWVlx69Yt0tLS\/uGTZ5bxz0pXV5fatWtz7dq1bD1DCCHEf49uThdACCGE+NQ0Gs1rgZZGowFeBmD6+vrvfH9wcDBdu3Zl4sSJtGzZEhMTE9avX\/\/aftn3KUe6jNdVKtVrr6nV6rc+d\/jw4ezbt4\/Zs2dTrlw59PX16dSp02uJst713PQ\/j+zy9PTk2bNnmQJvtVrNhQsXmDx5Mjo6Ou\/888\/4nokTJ2JjY\/Pa78ibN+9r1woXLkz+\/Pm1S9DTlSpVCni55P7FixeZXss4cJFehn8ql0KheO3au\/ajv\/peIYQQuZvMQAshhPjiWFhYcPLkyUyB0MmTJzEyMqJEiRKUL18efX19Dh48+Mb3nzhxgtKlS\/P7779Tu3Ztypcvz\/379zPdo6en94+zlhYWFoSGhhIXF5fp2UqlkgoVKrz35zt27Bi9evWiY8eOWFpaUqxYMe7du5etZ1hYWHDx4sVMs7bBwcHvfE9kZCTbtm1j\/fr1hIaGZvonNjaWPXv2AFCpUiXOnDmT6b0hISGZfq5ZsyY3btygXLlyr\/2jVL7efVEqlXTp0gVfX18ePXqUrc+a8TMfP34807WTJ09SoUIF7QqAwoULEx4ern391q1bb5wRz\/hnlZqayrlz56hUqdJ7lUsIIcR\/h8xACyGE+GxFRUURGhqa6VrBggUZMGAA8+fPZ9CgQfz666\/cuHGD8ePH89tvv6FUKsmbNy8jR45kxIgR6OnpYWVlxZMnT7hy5QoODg6UK1eOP\/\/8k\/Xr11OnTh127drF1q1bM\/2er7\/+mj\/++IPQ0FC++uorjIyMXju+6pdffmH8+PH07NmTCRMm8OTJEwYNGkT37t0zJSzLrnLlyrFlyxasra1RKBS4urq+c8b6Tbp168bvv\/+Og4MDY8eO5d69e8yePfud7\/Hx8aFQoUJ07tz5tSC3bdu2rFq1irZt2zJo0CAaN27M3Llzsba25tChQ+zZsyfTDO24ceNo27YtJUuW1D7v0qVLXL58OVOyt4zc3Nw4cuQIdevWZdKkSdSuXZt8+fJx6dIlTp06RZUqVd5Z\/mHDhlGnTh0mT56Mra0tp06dYvHixbi7u2vv+f7771m8eDH16tVDrVYzcuTI12byAZYsWUL58uWpXLky8+bN4\/nz59jb27\/z9wshhMgFcmrztRBCCPFv6tmzpwZ47Z+ePXtqNBqN5siRI5o6depo9PT0NMWKFdOMHDlSk5KSon1\/WlqaZsqUKZrSpUtrVCqVplSpUpmSWg0fPlxTqFAhjaGhocbW1lYzb968TEmwEhMTNT\/99JMmf\/78GkCbZIpXklBdunRJ07RpU03evHk1BQsW1PTt21cTExOT6XO8mgzN2dlZ89133731s\/\/xxx+apk2bavT19TUlS5bULF68WPPdd99pnJ2dtfeULl1aM2\/evEzvq1atmmb8+PHan0+dOqWpVq2aRk9PT1O9enXN5s2b35lEzNLSUjNgwIA3vrZ582aNrq6uNjna8uXLNSVKlNDo6+trOnTooJkyZYqmWLFimd6zd+9eTYMGDTT6+voaY2NjzbfffqtZvnz5Wz+3RqPRvHjxQjN69GhNpUqVNHny5NHo6+trqlatqnF1ddVERka+8\/NrNBrNpk2bNBYWFtr\/57Nmzcr0+qNHjzQtWrTQ5MuXT1O+fHnN7t2735hEzM\/PT1O3bl2Nnp6epnLlypqDBw++s9xCCCFyB4VG856bnIQQQgghPpK+ffty\/fp1jh07ltNF+SD37t3D3NycCxcuUL169ZwujhBCiI9MlnALIYQQ4pObPXs2zZs3J1++fOzZs4fVq1dnWiothBBC\/BdJAC2EEEKIT+7MmTPMnDmTmJgYypQpw8KFC+nTp09OF0sIIYR4J1nCLYQQQgghhBBCZIEcYyWEEEIIIYQQQmSBBNBCCCGEEEIIIUQWSAAthBBCCCGEEEJkgQTQQgghhBBCCCFEFkgALYQQQgghhBBCZIEE0EIIIYQQQgghRBZIAC2EEEIIIYQQQmSBBNBCCCGEEEIIIUQWSAAthBBCCCGEEEJkwf8BGlFBI8rN\/wYAAAAASUVORK5CYII=\">\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=35b8df4f-3015-4533-87db-3c224274ef38\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p><b> Insight(s) : <\/b> Women seem to be suffering more from Cognitive Decline compared to men. This is observed more in the District of Columbia and Puerto Rico.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=66238b21-21aa-4cc6-8052-ff6bd3fb598b\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h3 id=\"Ethnicity-based-Cognitive-Decline\">Ethnicity based Cognitive Decline<a class=\"anchor-link\" href=\"#Ethnicity-based-Cognitive-Decline\">\u00b6<\/a><\/h3>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=f46d2dbe-c9a8-4199-9564-c43f004cc3c0\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[22]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">ethnicity_pivot<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Cognitive_Decline_Indicators<\/span><span class=\"o\">.<\/span><span class=\"n\">pivot_table<\/span><span class=\"p\">(<\/span><span class=\"n\">index<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LocationDesc'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Age_Group'<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Race_Ethnicity'<\/span><span class=\"p\">,<\/span> <span class=\"n\">values<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Ethnicity_based_Cognitive_Decline'<\/span><span class=\"p\">,<\/span> <span class=\"n\">aggfunc<\/span><span class=\"o\">=<\/span><span class=\"s1\">'first'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Applying heatmap-like styling with a gradient from white to green<\/span>\n<span class=\"n\">ethnicity_pivot_styled<\/span> <span class=\"o\">=<\/span> <span class=\"n\">ethnicity_pivot<\/span><span class=\"o\">.<\/span><span class=\"n\">style<\/span><span class=\"o\">.<\/span><span class=\"n\">background_gradient<\/span><span class=\"p\">(<\/span><span class=\"n\">cmap<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Greens'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Display the table in Jupyter Notebook (won't display directly in scripts, but will render in Jupyter)<\/span>\n<span class=\"n\">ethnicity_pivot_styled<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[22]:<\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<style type=\"text\/css\">\n#T_3c915_row0_col0, #T_3c915_row0_col2, #T_3c915_row3_col1 {\n  background-color: #f7fcf5;\n  color: #000000;\n}\n#T_3c915_row0_col1, #T_3c915_row1_col1, #T_3c915_row2_col0, #T_3c915_row2_col2, #T_3c915_row3_col0, #T_3c915_row3_col2 {\n  background-color: #000000;\n  color: #f1f1f1;\n}\n#T_3c915_row1_col0, #T_3c915_row1_col2, #T_3c915_row2_col1 {\n  background-color: #00441b;\n  color: #f1f1f1;\n}\n<\/style>\n<table id=\"T_3c915\">\n<thead>\n<tr>\n<th class=\"blank\">\u00a0<\/th>\n<th class=\"index_name level0\">Race_Ethnicity<\/th>\n<th class=\"col_heading level0 col0\" id=\"T_3c915_level0_col0\">Black, non-Hispanic<\/th>\n<th class=\"col_heading level0 col1\" id=\"T_3c915_level0_col1\">Hispanic<\/th>\n<th class=\"col_heading level0 col2\" id=\"T_3c915_level0_col2\">White, non-Hispanic<\/th>\n<\/tr>\n<tr>\n<th class=\"index_name level0\">LocationDesc<\/th>\n<th class=\"index_name level1\">Age_Group<\/th>\n<th class=\"blank col0\">\u00a0<\/th>\n<th class=\"blank col1\">\u00a0<\/th>\n<th class=\"blank col2\">\u00a0<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th class=\"row_heading level0 row0\" id=\"T_3c915_level0_row0\" rowspan=\"2\">District of Columbia<\/th>\n<th class=\"row_heading level1 row0\" id=\"T_3c915_level1_row0\">50-64 years<\/th>\n<td class=\"data row0 col0\" id=\"T_3c915_row0_col0\">23.885714<\/td>\n<td class=\"data row0 col1\" id=\"T_3c915_row0_col1\">nan<\/td>\n<td class=\"data row0 col2\" id=\"T_3c915_row0_col2\">8.200000<\/td>\n<\/tr>\n<tr>\n<th class=\"row_heading level1 row1\" id=\"T_3c915_level1_row1\">65 years or older<\/th>\n<td class=\"data row1 col0\" id=\"T_3c915_row1_col0\">31.435714<\/td>\n<td class=\"data row1 col1\" id=\"T_3c915_row1_col1\">nan<\/td>\n<td class=\"data row1 col2\" id=\"T_3c915_row1_col2\">22.277778<\/td>\n<\/tr>\n<tr>\n<th class=\"row_heading level0 row2\" id=\"T_3c915_level0_row2\" rowspan=\"2\">Puerto Rico<\/th>\n<th class=\"row_heading level1 row2\" id=\"T_3c915_level1_row2\">50-64 years<\/th>\n<td class=\"data row2 col0\" id=\"T_3c915_row2_col0\">nan<\/td>\n<td class=\"data row2 col1\" id=\"T_3c915_row2_col1\">54.393750<\/td>\n<td class=\"data row2 col2\" id=\"T_3c915_row2_col2\">nan<\/td>\n<\/tr>\n<tr>\n<th class=\"row_heading level1 row3\" id=\"T_3c915_level1_row3\">65 years or older<\/th>\n<td class=\"data row3 col0\" id=\"T_3c915_row3_col0\">nan<\/td>\n<td class=\"data row3 col1\" id=\"T_3c915_row3_col1\">42.300000<\/td>\n<td class=\"data row3 col2\" id=\"T_3c915_row3_col2\">nan<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=51d6fb2a-6a49-4acc-82eb-12709bc75bb0\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p><b> Insight(s): <\/b> We see that people of Hispanic origin who are 65 years or older and in Puerto Rico have a relatively high percentage of Cognitive Decline.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=6b345713-db1c-4af5-9af6-ef64b04cdfdc\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Evaluating-the-Impact-of-Subjective-Cognitive-Decline-on-Social-Activities:-A-State-Level-Overview-by-Age-and-Gender\">Evaluating the Impact of Subjective Cognitive Decline on Social Activities: A State-Level Overview by Age and Gender<a class=\"anchor-link\" href=\"#Evaluating-the-Impact-of-Subjective-Cognitive-Decline-on-Social-Activities:-A-State-Level-Overview-by-Age-and-Gender\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=9a46357e-c65e-44bf-a2c9-19e7898204c8\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>GridDB supports commonly found operators such as the IN Clause and special handling operators such as COALESCE. In this case, we gather the gender, location, geolocation and average percentage of cognitive decline for specific questions asked to respondents.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=a27487c6-318c-4331-b2c7-60343e8cd659\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[23]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">sql_query4<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"\"\"  <\/span>\n<span class=\"s2\">            SELECT<\/span>\n<span class=\"s2\">                Stratification2 AS Gender,<\/span>\n<span class=\"s2\">                LocationDesc AS Location,<\/span>\n<span class=\"s2\">                Geolocation,<\/span>\n<span class=\"s2\">                Question,<\/span>\n<span class=\"s2\">                COALESCE(AVG(Data_Value),0) AS Avg_Percentage<\/span>\n<span class=\"s2\">            FROM<\/span>\n<span class=\"s2\">                Alzheimer_Analysis<\/span>\n<span class=\"s2\">            WHERE<\/span>\n<span class=\"s2\">                Question IN (<\/span>\n<span class=\"s2\">                    'Percentage of older adults who are experiencing frequent mental distress',<\/span>\n<span class=\"s2\">                    'Percentage of older adults who reported subjective cognitive decline or memory loss that interferes with their ability to engage in social activities or household chores',<\/span>\n<span class=\"s2\">                    'Percentage of older adults with subjective cognitive decline or memory loss who reported talking with a health care professional about it',<\/span>\n<span class=\"s2\">                    'Percentage of older adults who reported subjective cognitive decline or memory loss that is happening more often or is getting worse in the preceding 12 months',<\/span>\n<span class=\"s2\">                    'Percentage of older adults who reported that as a result of subjective cognitive decline or memory loss that they need assistance with day-to-day activities'<\/span>\n<span class=\"s2\">                )<\/span>\n<span class=\"s2\">                AND StratificationCategory2 = 'Gender'<\/span>\n<span class=\"s2\">            GROUP BY<\/span>\n<span class=\"s2\">                Stratification2, LocationDesc, Geolocation,Question<\/span>\n<span class=\"s2\">            ORDER BY<\/span>\n<span class=\"s2\">                Avg_Percentage DESC;<\/span>\n<span class=\"s2\">                \"\"\"<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=aecf49b5-444b-4752-b674-c73fe8e2969c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[24]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Setup the URL to be used to invoke the GridDB WebAPI to retrieve data from the container<\/span>\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'sql'<\/span>\n\n<span class=\"c1\"># Construct the request body<\/span>\n<span class=\"n\">request_body<\/span> <span class=\"o\">=<\/span> <span class=\"n\">json<\/span><span class=\"o\">.<\/span><span class=\"n\">dumps<\/span><span class=\"p\">([<\/span>\n    <span class=\"p\">{<\/span>\n        <span class=\"s2\">\"type\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"sql-select\"<\/span><span class=\"p\">,<\/span>\n        <span class=\"s2\">\"stmt\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">sql_query4<\/span>\n    <span class=\"p\">}<\/span>\n<span class=\"p\">])<\/span>\n\n<span class=\"c1\">#Invoke the GridDB WebAPI<\/span>\n<span class=\"n\">data_req4<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=1a6b70c8-b563-4774-8fe6-24ed9b39dfe6\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[25]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Process the response received and construct a Pandas dataframe with the data from the response<\/span>\n<span class=\"n\">myJson<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_req4<\/span><span class=\"o\">.<\/span><span class=\"n\">json<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">Interrelationships<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">(<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"results\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">][<\/span><span class=\"n\">i<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">i<\/span> <span class=\"ow\">in<\/span> <span class=\"nb\">range<\/span><span class=\"p\">(<\/span><span class=\"mi\">5<\/span><span class=\"p\">)])<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=4d1c790c-eb4b-4c68-bc32-728ce0bce461\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[26]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"k\">def<\/span><span class=\"w\"> <\/span><span class=\"nf\">plot_map_for_question<\/span><span class=\"p\">(<\/span><span class=\"n\">df<\/span><span class=\"p\">,<\/span> <span class=\"n\">question<\/span><span class=\"p\">,<\/span> <span class=\"n\">gender_colors<\/span><span class=\"p\">,<\/span> <span class=\"n\">offsets<\/span><span class=\"p\">):<\/span>\n<span class=\"w\">    <\/span><span class=\"sd\">\"\"\"<\/span>\n<span class=\"sd\">    Plots a map for a given question in the dataframe, using gender-based markers and the average percentage.<\/span>\n<span class=\"sd\">    <\/span>\n<span class=\"sd\">    Parameters:<\/span>\n<span class=\"sd\">    df (DataFrame): DataFrame containing the data, with columns ['Location', 'Geolocation', 'Gender', 'Avg_Percentage', 'Question'].<\/span>\n<span class=\"sd\">    question (str): The specific question to filter and plot.<\/span>\n<span class=\"sd\">    gender_colors (dict): A dictionary mapping 'Male' and 'Female' to respective marker colors.<\/span>\n<span class=\"sd\">    offsets (dict): A dictionary mapping 'Male' and 'Female' to respective latitude and longitude offsets.<\/span>\n<span class=\"sd\">    \"\"\"<\/span>\n    <span class=\"c1\"># Filter the dataframe for the given question<\/span>\n    <span class=\"n\">question_filtered_df<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df<\/span><span class=\"p\">[<\/span><span class=\"n\">df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Question'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"n\">question<\/span><span class=\"p\">]<\/span>\n\n    <span class=\"c1\"># Function to extract latitude and longitude from the POINT format<\/span>\n    <span class=\"k\">def<\/span><span class=\"w\"> <\/span><span class=\"nf\">extract_lat_long<\/span><span class=\"p\">(<\/span><span class=\"n\">geolocation<\/span><span class=\"p\">):<\/span>\n        <span class=\"k\">if<\/span> <span class=\"n\">geolocation<\/span> <span class=\"ow\">is<\/span> <span class=\"kc\">None<\/span><span class=\"p\">:<\/span>  <span class=\"c1\"># Check if the geolocation is None<\/span>\n            <span class=\"k\">return<\/span> <span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"kc\">None<\/span>\n        <span class=\"n\">match<\/span> <span class=\"o\">=<\/span> <span class=\"n\">re<\/span><span class=\"o\">.<\/span><span class=\"n\">match<\/span><span class=\"p\">(<\/span><span class=\"sa\">r<\/span><span class=\"s1\">'POINT \\(([-\\d.]+) ([-\\d.]+)\\)'<\/span><span class=\"p\">,<\/span> <span class=\"n\">geolocation<\/span><span class=\"p\">)<\/span>\n        <span class=\"k\">if<\/span> <span class=\"n\">match<\/span><span class=\"p\">:<\/span>\n            <span class=\"k\">return<\/span> <span class=\"nb\">float<\/span><span class=\"p\">(<\/span><span class=\"n\">match<\/span><span class=\"o\">.<\/span><span class=\"n\">group<\/span><span class=\"p\">(<\/span><span class=\"mi\">2<\/span><span class=\"p\">)),<\/span> <span class=\"nb\">float<\/span><span class=\"p\">(<\/span><span class=\"n\">match<\/span><span class=\"o\">.<\/span><span class=\"n\">group<\/span><span class=\"p\">(<\/span><span class=\"mi\">1<\/span><span class=\"p\">))<\/span>  <span class=\"c1\"># (latitude, longitude)<\/span>\n        <span class=\"k\">return<\/span> <span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"kc\">None<\/span>  <span class=\"c1\"># Return None if the format is incorrect<\/span>\n\n    <span class=\"c1\"># Apply the extraction function to the Geolocation column<\/span>\n    <span class=\"n\">question_filtered_df<\/span><span class=\"p\">[[<\/span><span class=\"s1\">'Latitude'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Longitude'<\/span><span class=\"p\">]]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">question_filtered_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Geolocation'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span><span class=\"k\">lambda<\/span> <span class=\"n\">x<\/span><span class=\"p\">:<\/span> <span class=\"n\">extract_lat_long<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"p\">))<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span><span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">Series<\/span><span class=\"p\">)<\/span>\n\n    <span class=\"c1\"># Filter out any NaN values for latitude and longitude<\/span>\n    <span class=\"n\">valid_locations<\/span> <span class=\"o\">=<\/span> <span class=\"n\">question_filtered_df<\/span><span class=\"o\">.<\/span><span class=\"n\">dropna<\/span><span class=\"p\">(<\/span><span class=\"n\">subset<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Latitude'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Longitude'<\/span><span class=\"p\">])<\/span>\n\n    <span class=\"k\">if<\/span> <span class=\"ow\">not<\/span> <span class=\"n\">valid_locations<\/span><span class=\"o\">.<\/span><span class=\"n\">empty<\/span><span class=\"p\">:<\/span>\n        <span class=\"c1\"># Create a base map centered around the US<\/span>\n        <span class=\"n\">us_latitude<\/span> <span class=\"o\">=<\/span> <span class=\"mf\">37.0902<\/span>  <span class=\"c1\"># Latitude for the U.S. center<\/span>\n        <span class=\"n\">us_longitude<\/span> <span class=\"o\">=<\/span> <span class=\"o\">-<\/span><span class=\"mf\">95.7129<\/span>  <span class=\"c1\"># Longitude for the U.S. center<\/span>\n        <span class=\"n\">m<\/span> <span class=\"o\">=<\/span> <span class=\"n\">folium<\/span><span class=\"o\">.<\/span><span class=\"n\">Map<\/span><span class=\"p\">(<\/span><span class=\"n\">location<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"n\">us_latitude<\/span><span class=\"p\">,<\/span> <span class=\"n\">us_longitude<\/span><span class=\"p\">],<\/span> <span class=\"n\">zoom_start<\/span><span class=\"o\">=<\/span><span class=\"mi\">4<\/span><span class=\"p\">)<\/span>\n\n        <span class=\"c1\"># Add markers to the map for each gender<\/span>\n        <span class=\"k\">for<\/span> <span class=\"n\">idx<\/span><span class=\"p\">,<\/span> <span class=\"n\">row<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">valid_locations<\/span><span class=\"o\">.<\/span><span class=\"n\">iterrows<\/span><span class=\"p\">():<\/span>\n            <span class=\"n\">avg_percentage<\/span> <span class=\"o\">=<\/span> <span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Avg_Percentage'<\/span><span class=\"p\">]<\/span>\n            <span class=\"n\">marker_color<\/span> <span class=\"o\">=<\/span> <span class=\"n\">gender_colors<\/span><span class=\"o\">.<\/span><span class=\"n\">get<\/span><span class=\"p\">(<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Gender'<\/span><span class=\"p\">],<\/span> <span class=\"s1\">'gray'<\/span><span class=\"p\">)<\/span>  <span class=\"c1\"># Default color is gray if gender not found<\/span>\n            <span class=\"n\">lat_offset<\/span><span class=\"p\">,<\/span> <span class=\"n\">long_offset<\/span> <span class=\"o\">=<\/span> <span class=\"n\">offsets<\/span><span class=\"o\">.<\/span><span class=\"n\">get<\/span><span class=\"p\">(<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Gender'<\/span><span class=\"p\">],<\/span> <span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">,<\/span> <span class=\"mi\">0<\/span><span class=\"p\">))<\/span>  <span class=\"c1\"># Apply the appropriate offset for gender<\/span>\n            <span class=\"n\">folium<\/span><span class=\"o\">.<\/span><span class=\"n\">CircleMarker<\/span><span class=\"p\">(<\/span>\n                <span class=\"n\">location<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Latitude'<\/span><span class=\"p\">]<\/span> <span class=\"o\">+<\/span> <span class=\"n\">lat_offset<\/span><span class=\"p\">,<\/span> <span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Longitude'<\/span><span class=\"p\">]<\/span> <span class=\"o\">+<\/span> <span class=\"n\">long_offset<\/span><span class=\"p\">],<\/span>\n                <span class=\"n\">radius<\/span><span class=\"o\">=<\/span><span class=\"n\">avg_percentage<\/span> <span class=\"o\">\/<\/span> <span class=\"mi\">10<\/span><span class=\"p\">,<\/span>  <span class=\"c1\"># Scale the marker size by avg_percentage<\/span>\n                <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"n\">marker_color<\/span><span class=\"p\">,<\/span>\n                <span class=\"n\">fill<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span><span class=\"p\">,<\/span>\n                <span class=\"n\">fill_color<\/span><span class=\"o\">=<\/span><span class=\"n\">marker_color<\/span><span class=\"p\">,<\/span>\n                <span class=\"n\">fill_opacity<\/span><span class=\"o\">=<\/span><span class=\"mf\">0.8<\/span><span class=\"p\">,<\/span>\n                <span class=\"n\">popup<\/span><span class=\"o\">=<\/span><span class=\"n\">folium<\/span><span class=\"o\">.<\/span><span class=\"n\">Popup<\/span><span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"<\/span><span class=\"si\">{<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Location'<\/span><span class=\"p\">]<\/span><span class=\"si\">}<\/span><span class=\"s2\">&lt;br&gt;<\/span><span class=\"si\">{<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Gender'<\/span><span class=\"p\">]<\/span><span class=\"si\">}<\/span><span class=\"s2\">&lt;br&gt;Avg Percentage: <\/span><span class=\"si\">{<\/span><span class=\"n\">avg_percentage<\/span><span class=\"si\">:<\/span><span class=\"s2\">.2f<\/span><span class=\"si\">}<\/span><span class=\"s2\">%\"<\/span><span class=\"p\">,<\/span> <span class=\"n\">parse_html<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span><span class=\"p\">),<\/span>\n                <span class=\"n\">tooltip<\/span><span class=\"o\">=<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"<\/span><span class=\"si\">{<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Location'<\/span><span class=\"p\">]<\/span><span class=\"si\">}<\/span><span class=\"s2\"> - <\/span><span class=\"si\">{<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Gender'<\/span><span class=\"p\">]<\/span><span class=\"si\">}<\/span><span class=\"s2\"> - Avg Percentage: <\/span><span class=\"si\">{<\/span><span class=\"n\">avg_percentage<\/span><span class=\"si\">:<\/span><span class=\"s2\">.2f<\/span><span class=\"si\">}<\/span><span class=\"s2\">%\"<\/span>\n            <span class=\"p\">)<\/span><span class=\"o\">.<\/span><span class=\"n\">add_to<\/span><span class=\"p\">(<\/span><span class=\"n\">m<\/span><span class=\"p\">)<\/span>\n\n        <span class=\"n\">display<\/span><span class=\"p\">(<\/span><span class=\"n\">Markdown<\/span><span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"## <\/span><span class=\"si\">{<\/span><span class=\"n\">question<\/span><span class=\"si\">}<\/span><span class=\"s2\"> - Geographical Distribution\"<\/span><span class=\"p\">))<\/span>\n\n        <span class=\"n\">display<\/span><span class=\"p\">(<\/span><span class=\"n\">m<\/span><span class=\"p\">)<\/span>\n    <span class=\"k\">else<\/span><span class=\"p\">:<\/span>\n        <span class=\"nb\">print<\/span><span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"No valid locations to display for <\/span><span class=\"si\">{<\/span><span class=\"n\">question<\/span><span class=\"si\">}<\/span><span class=\"s2\">.\"<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=5a26aaa0-db0d-478d-8ef5-27d399f233d4\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[27]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Define the color map for gender<\/span>\n<span class=\"n\">gender_colors<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span>\n    <span class=\"s1\">'Male'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'blue'<\/span><span class=\"p\">,<\/span>\n    <span class=\"s1\">'Female'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'#C71585'<\/span> <span class=\"c1\">#dark pink<\/span>\n<span class=\"p\">}<\/span>\n\n<span class=\"c1\"># Define offsets for genders to avoid overlapping markers<\/span>\n<span class=\"n\">offsets<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span>\n    <span class=\"s1\">'Male'<\/span><span class=\"p\">:<\/span> <span class=\"p\">(<\/span><span class=\"o\">-<\/span><span class=\"mf\">0.2<\/span><span class=\"p\">,<\/span> <span class=\"mf\">0.2<\/span><span class=\"p\">),<\/span>  <span class=\"c1\"># Latitude and Longitude offsets for males<\/span>\n    <span class=\"s1\">'Female'<\/span><span class=\"p\">:<\/span> <span class=\"p\">(<\/span><span class=\"mf\">0.2<\/span><span class=\"p\">,<\/span> <span class=\"o\">-<\/span><span class=\"mf\">0.2<\/span><span class=\"p\">)<\/span>  <span class=\"c1\"># Latitude and Longitude offsets for females<\/span>\n<span class=\"p\">}<\/span>\n\n<span class=\"c1\"># Define the specific question to plot<\/span>\n<span class=\"n\">question_to_plot<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"Percentage of older adults with subjective cognitive decline\"<\/span>\n\n<span class=\"n\">plot_map_for_question<\/span><span class=\"p\">(<\/span><span class=\"n\">Interrelationships<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Percentage of older adults who reported that as a result of subjective cognitive decline or memory loss that they need assistance with day-to-day activities'<\/span><span class=\"p\">,<\/span> <span class=\"n\">gender_colors<\/span><span class=\"p\">,<\/span> <span class=\"n\">offsets<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-OutputArea-output\" data-mime-type=\"text\/markdown\" tabindex=\"0\">\n<h2 id=\"Percentage-of-older-adults-who-reported-that-as-a-result-of-subjective-cognitive-decline-or-memory-loss-that-they-need-assistance-with-day-to-day-activities---Geographical-Distribution\">Percentage of older adults who reported that as a result of subjective cognitive decline or memory loss that they need assistance with day-to-day activities - Geographical Distribution<a class=\"anchor-link\" href=\"#Percentage-of-older-adults-who-reported-that-as-a-result-of-subjective-cognitive-decline-or-memory-loss-that-they-need-assistance-with-day-to-day-activities---Geographical-Distribution\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -&gt; Trust Notebook<\/span><iframe allowfullscreen=\"\" mozallowfullscreen=\"\" srcdoc='&lt;!DOCTYPE html&gt;\n&lt;html&gt;\n&lt;head&gt;\n    \n    &lt;meta http-equiv=\"content-type\" content=\"text\/html; charset=UTF-8\" \/&gt;\n    \n        &lt;script&gt;\n            L_NO_TOUCH = false;\n            L_DISABLE_3D = false;\n        &lt;\/script&gt;\n    \n    &lt;style&gt;html, body {width: 100%;height: 100%;margin: 0;padding: 0;}&lt;\/style&gt;\n    &lt;style&gt;#map {position:absolute;top:0;bottom:0;right:0;left:0;}&lt;\/style&gt;\n    &lt;script src=\"https:\/\/cdn.jsdelivr.net\/npm\/leaflet@1.9.3\/dist\/leaflet.js\"&gt;&lt;\/script&gt;\n    &lt;script src=\"https:\/\/code.jquery.com\/jquery-3.7.1.min.js\"&gt;&lt;\/script&gt;\n    &lt;script src=\"https:\/\/cdn.jsdelivr.net\/npm\/bootstrap@5.2.2\/dist\/js\/bootstrap.bundle.min.js\"&gt;&lt;\/script&gt;\n    &lt;script src=\"https:\/\/cdnjs.cloudflare.com\/ajax\/libs\/Leaflet.awesome-markers\/2.0.2\/leaflet.awesome-markers.js\"&gt;&lt;\/script&gt;\n    &lt;link rel=\"stylesheet\" href=\"https:\/\/cdn.jsdelivr.net\/npm\/leaflet@1.9.3\/dist\/leaflet.css\"\/&gt;\n    &lt;link rel=\"stylesheet\" href=\"https:\/\/cdn.jsdelivr.net\/npm\/bootstrap@5.2.2\/dist\/css\/bootstrap.min.css\"\/&gt;\n    &lt;link rel=\"stylesheet\" href=\"https:\/\/netdna.bootstrapcdn.com\/bootstrap\/3.0.0\/css\/bootstrap-glyphicons.css\"\/&gt;\n    &lt;link rel=\"stylesheet\" href=\"https:\/\/cdn.jsdelivr.net\/npm\/@fortawesome\/fontawesome-free@6.2.0\/css\/all.min.css\"\/&gt;\n    &lt;link rel=\"stylesheet\" href=\"https:\/\/cdnjs.cloudflare.com\/ajax\/libs\/Leaflet.awesome-markers\/2.0.2\/leaflet.awesome-markers.css\"\/&gt;\n    &lt;link rel=\"stylesheet\" href=\"https:\/\/cdn.jsdelivr.net\/gh\/python-visualization\/folium\/folium\/templates\/leaflet.awesome.rotate.min.css\"\/&gt;\n    \n            &lt;meta name=\"viewport\" content=\"width=device-width,\n                initial-scale=1.0, maximum-scale=1.0, user-scalable=no\" \/&gt;\n            &lt;style&gt;\n                #map_c59ebec964428e99ac0ec5c6863748ca {\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            &lt;\/style&gt;\n        \n&lt;\/head&gt;\n&lt;body&gt;\n    \n    \n            &lt;div class=\"folium-map\" id=\"map_c59ebec964428e99ac0ec5c6863748ca\" &gt;&lt;\/div&gt;\n        \n&lt;\/body&gt;\n&lt;script&gt;\n    \n    \n            var map_c59ebec964428e99ac0ec5c6863748ca = L.map(\n                \"map_c59ebec964428e99ac0ec5c6863748ca\",\n                {\n                    center: [37.0902, -95.7129],\n                    crs: L.CRS.EPSG3857,\n                    zoom: 4,\n                    zoomControl: true,\n                    preferCanvas: false,\n                }\n            );\n\n            \n\n        \n    \n            var tile_layer_2a0bc6bea92a5c9f6b0db25cb24b9678 = L.tileLayer(\n                \"https:\/\/tile.openstreetmap.org\/{z}\/{x}\/{y}.png\",\n                {\"attribution\": \"\\u0026copy; \\u003ca href=\\\"https:\/\/www.openstreetmap.org\/copyright\\\"\\u003eOpenStreetMap\\u003c\/a\\u003e contributors\", \"detectRetina\": false, \"maxNativeZoom\": 19, \"maxZoom\": 19, \"minZoom\": 0, \"noWrap\": false, \"opacity\": 1, \"subdomains\": \"abc\", \"tms\": false}\n            );\n        \n    \n            tile_layer_2a0bc6bea92a5c9f6b0db25cb24b9678.addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n            var circle_marker_7865807e023c2477a6d2b5f33849ed4b = L.circleMarker(\n                [18.020833, -66.390149],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 6.756666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_4ad5a1f61ea8bd1e67ae0ecd8b716fd2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_01d2132ee2882c6a946a51c693c9f33b = $(`&lt;div id=\"html_01d2132ee2882c6a946a51c693c9f33b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Puerto Rico&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 67.57%&lt;\/div&gt;`)[0];\n                popup_4ad5a1f61ea8bd1e67ae0ecd8b716fd2.setContent(html_01d2132ee2882c6a946a51c693c9f33b);\n            \n        \n\n        circle_marker_7865807e023c2477a6d2b5f33849ed4b.bindPopup(popup_4ad5a1f61ea8bd1e67ae0ecd8b716fd2)\n        ;\n\n        \n    \n    \n            circle_marker_7865807e023c2477a6d2b5f33849ed4b.bindTooltip(\n                `&lt;div&gt;\n                     Puerto Rico - Male - Avg Percentage: 67.57%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_310315e4d484a65ff6c2cc3f5bf9e6a4 = L.circleMarker(\n                [18.420833, -66.790149],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 6.318333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_ebf075a2367efe35f68e01bed756f123 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5d055d835b88d7e7ff073d180e11edc9 = $(`&lt;div id=\"html_5d055d835b88d7e7ff073d180e11edc9\" style=\"width: 100.0%; height: 100.0%;\"&gt;Puerto Rico&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 63.18%&lt;\/div&gt;`)[0];\n                popup_ebf075a2367efe35f68e01bed756f123.setContent(html_5d055d835b88d7e7ff073d180e11edc9);\n            \n        \n\n        circle_marker_310315e4d484a65ff6c2cc3f5bf9e6a4.bindPopup(popup_ebf075a2367efe35f68e01bed756f123)\n        ;\n\n        \n    \n    \n            circle_marker_310315e4d484a65ff6c2cc3f5bf9e6a4.bindTooltip(\n                `&lt;div&gt;\n                     Puerto Rico - Female - Avg Percentage: 63.18%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_be9e381cd21e3033a3bcef9dd3dd62da = L.circleMarker(\n                [32.9455101, -89.73803082],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.738666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_079cf409b77a1dcf8949f93a1a522526 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3ef079fff921546ab72ecd0faa221719 = $(`&lt;div id=\"html_3ef079fff921546ab72ecd0faa221719\" style=\"width: 100.0%; height: 100.0%;\"&gt;Mississippi&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 47.39%&lt;\/div&gt;`)[0];\n                popup_079cf409b77a1dcf8949f93a1a522526.setContent(html_3ef079fff921546ab72ecd0faa221719);\n            \n        \n\n        circle_marker_be9e381cd21e3033a3bcef9dd3dd62da.bindPopup(popup_079cf409b77a1dcf8949f93a1a522526)\n        ;\n\n        \n    \n    \n            circle_marker_be9e381cd21e3033a3bcef9dd3dd62da.bindTooltip(\n                `&lt;div&gt;\n                     Mississippi - Female - Avg Percentage: 47.39%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6e91a9f7a7b75d435382f99cc0061347 = L.circleMarker(\n                [37.84597027, -84.97497105000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.648888888888889, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_8f4e67ede35df58f9e18a7288fa36fff = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_91fb604b831fbbd118f5880922935fe6 = $(`&lt;div id=\"html_91fb604b831fbbd118f5880922935fe6\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kentucky&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.49%&lt;\/div&gt;`)[0];\n                popup_8f4e67ede35df58f9e18a7288fa36fff.setContent(html_91fb604b831fbbd118f5880922935fe6);\n            \n        \n\n        circle_marker_6e91a9f7a7b75d435382f99cc0061347.bindPopup(popup_8f4e67ede35df58f9e18a7288fa36fff)\n        ;\n\n        \n    \n    \n            circle_marker_6e91a9f7a7b75d435382f99cc0061347.bindTooltip(\n                `&lt;div&gt;\n                     Kentucky - Female - Avg Percentage: 46.49%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3914f192edf004917d6daa8482ab2ac3 = L.circleMarker(\n                [40.68501028, -89.19771018],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.622, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_2935fc12aea74f3b470a0eae3bf6ada6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9e090829ae2ed91c3350749299676383 = $(`&lt;div id=\"html_9e090829ae2ed91c3350749299676383\" style=\"width: 100.0%; height: 100.0%;\"&gt;Illinois&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.22%&lt;\/div&gt;`)[0];\n                popup_2935fc12aea74f3b470a0eae3bf6ada6.setContent(html_9e090829ae2ed91c3350749299676383);\n            \n        \n\n        circle_marker_3914f192edf004917d6daa8482ab2ac3.bindPopup(popup_2935fc12aea74f3b470a0eae3bf6ada6)\n        ;\n\n        \n    \n    \n            circle_marker_3914f192edf004917d6daa8482ab2ac3.bindTooltip(\n                `&lt;div&gt;\n                     Illinois - Female - Avg Percentage: 46.22%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3a22f613d3da37aa81c49265ff2b7cd8 = L.circleMarker(\n                [35.666220980000006, -79.35925046],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.431428571428572, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_79f815845a532ca7000aadba646bfd2e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_aa54f1acb0c122766efd19aa5ac5156f = $(`&lt;div id=\"html_aa54f1acb0c122766efd19aa5ac5156f\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Carolina&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 44.31%&lt;\/div&gt;`)[0];\n                popup_79f815845a532ca7000aadba646bfd2e.setContent(html_aa54f1acb0c122766efd19aa5ac5156f);\n            \n        \n\n        circle_marker_3a22f613d3da37aa81c49265ff2b7cd8.bindPopup(popup_79f815845a532ca7000aadba646bfd2e)\n        ;\n\n        \n    \n    \n            circle_marker_3a22f613d3da37aa81c49265ff2b7cd8.bindTooltip(\n                `&lt;div&gt;\n                     North Carolina - Female - Avg Percentage: 44.31%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2d45a305003a5d8f4ebb65523b79d9e9 = L.circleMarker(\n                [38.83579078, -92.76630005],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.3355555555555565, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_dc1a64cdb97b7e2701572af8bcf724c1 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9c5037aab9b34a7c7f146c68a1620ac8 = $(`&lt;div id=\"html_9c5037aab9b34a7c7f146c68a1620ac8\" style=\"width: 100.0%; height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 43.36%&lt;\/div&gt;`)[0];\n                popup_dc1a64cdb97b7e2701572af8bcf724c1.setContent(html_9c5037aab9b34a7c7f146c68a1620ac8);\n            \n        \n\n        circle_marker_2d45a305003a5d8f4ebb65523b79d9e9.bindPopup(popup_dc1a64cdb97b7e2701572af8bcf724c1)\n        ;\n\n        \n    \n    \n            circle_marker_2d45a305003a5d8f4ebb65523b79d9e9.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Female - Avg Percentage: 43.36%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0e6e2e4c3d1c2736978eb12fae3f7955 = L.circleMarker(\n                [35.88094058, -85.97449091],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.225999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_fb65c8a5ae8854af08c6b5b2723d94be = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_cc2bcb38fe8b197228d76ee368e28436 = $(`&lt;div id=\"html_cc2bcb38fe8b197228d76ee368e28436\" style=\"width: 100.0%; height: 100.0%;\"&gt;Tennessee&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 42.26%&lt;\/div&gt;`)[0];\n                popup_fb65c8a5ae8854af08c6b5b2723d94be.setContent(html_cc2bcb38fe8b197228d76ee368e28436);\n            \n        \n\n        circle_marker_0e6e2e4c3d1c2736978eb12fae3f7955.bindPopup(popup_fb65c8a5ae8854af08c6b5b2723d94be)\n        ;\n\n        \n    \n    \n            circle_marker_0e6e2e4c3d1c2736978eb12fae3f7955.bindTooltip(\n                `&lt;div&gt;\n                     Tennessee - Female - Avg Percentage: 42.26%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_46d97b2ab6d0638f5aca955830699da5 = L.circleMarker(\n                [34.72088095, -106.44058100000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.191111111111112, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_e1ca913d9645c76492c79027fec6edcb = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a536d02a4ace8bbb89a6eeb82204d285 = $(`&lt;div id=\"html_a536d02a4ace8bbb89a6eeb82204d285\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Mexico&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 41.91%&lt;\/div&gt;`)[0];\n                popup_e1ca913d9645c76492c79027fec6edcb.setContent(html_a536d02a4ace8bbb89a6eeb82204d285);\n            \n        \n\n        circle_marker_46d97b2ab6d0638f5aca955830699da5.bindPopup(popup_e1ca913d9645c76492c79027fec6edcb)\n        ;\n\n        \n    \n    \n            circle_marker_46d97b2ab6d0638f5aca955830699da5.bindTooltip(\n                `&lt;div&gt;\n                     New Mexico - Female - Avg Percentage: 41.91%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_bb9d085770ea5b67b9fa249016665ddf = L.circleMarker(\n                [32.545510099999994, -89.33803082],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.176666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_a69e9478e89403885c86691fa215109f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9c4e4ded4f7a9f455876301cf5b43e7d = $(`&lt;div id=\"html_9c4e4ded4f7a9f455876301cf5b43e7d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Mississippi&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.77%&lt;\/div&gt;`)[0];\n                popup_a69e9478e89403885c86691fa215109f.setContent(html_9c4e4ded4f7a9f455876301cf5b43e7d);\n            \n        \n\n        circle_marker_bb9d085770ea5b67b9fa249016665ddf.bindPopup(popup_a69e9478e89403885c86691fa215109f)\n        ;\n\n        \n    \n    \n            circle_marker_bb9d085770ea5b67b9fa249016665ddf.bindTooltip(\n                `&lt;div&gt;\n                     Mississippi - Male - Avg Percentage: 41.77%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8ec5243f46de6685853cbe1e48d169ea = L.circleMarker(\n                [34.94865012, -92.47449074000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.17, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_22aa1787faff48279f67a29e0f984341 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5e9dc57336319ee12c0e75b0cea50a92 = $(`&lt;div id=\"html_5e9dc57336319ee12c0e75b0cea50a92\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arkansas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 41.70%&lt;\/div&gt;`)[0];\n                popup_22aa1787faff48279f67a29e0f984341.setContent(html_5e9dc57336319ee12c0e75b0cea50a92);\n            \n        \n\n        circle_marker_8ec5243f46de6685853cbe1e48d169ea.bindPopup(popup_22aa1787faff48279f67a29e0f984341)\n        ;\n\n        \n    \n    \n            circle_marker_8ec5243f46de6685853cbe1e48d169ea.bindTooltip(\n                `&lt;div&gt;\n                     Arkansas - Female - Avg Percentage: 41.70%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9ad227ee66735bd3ce3f5db719303030 = L.circleMarker(\n                [31.11266064, -92.24568006999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.135555555555555, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_e3ae273ba9a312742a6bc8feffc994b3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_fab59babc5e578e90fd41c1050b946f8 = $(`&lt;div id=\"html_fab59babc5e578e90fd41c1050b946f8\" style=\"width: 100.0%; height: 100.0%;\"&gt;Louisiana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.36%&lt;\/div&gt;`)[0];\n                popup_e3ae273ba9a312742a6bc8feffc994b3.setContent(html_fab59babc5e578e90fd41c1050b946f8);\n            \n        \n\n        circle_marker_9ad227ee66735bd3ce3f5db719303030.bindPopup(popup_e3ae273ba9a312742a6bc8feffc994b3)\n        ;\n\n        \n    \n    \n            circle_marker_9ad227ee66735bd3ce3f5db719303030.bindTooltip(\n                `&lt;div&gt;\n                     Louisiana - Male - Avg Percentage: 41.36%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_bf53155b136d8468a1843926f74720a5 = L.circleMarker(\n                [39.208830670000005, -75.77774117],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.064, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_ba9c5192b25a877b1d83849e4e122522 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ebf8709a0c96cae175e426a2cf3ee3da = $(`&lt;div id=\"html_ebf8709a0c96cae175e426a2cf3ee3da\" style=\"width: 100.0%; height: 100.0%;\"&gt;Delaware&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 40.64%&lt;\/div&gt;`)[0];\n                popup_ba9c5192b25a877b1d83849e4e122522.setContent(html_ebf8709a0c96cae175e426a2cf3ee3da);\n            \n        \n\n        circle_marker_bf53155b136d8468a1843926f74720a5.bindPopup(popup_ba9c5192b25a877b1d83849e4e122522)\n        ;\n\n        \n    \n    \n            circle_marker_bf53155b136d8468a1843926f74720a5.bindTooltip(\n                `&lt;div&gt;\n                     Delaware - Female - Avg Percentage: 40.64%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_207137dd81ef4c7f11ae57988427a10d = L.circleMarker(\n                [29.13204038, -82.12896054000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.05, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_0bba2927be7f5c9e9d26db83822607b0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_15b780bcd23853976e08e73709a9a8e1 = $(`&lt;div id=\"html_15b780bcd23853976e08e73709a9a8e1\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 40.50%&lt;\/div&gt;`)[0];\n                popup_0bba2927be7f5c9e9d26db83822607b0.setContent(html_15b780bcd23853976e08e73709a9a8e1);\n            \n        \n\n        circle_marker_207137dd81ef4c7f11ae57988427a10d.bindPopup(popup_0bba2927be7f5c9e9d26db83822607b0)\n        ;\n\n        \n    \n    \n            circle_marker_207137dd81ef4c7f11ae57988427a10d.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Female - Avg Percentage: 40.50%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f87bc504c0294f50148f8d5cbf0b4976 = L.circleMarker(\n                [33.04057112, -86.83186076],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.045555555555556, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_638505f1a52467f126ec14afee27a1f6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_be7a03d3b9475dd95a0fd75b8d13f482 = $(`&lt;div id=\"html_be7a03d3b9475dd95a0fd75b8d13f482\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alabama&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 40.46%&lt;\/div&gt;`)[0];\n                popup_638505f1a52467f126ec14afee27a1f6.setContent(html_be7a03d3b9475dd95a0fd75b8d13f482);\n            \n        \n\n        circle_marker_f87bc504c0294f50148f8d5cbf0b4976.bindPopup(popup_638505f1a52467f126ec14afee27a1f6)\n        ;\n\n        \n    \n    \n            circle_marker_f87bc504c0294f50148f8d5cbf0b4976.bindTooltip(\n                `&lt;div&gt;\n                     Alabama - Female - Avg Percentage: 40.46%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0f1159d1916d12812402160cea01498f = L.circleMarker(\n                [31.51266064, -92.64568007],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.027777777777778, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_2e1b499d38931479c8241fed52bd3ed0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ce9b67c796aca39ca51824413fc5f0e9 = $(`&lt;div id=\"html_ce9b67c796aca39ca51824413fc5f0e9\" style=\"width: 100.0%; height: 100.0%;\"&gt;Louisiana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 40.28%&lt;\/div&gt;`)[0];\n                popup_2e1b499d38931479c8241fed52bd3ed0.setContent(html_ce9b67c796aca39ca51824413fc5f0e9);\n            \n        \n\n        circle_marker_0f1159d1916d12812402160cea01498f.bindPopup(popup_2e1b499d38931479c8241fed52bd3ed0)\n        ;\n\n        \n    \n    \n            circle_marker_0f1159d1916d12812402160cea01498f.bindTooltip(\n                `&lt;div&gt;\n                     Louisiana - Female - Avg Percentage: 40.28%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d966c964eff38b6cf14aa8d1e97cffb2 = L.circleMarker(\n                [32.027240410000005, -99.62677021],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.004166666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_25adaf75b5d43cbb1aa457264e29ba58 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2a01a48a8e2c533c68f3ec9cdb9da5e0 = $(`&lt;div id=\"html_2a01a48a8e2c533c68f3ec9cdb9da5e0\" style=\"width: 100.0%; height: 100.0%;\"&gt;Texas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 40.04%&lt;\/div&gt;`)[0];\n                popup_25adaf75b5d43cbb1aa457264e29ba58.setContent(html_2a01a48a8e2c533c68f3ec9cdb9da5e0);\n            \n        \n\n        circle_marker_d966c964eff38b6cf14aa8d1e97cffb2.bindPopup(popup_25adaf75b5d43cbb1aa457264e29ba58)\n        ;\n\n        \n    \n    \n            circle_marker_d966c964eff38b6cf14aa8d1e97cffb2.bindTooltip(\n                `&lt;div&gt;\n                     Texas - Female - Avg Percentage: 40.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_553fe51aec8bfab6062d4aeb0b54d532 = L.circleMarker(\n                [43.02700103, -75.74397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.9631818181818184, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_ee464fb25a53b110f591b288ecb5e920 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_186ae3c980faa937a211f15fc2b419ee = $(`&lt;div id=\"html_186ae3c980faa937a211f15fc2b419ee\" style=\"width: 100.0%; height: 100.0%;\"&gt;New York&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 39.63%&lt;\/div&gt;`)[0];\n                popup_ee464fb25a53b110f591b288ecb5e920.setContent(html_186ae3c980faa937a211f15fc2b419ee);\n            \n        \n\n        circle_marker_553fe51aec8bfab6062d4aeb0b54d532.bindPopup(popup_ee464fb25a53b110f591b288ecb5e920)\n        ;\n\n        \n    \n    \n            circle_marker_553fe51aec8bfab6062d4aeb0b54d532.bindTooltip(\n                `&lt;div&gt;\n                     New York - Female - Avg Percentage: 39.63%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9dd66789a88dbcc760f55d62562fd548 = L.circleMarker(\n                [65.04507996000001, -147.922059],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.872, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_dd22e06467ed742596040500dcdfa7fe = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a19c0bb53217ce2391f761c3792ff186 = $(`&lt;div id=\"html_a19c0bb53217ce2391f761c3792ff186\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 38.72%&lt;\/div&gt;`)[0];\n                popup_dd22e06467ed742596040500dcdfa7fe.setContent(html_a19c0bb53217ce2391f761c3792ff186);\n            \n        \n\n        circle_marker_9dd66789a88dbcc760f55d62562fd548.bindPopup(popup_dd22e06467ed742596040500dcdfa7fe)\n        ;\n\n        \n    \n    \n            circle_marker_9dd66789a88dbcc760f55d62562fd548.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Female - Avg Percentage: 38.72%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6a55a29e52d5f667d055afa7464decf2 = L.circleMarker(\n                [39.107192000000005, -77.23687100000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.8663636363636362, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_eb0e545e7844d1141139e47a3ca75f2d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_96a390034ad43cf6db6b967abbbf409f = $(`&lt;div id=\"html_96a390034ad43cf6db6b967abbbf409f\" style=\"width: 100.0%; height: 100.0%;\"&gt;District of Columbia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 38.66%&lt;\/div&gt;`)[0];\n                popup_eb0e545e7844d1141139e47a3ca75f2d.setContent(html_96a390034ad43cf6db6b967abbbf409f);\n            \n        \n\n        circle_marker_6a55a29e52d5f667d055afa7464decf2.bindPopup(popup_eb0e545e7844d1141139e47a3ca75f2d)\n        ;\n\n        \n    \n    \n            circle_marker_6a55a29e52d5f667d055afa7464decf2.bindTooltip(\n                `&lt;div&gt;\n                     District of Columbia - Female - Avg Percentage: 38.66%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b033e84eb77cba3e8b65acaa699cc20e = L.circleMarker(\n                [34.320880949999996, -106.040581],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.848888888888889, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_e078373d9e0bc7617cf2f3b2f99db923 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ddda88f332c97270c915def244a9338f = $(`&lt;div id=\"html_ddda88f332c97270c915def244a9338f\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Mexico&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 38.49%&lt;\/div&gt;`)[0];\n                popup_e078373d9e0bc7617cf2f3b2f99db923.setContent(html_ddda88f332c97270c915def244a9338f);\n            \n        \n\n        circle_marker_b033e84eb77cba3e8b65acaa699cc20e.bindPopup(popup_e078373d9e0bc7617cf2f3b2f99db923)\n        ;\n\n        \n    \n    \n            circle_marker_b033e84eb77cba3e8b65acaa699cc20e.bindTooltip(\n                `&lt;div&gt;\n                     New Mexico - Male - Avg Percentage: 38.49%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_60e4b902c3293dd5541bf14780a9b3ee = L.circleMarker(\n                [32.639681089999996, -83.42758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.814, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_e74251882298ea9dc92ffa3ad71d673f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3a8d57e08957bd45ac605fbe4c67f4f5 = $(`&lt;div id=\"html_3a8d57e08957bd45ac605fbe4c67f4f5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Georgia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 38.14%&lt;\/div&gt;`)[0];\n                popup_e74251882298ea9dc92ffa3ad71d673f.setContent(html_3a8d57e08957bd45ac605fbe4c67f4f5);\n            \n        \n\n        circle_marker_60e4b902c3293dd5541bf14780a9b3ee.bindPopup(popup_e74251882298ea9dc92ffa3ad71d673f)\n        ;\n\n        \n    \n    \n            circle_marker_60e4b902c3293dd5541bf14780a9b3ee.bindTooltip(\n                `&lt;div&gt;\n                     Georgia - Male - Avg Percentage: 38.14%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_27e1fa89717f8275a80feab490c7d22a = L.circleMarker(\n                [38.8655102, -80.91264013],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.7900000000000005, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_c5275e8f272306541e9d69e4c8dd5bed = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_bf20f49f92f20e19d8e94700090da5b7 = $(`&lt;div id=\"html_bf20f49f92f20e19d8e94700090da5b7\" style=\"width: 100.0%; height: 100.0%;\"&gt;West Virginia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 37.90%&lt;\/div&gt;`)[0];\n                popup_c5275e8f272306541e9d69e4c8dd5bed.setContent(html_bf20f49f92f20e19d8e94700090da5b7);\n            \n        \n\n        circle_marker_27e1fa89717f8275a80feab490c7d22a.bindPopup(popup_c5275e8f272306541e9d69e4c8dd5bed)\n        ;\n\n        \n    \n    \n            circle_marker_27e1fa89717f8275a80feab490c7d22a.bindTooltip(\n                `&lt;div&gt;\n                     West Virginia - Female - Avg Percentage: 37.90%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4ee61f5b0ffe4c0d3a27777a7746cb37 = L.circleMarker(\n                [32.64057112, -86.43186075999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.774444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_addc456ad16d158c573b5bf25673344b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_136addb6a2f27e59c996314fc7887c4a = $(`&lt;div id=\"html_136addb6a2f27e59c996314fc7887c4a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alabama&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 37.74%&lt;\/div&gt;`)[0];\n                popup_addc456ad16d158c573b5bf25673344b.setContent(html_136addb6a2f27e59c996314fc7887c4a);\n            \n        \n\n        circle_marker_4ee61f5b0ffe4c0d3a27777a7746cb37.bindPopup(popup_addc456ad16d158c573b5bf25673344b)\n        ;\n\n        \n    \n    \n            circle_marker_4ee61f5b0ffe4c0d3a27777a7746cb37.bindTooltip(\n                `&lt;div&gt;\n                     Alabama - Male - Avg Percentage: 37.74%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9f07133333393a69a7788bc9ae38b568 = L.circleMarker(\n                [33.03968109, -83.82758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.7700000000000005, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_8772855b826bb29ebd966b958122ea59 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_83dc45cc7219e2ff6274e83eb7654d5d = $(`&lt;div id=\"html_83dc45cc7219e2ff6274e83eb7654d5d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Georgia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 37.70%&lt;\/div&gt;`)[0];\n                popup_8772855b826bb29ebd966b958122ea59.setContent(html_83dc45cc7219e2ff6274e83eb7654d5d);\n            \n        \n\n        circle_marker_9f07133333393a69a7788bc9ae38b568.bindPopup(popup_8772855b826bb29ebd966b958122ea59)\n        ;\n\n        \n    \n    \n            circle_marker_9f07133333393a69a7788bc9ae38b568.bindTooltip(\n                `&lt;div&gt;\n                     Georgia - Female - Avg Percentage: 37.70%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6ff07c0aee15945e4a2d8e527ddee1dd = L.circleMarker(\n                [44.55313005, -100.5735306],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.7557142857142862, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_79f0bd2be39805308aaff78714cecd2c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_209780649aed08263adb89b1a37f1daa = $(`&lt;div id=\"html_209780649aed08263adb89b1a37f1daa\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 37.56%&lt;\/div&gt;`)[0];\n                popup_79f0bd2be39805308aaff78714cecd2c.setContent(html_209780649aed08263adb89b1a37f1daa);\n            \n        \n\n        circle_marker_6ff07c0aee15945e4a2d8e527ddee1dd.bindPopup(popup_79f0bd2be39805308aaff78714cecd2c)\n        ;\n\n        \n    \n    \n            circle_marker_6ff07c0aee15945e4a2d8e527ddee1dd.bindTooltip(\n                `&lt;div&gt;\n                     South Dakota - Female - Avg Percentage: 37.56%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_84558fe1b3049fc665a4b3df49f46eb9 = L.circleMarker(\n                [35.26622098, -78.95925045999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.71, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_10c405c71a56f256788778a67adb633c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c8c32523434621b4c5a5ee5ec6ca2cbe = $(`&lt;div id=\"html_c8c32523434621b4c5a5ee5ec6ca2cbe\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Carolina&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 37.10%&lt;\/div&gt;`)[0];\n                popup_10c405c71a56f256788778a67adb633c.setContent(html_c8c32523434621b4c5a5ee5ec6ca2cbe);\n            \n        \n\n        circle_marker_84558fe1b3049fc665a4b3df49f46eb9.bindPopup(popup_10c405c71a56f256788778a67adb633c)\n        ;\n\n        \n    \n    \n            circle_marker_84558fe1b3049fc665a4b3df49f46eb9.bindTooltip(\n                `&lt;div&gt;\n                     North Carolina - Male - Avg Percentage: 37.10%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_42ab5e7b68fc3b2aadbe067418b99e24 = L.circleMarker(\n                [34.198821300000006, -81.24537121],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.6975000000000007, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_a005b37401a564d2e1b7d57fe633b911 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_065865d53d14737387cadf929608eacb = $(`&lt;div id=\"html_065865d53d14737387cadf929608eacb\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Carolina&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 36.98%&lt;\/div&gt;`)[0];\n                popup_a005b37401a564d2e1b7d57fe633b911.setContent(html_065865d53d14737387cadf929608eacb);\n            \n        \n\n        circle_marker_42ab5e7b68fc3b2aadbe067418b99e24.bindPopup(popup_a005b37401a564d2e1b7d57fe633b911)\n        ;\n\n        \n    \n    \n            circle_marker_42ab5e7b68fc3b2aadbe067418b99e24.bindTooltip(\n                `&lt;div&gt;\n                     South Carolina - Female - Avg Percentage: 36.98%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9ac9fe27c282333bc4547abdf1a03b4a = L.circleMarker(\n                [38.5477403, -98.40078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.693333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_caf875520b05a08ec6590d30a577ed51 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3dfd163e1b00f1f9c84b1b79309d5176 = $(`&lt;div id=\"html_3dfd163e1b00f1f9c84b1b79309d5176\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kansas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 36.93%&lt;\/div&gt;`)[0];\n                popup_caf875520b05a08ec6590d30a577ed51.setContent(html_3dfd163e1b00f1f9c84b1b79309d5176);\n            \n        \n\n        circle_marker_9ac9fe27c282333bc4547abdf1a03b4a.bindPopup(popup_caf875520b05a08ec6590d30a577ed51)\n        ;\n\n        \n    \n    \n            circle_marker_9ac9fe27c282333bc4547abdf1a03b4a.bindTooltip(\n                `&lt;div&gt;\n                     Kansas - Female - Avg Percentage: 36.93%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3a368b007d2db236b629dead6ab897cc = L.circleMarker(\n                [35.06597028, -111.9638113],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.690833333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_b0eb56bee6358528440fee9506e3ef89 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c952addbe57216df53707dce34206170 = $(`&lt;div id=\"html_c952addbe57216df53707dce34206170\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arizona&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 36.91%&lt;\/div&gt;`)[0];\n                popup_b0eb56bee6358528440fee9506e3ef89.setContent(html_c952addbe57216df53707dce34206170);\n            \n        \n\n        circle_marker_3a368b007d2db236b629dead6ab897cc.bindPopup(popup_b0eb56bee6358528440fee9506e3ef89)\n        ;\n\n        \n    \n    \n            circle_marker_3a368b007d2db236b629dead6ab897cc.bindTooltip(\n                `&lt;div&gt;\n                     Arizona - Female - Avg Percentage: 36.91%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_cf7bdf8930a7b67c87136c79923a3908 = L.circleMarker(\n                [44.861319540000004, -84.91439027],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.643888888888889, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_765b60cc057e8c3a9e851f78f9c3cca0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8b52987d3ffb246a854a803c4a3ab8f3 = $(`&lt;div id=\"html_8b52987d3ffb246a854a803c4a3ab8f3\" style=\"width: 100.0%; height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 36.44%&lt;\/div&gt;`)[0];\n                popup_765b60cc057e8c3a9e851f78f9c3cca0.setContent(html_8b52987d3ffb246a854a803c4a3ab8f3);\n            \n        \n\n        circle_marker_cf7bdf8930a7b67c87136c79923a3908.bindPopup(popup_765b60cc057e8c3a9e851f78f9c3cca0)\n        ;\n\n        \n    \n    \n            circle_marker_cf7bdf8930a7b67c87136c79923a3908.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Female - Avg Percentage: 36.44%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ad9a67038d7712301a58977862dc0bba = L.circleMarker(\n                [31.627240410000002, -99.22677021],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.6350000000000002, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_e32e5299c5d7884713efc5dc51b33a45 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7cd0425b353b841e36e40c75510f6153 = $(`&lt;div id=\"html_7cd0425b353b841e36e40c75510f6153\" style=\"width: 100.0%; height: 100.0%;\"&gt;Texas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 36.35%&lt;\/div&gt;`)[0];\n                popup_e32e5299c5d7884713efc5dc51b33a45.setContent(html_7cd0425b353b841e36e40c75510f6153);\n            \n        \n\n        circle_marker_ad9a67038d7712301a58977862dc0bba.bindPopup(popup_e32e5299c5d7884713efc5dc51b33a45)\n        ;\n\n        \n    \n    \n            circle_marker_ad9a67038d7712301a58977862dc0bba.bindTooltip(\n                `&lt;div&gt;\n                     Texas - Male - Avg Percentage: 36.35%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_362fd61d6f615f1eb74cd9a73601e95a = L.circleMarker(\n                [41.908280190000006, -71.72247031],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.6166666666666663, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_480f721128be24d6ede09d97266e03bc = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_53e8f9fb7c7450f9e636258e6bc88c2c = $(`&lt;div id=\"html_53e8f9fb7c7450f9e636258e6bc88c2c\" style=\"width: 100.0%; height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 36.17%&lt;\/div&gt;`)[0];\n                popup_480f721128be24d6ede09d97266e03bc.setContent(html_53e8f9fb7c7450f9e636258e6bc88c2c);\n            \n        \n\n        circle_marker_362fd61d6f615f1eb74cd9a73601e95a.bindPopup(popup_480f721128be24d6ede09d97266e03bc)\n        ;\n\n        \n    \n    \n            circle_marker_362fd61d6f615f1eb74cd9a73601e95a.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Female - Avg Percentage: 36.17%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8ae1a0b9b74c5327ea9fd9da803f50ec = L.circleMarker(\n                [39.96691045, -86.34996019],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.6075000000000004, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_753a4932e7f556c429aebada0796754d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_bc667d09269a37468cece49a2d86ce6d = $(`&lt;div id=\"html_bc667d09269a37468cece49a2d86ce6d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Indiana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 36.08%&lt;\/div&gt;`)[0];\n                popup_753a4932e7f556c429aebada0796754d.setContent(html_bc667d09269a37468cece49a2d86ce6d);\n            \n        \n\n        circle_marker_8ae1a0b9b74c5327ea9fd9da803f50ec.bindPopup(popup_753a4932e7f556c429aebada0796754d)\n        ;\n\n        \n    \n    \n            circle_marker_8ae1a0b9b74c5327ea9fd9da803f50ec.bindTooltip(\n                `&lt;div&gt;\n                     Indiana - Female - Avg Percentage: 36.08%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f5dc7b146dce31c7ba323ca05e736fc0 = L.circleMarker(\n                [37.83864012, -121.1999995],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.594444444444445, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_93e1d09529aff2624149c1dbe64f373d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d900ca6a38b748bf3fe96b890f939168 = $(`&lt;div id=\"html_d900ca6a38b748bf3fe96b890f939168\" style=\"width: 100.0%; height: 100.0%;\"&gt;California&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 35.94%&lt;\/div&gt;`)[0];\n                popup_93e1d09529aff2624149c1dbe64f373d.setContent(html_d900ca6a38b748bf3fe96b890f939168);\n            \n        \n\n        circle_marker_f5dc7b146dce31c7ba323ca05e736fc0.bindPopup(popup_93e1d09529aff2624149c1dbe64f373d)\n        ;\n\n        \n    \n    \n            circle_marker_f5dc7b146dce31c7ba323ca05e736fc0.bindTooltip(\n                `&lt;div&gt;\n                     California - Female - Avg Percentage: 35.94%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_971b74fcdd2ff163be81dfc7f1bb528a = L.circleMarker(\n                [35.672031360000005, 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circle_marker_971b74fcdd2ff163be81dfc7f1bb528a.bindPopup(popup_d570fdb7db5755e37cd805b3b3022c00)\n        ;\n\n        \n    \n    \n            circle_marker_971b74fcdd2ff163be81dfc7f1bb528a.bindTooltip(\n                `&lt;div&gt;\n                     Oklahoma - Female - Avg Percentage: 35.15%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3e777edba972a63098ac1fa131481484 = L.circleMarker(\n                [34.54865012, -92.07449074],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.4414285714285717, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_314c4515e567c6be95775006ceb9a11a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6e8b4f85b77bf11c8f2bbabc2afe68ff = $(`&lt;div id=\"html_6e8b4f85b77bf11c8f2bbabc2afe68ff\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arkansas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 34.41%&lt;\/div&gt;`)[0];\n                popup_314c4515e567c6be95775006ceb9a11a.setContent(html_6e8b4f85b77bf11c8f2bbabc2afe68ff);\n            \n        \n\n        circle_marker_3e777edba972a63098ac1fa131481484.bindPopup(popup_314c4515e567c6be95775006ceb9a11a)\n        ;\n\n        \n    \n    \n            circle_marker_3e777edba972a63098ac1fa131481484.bindTooltip(\n                `&lt;div&gt;\n                     Arkansas - Male - Avg Percentage: 34.41%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6c0da9ed87ff3046c3cf1a20b7df3cd8 = L.circleMarker(\n                [39.93057005, -74.07369129],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.3899999999999997, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_d600a202ada597a836eacf81dcecd2b7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f20d5dda46f354af57564da9a49f4ee4 = $(`&lt;div id=\"html_f20d5dda46f354af57564da9a49f4ee4\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 33.90%&lt;\/div&gt;`)[0];\n                popup_d600a202ada597a836eacf81dcecd2b7.setContent(html_f20d5dda46f354af57564da9a49f4ee4);\n            \n        \n\n        circle_marker_6c0da9ed87ff3046c3cf1a20b7df3cd8.bindPopup(popup_d600a202ada597a836eacf81dcecd2b7)\n        ;\n\n        \n    \n    \n            circle_marker_6c0da9ed87ff3046c3cf1a20b7df3cd8.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Male - Avg Percentage: 33.90%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_78cf1708334eef52f56e50a91b377786 = L.circleMarker(\n                [35.480940579999995, -85.57449091],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.3593333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_d2857f71784383dcef5da435df6f8d8b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_cbd7c366a8d52ad4425e9a82bce78962 = $(`&lt;div id=\"html_cbd7c366a8d52ad4425e9a82bce78962\" style=\"width: 100.0%; height: 100.0%;\"&gt;Tennessee&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 33.59%&lt;\/div&gt;`)[0];\n                popup_d2857f71784383dcef5da435df6f8d8b.setContent(html_cbd7c366a8d52ad4425e9a82bce78962);\n            \n        \n\n        circle_marker_78cf1708334eef52f56e50a91b377786.bindPopup(popup_d2857f71784383dcef5da435df6f8d8b)\n        ;\n\n        \n    \n    \n            circle_marker_78cf1708334eef52f56e50a91b377786.bindTooltip(\n                `&lt;div&gt;\n                     Tennessee - Male - Avg Percentage: 33.59%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_043a2bcce69bc6a8a28396a652303479 = L.circleMarker(\n                [35.27203136, -97.32107021],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.3511111111111114, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_7894eeca8ccb430fd93df3cc26d6bb85 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_02f461a97e9d6b1c51d9a5ceba369af0 = $(`&lt;div id=\"html_02f461a97e9d6b1c51d9a5ceba369af0\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oklahoma&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 33.51%&lt;\/div&gt;`)[0];\n                popup_7894eeca8ccb430fd93df3cc26d6bb85.setContent(html_02f461a97e9d6b1c51d9a5ceba369af0);\n            \n        \n\n        circle_marker_043a2bcce69bc6a8a28396a652303479.bindPopup(popup_7894eeca8ccb430fd93df3cc26d6bb85)\n        ;\n\n        \n    \n    \n            circle_marker_043a2bcce69bc6a8a28396a652303479.bindTooltip(\n                `&lt;div&gt;\n                     Oklahoma - Male - Avg Percentage: 33.51%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4b916078889b641d559b735fda029548 = L.circleMarker(\n                [38.4655102, -80.51264013],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.3466666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_cb241c2033a7b8a849d004371a1cf329 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2ff44a169f1b6ec1a235369bcdd46678 = $(`&lt;div id=\"html_2ff44a169f1b6ec1a235369bcdd46678\" style=\"width: 100.0%; height: 100.0%;\"&gt;West Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 33.47%&lt;\/div&gt;`)[0];\n                popup_cb241c2033a7b8a849d004371a1cf329.setContent(html_2ff44a169f1b6ec1a235369bcdd46678);\n            \n        \n\n        circle_marker_4b916078889b641d559b735fda029548.bindPopup(popup_cb241c2033a7b8a849d004371a1cf329)\n        ;\n\n        \n    \n    \n            circle_marker_4b916078889b641d559b735fda029548.bindTooltip(\n                `&lt;div&gt;\n                     West Virginia - Male - Avg Percentage: 33.47%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4957ce5d9177657e6c108eed344d3e11 = L.circleMarker(\n                [42.627001029999995, -75.34397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.319473684210526, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_df208280fd8fd9da1028d60ee8b0755a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9a9d6b75216311583cde03e1d8968062 = $(`&lt;div id=\"html_9a9d6b75216311583cde03e1d8968062\" style=\"width: 100.0%; height: 100.0%;\"&gt;New York&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 33.19%&lt;\/div&gt;`)[0];\n                popup_df208280fd8fd9da1028d60ee8b0755a.setContent(html_9a9d6b75216311583cde03e1d8968062);\n            \n        \n\n        circle_marker_4957ce5d9177657e6c108eed344d3e11.bindPopup(popup_df208280fd8fd9da1028d60ee8b0755a)\n        ;\n\n        \n    \n    \n            circle_marker_4957ce5d9177657e6c108eed344d3e11.bindTooltip(\n                `&lt;div&gt;\n                     New York - Male - Avg Percentage: 33.19%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4ddde9126c1385f4ca2fecf2b77055aa = L.circleMarker(\n                [41.76266102, -72.84984095],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.319, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_6bdcb0c2a5b0e9909a6eb37b38133261 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_269484729262fce30f199b69da447da5 = $(`&lt;div id=\"html_269484729262fce30f199b69da447da5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Connecticut&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 33.19%&lt;\/div&gt;`)[0];\n                popup_6bdcb0c2a5b0e9909a6eb37b38133261.setContent(html_269484729262fce30f199b69da447da5);\n            \n        \n\n        circle_marker_4ddde9126c1385f4ca2fecf2b77055aa.bindPopup(popup_6bdcb0c2a5b0e9909a6eb37b38133261)\n        ;\n\n        \n    \n    \n            circle_marker_4ddde9126c1385f4ca2fecf2b77055aa.bindTooltip(\n                `&lt;div&gt;\n                     Connecticut - Female - Avg Percentage: 33.19%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1cb0d83b580402d7a08197f9098806cd = L.circleMarker(\n                [28.73204038, -81.72896054],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.288181818181818, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_fe38462234cdfec92fa392f13466d07d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6b77cc13a3a0c18dff070f469f26e7b1 = $(`&lt;div id=\"html_6b77cc13a3a0c18dff070f469f26e7b1\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 32.88%&lt;\/div&gt;`)[0];\n                popup_fe38462234cdfec92fa392f13466d07d.setContent(html_6b77cc13a3a0c18dff070f469f26e7b1);\n            \n        \n\n        circle_marker_1cb0d83b580402d7a08197f9098806cd.bindPopup(popup_fe38462234cdfec92fa392f13466d07d)\n        ;\n\n        \n    \n    \n            circle_marker_1cb0d83b580402d7a08197f9098806cd.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Male - Avg Percentage: 32.88%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b1996b5afcbba18475341b96f368cd77 = L.circleMarker(\n                [40.993730150000005, -78.06070029],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.283333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_77388b2e50c9883f237e537fb8929a43 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3764c1d419e7216edb3b5345b4bb1cc0 = $(`&lt;div id=\"html_3764c1d419e7216edb3b5345b4bb1cc0\" style=\"width: 100.0%; height: 100.0%;\"&gt;Pennsylvania&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 32.83%&lt;\/div&gt;`)[0];\n                popup_77388b2e50c9883f237e537fb8929a43.setContent(html_3764c1d419e7216edb3b5345b4bb1cc0);\n            \n        \n\n        circle_marker_b1996b5afcbba18475341b96f368cd77.bindPopup(popup_77388b2e50c9883f237e537fb8929a43)\n        ;\n\n        \n    \n    \n            circle_marker_b1996b5afcbba18475341b96f368cd77.bindTooltip(\n                `&lt;div&gt;\n                     Pennsylvania - Female - Avg Percentage: 32.83%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_54ee69ce60164d3cb1138925f5f33799 = L.circleMarker(\n                [33.7988213, -80.84537121],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.2483333333333326, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_ff02ea0b89fd1436fe363aa811e10a6c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ad6c967450779d48a563bf816d21aa72 = $(`&lt;div id=\"html_ad6c967450779d48a563bf816d21aa72\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Carolina&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 32.48%&lt;\/div&gt;`)[0];\n                popup_ff02ea0b89fd1436fe363aa811e10a6c.setContent(html_ad6c967450779d48a563bf816d21aa72);\n            \n        \n\n        circle_marker_54ee69ce60164d3cb1138925f5f33799.bindPopup(popup_ff02ea0b89fd1436fe363aa811e10a6c)\n        ;\n\n        \n    \n    \n            circle_marker_54ee69ce60164d3cb1138925f5f33799.bindTooltip(\n                `&lt;div&gt;\n                     South Carolina - Male - Avg Percentage: 32.48%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5f502ae8fb0cb17a8e5aade693a7b969 = L.circleMarker(\n                [47.722278630000005, -120.6700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.2077777777777774, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_b22e02a3b8ff92e6825986a5c695f9af = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8cb5d797ffc21c7fab22732f4841191a = $(`&lt;div id=\"html_8cb5d797ffc21c7fab22732f4841191a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Washington&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 32.08%&lt;\/div&gt;`)[0];\n                popup_b22e02a3b8ff92e6825986a5c695f9af.setContent(html_8cb5d797ffc21c7fab22732f4841191a);\n            \n        \n\n        circle_marker_5f502ae8fb0cb17a8e5aade693a7b969.bindPopup(popup_b22e02a3b8ff92e6825986a5c695f9af)\n        ;\n\n        \n    \n    \n            circle_marker_5f502ae8fb0cb17a8e5aade693a7b969.bindTooltip(\n                `&lt;div&gt;\n                     Washington - Female - Avg Percentage: 32.08%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a136dd87aad0545c1a48161a703e1515 = L.circleMarker(\n                [40.59373015, -77.66070029],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.1883333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_7e7cbe19e20f9a66c892ef279f801d37 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d34d3f3891883a914da56800155a596d = $(`&lt;div id=\"html_d34d3f3891883a914da56800155a596d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Pennsylvania&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 31.88%&lt;\/div&gt;`)[0];\n                popup_7e7cbe19e20f9a66c892ef279f801d37.setContent(html_d34d3f3891883a914da56800155a596d);\n            \n        \n\n        circle_marker_a136dd87aad0545c1a48161a703e1515.bindPopup(popup_7e7cbe19e20f9a66c892ef279f801d37)\n        ;\n\n        \n    \n    \n            circle_marker_a136dd87aad0545c1a48161a703e1515.bindTooltip(\n                `&lt;div&gt;\n                     Pennsylvania - Male - Avg Percentage: 31.88%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c3b57899ad23aa98744fbe2a10787dcc = L.circleMarker(\n                [37.44597027, -84.57497105],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.165714285714285, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_c48f3c659e8d2a0943763d5fcf548491 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c24bfdc72e72e2b91eb99d255c92aa1b = $(`&lt;div id=\"html_c24bfdc72e72e2b91eb99d255c92aa1b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kentucky&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 31.66%&lt;\/div&gt;`)[0];\n                popup_c48f3c659e8d2a0943763d5fcf548491.setContent(html_c24bfdc72e72e2b91eb99d255c92aa1b);\n            \n        \n\n        circle_marker_c3b57899ad23aa98744fbe2a10787dcc.bindPopup(popup_c48f3c659e8d2a0943763d5fcf548491)\n        ;\n\n        \n    \n    \n            circle_marker_c3b57899ad23aa98744fbe2a10787dcc.bindTooltip(\n                `&lt;div&gt;\n                     Kentucky - Male - Avg Percentage: 31.66%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4911022ca91a579ed130fb0d85fe060d = L.circleMarker(\n                [40.260210140000005, -82.60426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.1611111111111105, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_c0578b4da71f611973a5ded20419aeda = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6e86bd15419bdb7e385445543661d27a = $(`&lt;div id=\"html_6e86bd15419bdb7e385445543661d27a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Ohio&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 31.61%&lt;\/div&gt;`)[0];\n                popup_c0578b4da71f611973a5ded20419aeda.setContent(html_6e86bd15419bdb7e385445543661d27a);\n            \n        \n\n        circle_marker_4911022ca91a579ed130fb0d85fe060d.bindPopup(popup_c0578b4da71f611973a5ded20419aeda)\n        ;\n\n        \n    \n    \n            circle_marker_4911022ca91a579ed130fb0d85fe060d.bindTooltip(\n                `&lt;div&gt;\n                     Ohio - Female - Avg Percentage: 31.61%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_92e3db8d51a2bdc9b33f548a5211e3c3 = L.circleMarker(\n                [41.50828019, -71.32247031],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.1533333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_ba96682ee0e91977f28d159ff79e3b81 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7e9c4b8d24bf3efbba365912d465d1e1 = $(`&lt;div id=\"html_7e9c4b8d24bf3efbba365912d465d1e1\" style=\"width: 100.0%; height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 31.53%&lt;\/div&gt;`)[0];\n                popup_ba96682ee0e91977f28d159ff79e3b81.setContent(html_7e9c4b8d24bf3efbba365912d465d1e1);\n            \n        \n\n        circle_marker_92e3db8d51a2bdc9b33f548a5211e3c3.bindPopup(popup_ba96682ee0e91977f28d159ff79e3b81)\n        ;\n\n        \n    \n    \n            circle_marker_92e3db8d51a2bdc9b33f548a5211e3c3.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Male - Avg Percentage: 31.53%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4070b70aee93b6ced4c2c4caa0f8555b = L.circleMarker(\n                [40.330570050000006, -74.47369129],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.0855555555555556, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_f2550451e4fd94b92e0955a8f241f201 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_23b3b80e0350b96ab3abdd271a21940f = $(`&lt;div id=\"html_23b3b80e0350b96ab3abdd271a21940f\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 30.86%&lt;\/div&gt;`)[0];\n                popup_f2550451e4fd94b92e0955a8f241f201.setContent(html_23b3b80e0350b96ab3abdd271a21940f);\n            \n        \n\n        circle_marker_4070b70aee93b6ced4c2c4caa0f8555b.bindPopup(popup_f2550451e4fd94b92e0955a8f241f201)\n        ;\n\n        \n    \n    \n            circle_marker_4070b70aee93b6ced4c2c4caa0f8555b.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Female - Avg Percentage: 30.86%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7ab04bdcc55b7302e633b1d4d0e488c0 = L.circleMarker(\n                [42.66940091, -94.01649056000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.0808333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_c5b8ac134b97e817df7ba3051ab7f2b3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_762d4a3b5e73418eaae99383af428dd7 = $(`&lt;div id=\"html_762d4a3b5e73418eaae99383af428dd7\" style=\"width: 100.0%; height: 100.0%;\"&gt;Iowa&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 30.81%&lt;\/div&gt;`)[0];\n                popup_c5b8ac134b97e817df7ba3051ab7f2b3.setContent(html_762d4a3b5e73418eaae99383af428dd7);\n            \n        \n\n        circle_marker_7ab04bdcc55b7302e633b1d4d0e488c0.bindPopup(popup_c5b8ac134b97e817df7ba3051ab7f2b3)\n        ;\n\n        \n    \n    \n            circle_marker_7ab04bdcc55b7302e633b1d4d0e488c0.bindTooltip(\n                `&lt;div&gt;\n                     Iowa - Female - Avg Percentage: 30.81%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4d697e97539d505dddf10214a21c9ef0 = L.circleMarker(\n                [44.767449420000005, -120.35503130000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.0611999999999995, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_3a081cfe09f3303ee0dcf2af0a85803f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_18303c0ee9aef24d4c9885543fe6bd38 = $(`&lt;div id=\"html_18303c0ee9aef24d4c9885543fe6bd38\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 30.61%&lt;\/div&gt;`)[0];\n                popup_3a081cfe09f3303ee0dcf2af0a85803f.setContent(html_18303c0ee9aef24d4c9885543fe6bd38);\n            \n        \n\n        circle_marker_4d697e97539d505dddf10214a21c9ef0.bindPopup(popup_3a081cfe09f3303ee0dcf2af0a85803f)\n        ;\n\n        \n    \n    \n            circle_marker_4d697e97539d505dddf10214a21c9ef0.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Female - Avg Percentage: 30.61%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ed80bbbcd96107ec00950c0a45bc585f = L.circleMarker(\n                [47.26652897, -109.62442060000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.0599999999999996, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_4207b472570c99e7fe1c1a539896b9f4 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6a7e16f1835b8e2b33c52e06c6950a67 = $(`&lt;div id=\"html_6a7e16f1835b8e2b33c52e06c6950a67\" style=\"width: 100.0%; height: 100.0%;\"&gt;Montana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 30.60%&lt;\/div&gt;`)[0];\n                popup_4207b472570c99e7fe1c1a539896b9f4.setContent(html_6a7e16f1835b8e2b33c52e06c6950a67);\n            \n        \n\n        circle_marker_ed80bbbcd96107ec00950c0a45bc585f.bindPopup(popup_4207b472570c99e7fe1c1a539896b9f4)\n        ;\n\n        \n    \n    \n            circle_marker_ed80bbbcd96107ec00950c0a45bc585f.bindTooltip(\n                `&lt;div&gt;\n                     Montana - Female - Avg Percentage: 30.60%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_fa5b49adcacb15781d5530036751fec5 = L.circleMarker(\n                [37.742680670000006, -78.65789046],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.0424999999999995, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_dc511455153c4132597b430fa616024c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_bc5f9c90a2ad277420da54d8c8b5efc6 = $(`&lt;div id=\"html_bc5f9c90a2ad277420da54d8c8b5efc6\" style=\"width: 100.0%; height: 100.0%;\"&gt;Virginia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 30.42%&lt;\/div&gt;`)[0];\n                popup_dc511455153c4132597b430fa616024c.setContent(html_bc5f9c90a2ad277420da54d8c8b5efc6);\n            \n        \n\n        circle_marker_fa5b49adcacb15781d5530036751fec5.bindPopup(popup_dc511455153c4132597b430fa616024c)\n        ;\n\n        \n    \n    \n            circle_marker_fa5b49adcacb15781d5530036751fec5.bindTooltip(\n                `&lt;div&gt;\n                     Virginia - Female - Avg Percentage: 30.42%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4fcd29d5fe2e6f8ae83c884bfc08ae0f = L.circleMarker(\n                [46.86652897, -109.2244206],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.0300000000000002, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_6d5e551c0f0620a08deefa37669a1f6b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ccf7046b2f856efb89fab57cf26dad3a = $(`&lt;div id=\"html_ccf7046b2f856efb89fab57cf26dad3a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Montana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 30.30%&lt;\/div&gt;`)[0];\n                popup_6d5e551c0f0620a08deefa37669a1f6b.setContent(html_ccf7046b2f856efb89fab57cf26dad3a);\n            \n        \n\n        circle_marker_4fcd29d5fe2e6f8ae83c884bfc08ae0f.bindPopup(popup_6d5e551c0f0620a08deefa37669a1f6b)\n        ;\n\n        \n    \n    \n            circle_marker_4fcd29d5fe2e6f8ae83c884bfc08ae0f.bindTooltip(\n                `&lt;div&gt;\n                     Montana - Male - Avg Percentage: 30.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9dc76606a7ee1aee1271ec5940a1175b = L.circleMarker(\n                [39.560700170000004, -111.7871306],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.027894736842106, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_21fd9e8572117dfba17a32b0d849dc3f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9e60111e377a7a40ebddb48b32d3761c = $(`&lt;div id=\"html_9e60111e377a7a40ebddb48b32d3761c\" style=\"width: 100.0%; height: 100.0%;\"&gt;Utah&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 30.28%&lt;\/div&gt;`)[0];\n                popup_21fd9e8572117dfba17a32b0d849dc3f.setContent(html_9e60111e377a7a40ebddb48b32d3761c);\n            \n        \n\n        circle_marker_9dc76606a7ee1aee1271ec5940a1175b.bindPopup(popup_21fd9e8572117dfba17a32b0d849dc3f)\n        ;\n\n        \n    \n    \n            circle_marker_9dc76606a7ee1aee1271ec5940a1175b.bindTooltip(\n                `&lt;div&gt;\n                     Utah - Female - Avg Percentage: 30.28%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_751011f413f0268ef53c9bea395de56b = L.circleMarker(\n                [38.43579078, -92.36630004999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.0055555555555555, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_11fab3ca44b842972045cb4657d21491 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_fdd2bcd8bb5d5a52fa005b349f3f2563 = $(`&lt;div id=\"html_fdd2bcd8bb5d5a52fa005b349f3f2563\" style=\"width: 100.0%; height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 30.06%&lt;\/div&gt;`)[0];\n                popup_11fab3ca44b842972045cb4657d21491.setContent(html_fdd2bcd8bb5d5a52fa005b349f3f2563);\n            \n        \n\n        circle_marker_751011f413f0268ef53c9bea395de56b.bindPopup(popup_11fab3ca44b842972045cb4657d21491)\n        ;\n\n        \n    \n    \n            circle_marker_751011f413f0268ef53c9bea395de56b.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Male - Avg Percentage: 30.06%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2cfe8ec35d6e8bbe7d7f8c07f3771892 = L.circleMarker(\n                [38.707192, -76.836871],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.005, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_cbf08c09121b21b31cfb07a5baf732c7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0c347291a74901a2c783e3f9f7529ad2 = $(`&lt;div id=\"html_0c347291a74901a2c783e3f9f7529ad2\" style=\"width: 100.0%; height: 100.0%;\"&gt;District of Columbia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 30.05%&lt;\/div&gt;`)[0];\n                popup_cbf08c09121b21b31cfb07a5baf732c7.setContent(html_0c347291a74901a2c783e3f9f7529ad2);\n            \n        \n\n        circle_marker_2cfe8ec35d6e8bbe7d7f8c07f3771892.bindPopup(popup_cbf08c09121b21b31cfb07a5baf732c7)\n        ;\n\n        \n    \n    \n            circle_marker_2cfe8ec35d6e8bbe7d7f8c07f3771892.bindTooltip(\n                `&lt;div&gt;\n                     District of Columbia - Male - Avg Percentage: 30.05%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_948339543c6aef1ab8a1b09f2a9f6e32 = L.circleMarker(\n                [21.50485044, -158.05774939999998],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.9493333333333336, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_18c16c2ebe8d57428daba5f093d8e7c6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_300789cd657cf09c0d91848c0f83ac02 = $(`&lt;div id=\"html_300789cd657cf09c0d91848c0f83ac02\" style=\"width: 100.0%; height: 100.0%;\"&gt;Hawaii&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 29.49%&lt;\/div&gt;`)[0];\n                popup_18c16c2ebe8d57428daba5f093d8e7c6.setContent(html_300789cd657cf09c0d91848c0f83ac02);\n            \n        \n\n        circle_marker_948339543c6aef1ab8a1b09f2a9f6e32.bindPopup(popup_18c16c2ebe8d57428daba5f093d8e7c6)\n        ;\n\n        \n    \n    \n            circle_marker_948339543c6aef1ab8a1b09f2a9f6e32.bindTooltip(\n                `&lt;div&gt;\n                     Hawaii - Female - Avg Percentage: 29.49%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a522de9ce495abffe54774b8b567cd25 = L.circleMarker(\n                [38.80883067, -75.37774117],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.93, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_05500a49b242090b5a3f3dd0b6b7f9dd = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_bdea40f6df494b55d4d095cd7a974db8 = $(`&lt;div id=\"html_bdea40f6df494b55d4d095cd7a974db8\" style=\"width: 100.0%; height: 100.0%;\"&gt;Delaware&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 29.30%&lt;\/div&gt;`)[0];\n                popup_05500a49b242090b5a3f3dd0b6b7f9dd.setContent(html_bdea40f6df494b55d4d095cd7a974db8);\n            \n        \n\n        circle_marker_a522de9ce495abffe54774b8b567cd25.bindPopup(popup_05500a49b242090b5a3f3dd0b6b7f9dd)\n        ;\n\n        \n    \n    \n            circle_marker_a522de9ce495abffe54774b8b567cd25.bindTooltip(\n                `&lt;div&gt;\n                     Delaware - Male - Avg Percentage: 29.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_41d9a1d2c4590194a9d96be7f3cf01c5 = L.circleMarker(\n                [43.455950109999996, -71.30036092],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.93, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_ec305eab68cd51c2fa2d6113a8cb3f9f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ec1c3dcc8d89592c7c873a4ab6711fde = $(`&lt;div id=\"html_ec1c3dcc8d89592c7c873a4ab6711fde\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 29.30%&lt;\/div&gt;`)[0];\n                popup_ec305eab68cd51c2fa2d6113a8cb3f9f.setContent(html_ec1c3dcc8d89592c7c873a4ab6711fde);\n            \n        \n\n        circle_marker_41d9a1d2c4590194a9d96be7f3cf01c5.bindPopup(popup_ec305eab68cd51c2fa2d6113a8cb3f9f)\n        ;\n\n        \n    \n    \n            circle_marker_41d9a1d2c4590194a9d96be7f3cf01c5.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire - Male - Avg Percentage: 29.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d0cd402e6976a47fc29382c557d53632 = L.circleMarker(\n                [39.293240389999994, -116.8718406],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.9199999999999995, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_b54dc024b44ff3a389f4184cfcc8be23 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_46042c95d611838812687234112eaf41 = $(`&lt;div id=\"html_46042c95d611838812687234112eaf41\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nevada&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 29.20%&lt;\/div&gt;`)[0];\n                popup_b54dc024b44ff3a389f4184cfcc8be23.setContent(html_46042c95d611838812687234112eaf41);\n            \n        \n\n        circle_marker_d0cd402e6976a47fc29382c557d53632.bindPopup(popup_b54dc024b44ff3a389f4184cfcc8be23)\n        ;\n\n        \n    \n    \n            circle_marker_d0cd402e6976a47fc29382c557d53632.bindTooltip(\n                `&lt;div&gt;\n                     Nevada - Male - Avg Percentage: 29.20%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a068ebbc908c93f1c05e0fbda681b467 = L.circleMarker(\n                [38.643840759999996, -105.93361089999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.913333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_08afe0bcb1241831d4f806068a0c33a2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_387c9d4752fafc9c9994967fa83f70ad = $(`&lt;div id=\"html_387c9d4752fafc9c9994967fa83f70ad\" style=\"width: 100.0%; height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 29.13%&lt;\/div&gt;`)[0];\n                popup_08afe0bcb1241831d4f806068a0c33a2.setContent(html_387c9d4752fafc9c9994967fa83f70ad);\n            \n        \n\n        circle_marker_a068ebbc908c93f1c05e0fbda681b467.bindPopup(popup_08afe0bcb1241831d4f806068a0c33a2)\n        ;\n\n        \n    \n    \n            circle_marker_a068ebbc908c93f1c05e0fbda681b467.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Male - Avg Percentage: 29.13%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2391cba6b1c7a3e501c65a8b365bb923 = L.circleMarker(\n                [44.46131954, -84.51439026999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.8981818181818175, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_554b3de1787b6a03e6407638881eed58 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9b800f81d5b5701197482e7617e31690 = $(`&lt;div id=\"html_9b800f81d5b5701197482e7617e31690\" style=\"width: 100.0%; height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 28.98%&lt;\/div&gt;`)[0];\n                popup_554b3de1787b6a03e6407638881eed58.setContent(html_9b800f81d5b5701197482e7617e31690);\n            \n        \n\n        circle_marker_2391cba6b1c7a3e501c65a8b365bb923.bindPopup(popup_554b3de1787b6a03e6407638881eed58)\n        ;\n\n        \n    \n    \n            circle_marker_2391cba6b1c7a3e501c65a8b365bb923.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Male - Avg Percentage: 28.98%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5c604fa1caee54d1165444a8ddf42487 = L.circleMarker(\n                [37.438640119999995, -120.7999995],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.898, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_eb5ac6c03f54e8da405306828a6ebb76 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ad05f794f7c5b77b882f86a64506c61e = $(`&lt;div id=\"html_ad05f794f7c5b77b882f86a64506c61e\" style=\"width: 100.0%; height: 100.0%;\"&gt;California&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 28.98%&lt;\/div&gt;`)[0];\n                popup_eb5ac6c03f54e8da405306828a6ebb76.setContent(html_ad05f794f7c5b77b882f86a64506c61e);\n            \n        \n\n        circle_marker_5c604fa1caee54d1165444a8ddf42487.bindPopup(popup_eb5ac6c03f54e8da405306828a6ebb76)\n        ;\n\n        \n    \n    \n            circle_marker_5c604fa1caee54d1165444a8ddf42487.bindTooltip(\n                `&lt;div&gt;\n                     California - Male - Avg Percentage: 28.98%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5071ff26f81115f3881bfd3e733b5256 = L.circleMarker(\n                [47.67531978, -100.318421],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.8857142857142857, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_5ae059efc5748fedac8442dd261e2bd7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b1cff385c267757964c275dfab9f0612 = $(`&lt;div id=\"html_b1cff385c267757964c275dfab9f0612\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 28.86%&lt;\/div&gt;`)[0];\n                popup_5ae059efc5748fedac8442dd261e2bd7.setContent(html_b1cff385c267757964c275dfab9f0612);\n            \n        \n\n        circle_marker_5071ff26f81115f3881bfd3e733b5256.bindPopup(popup_5ae059efc5748fedac8442dd261e2bd7)\n        ;\n\n        \n    \n    \n            circle_marker_5071ff26f81115f3881bfd3e733b5256.bindTooltip(\n                `&lt;div&gt;\n                     North Dakota - Female - Avg Percentage: 28.86%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5c569b4b3d7336ea9f4fce7949dae30c = L.circleMarker(\n                [45.45422889, -69.18503134000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.874, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_5e31e824eac712c7a1d60721fb1ddf82 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a86b594265726d66311c0403bfec3e1f = $(`&lt;div id=\"html_a86b594265726d66311c0403bfec3e1f\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maine&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 28.74%&lt;\/div&gt;`)[0];\n                popup_5e31e824eac712c7a1d60721fb1ddf82.setContent(html_a86b594265726d66311c0403bfec3e1f);\n            \n        \n\n        circle_marker_5c569b4b3d7336ea9f4fce7949dae30c.bindPopup(popup_5e31e824eac712c7a1d60721fb1ddf82)\n        ;\n\n        \n    \n    \n            circle_marker_5c569b4b3d7336ea9f4fce7949dae30c.bindTooltip(\n                `&lt;div&gt;\n                     Maine - Female - Avg Percentage: 28.74%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d9cea59b57427769aa174e1d6c173a89 = L.circleMarker(\n                [41.84104099, -99.56572062000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.8733333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_3795ab105cc8e15d9adf4095c30a6daf = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f24d11e5349b3f0c4fe36cf2b8b9b87e = $(`&lt;div id=\"html_f24d11e5349b3f0c4fe36cf2b8b9b87e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nebraska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 28.73%&lt;\/div&gt;`)[0];\n                popup_3795ab105cc8e15d9adf4095c30a6daf.setContent(html_f24d11e5349b3f0c4fe36cf2b8b9b87e);\n            \n        \n\n        circle_marker_d9cea59b57427769aa174e1d6c173a89.bindPopup(popup_3795ab105cc8e15d9adf4095c30a6daf)\n        ;\n\n        \n    \n    \n            circle_marker_d9cea59b57427769aa174e1d6c173a89.bindTooltip(\n                `&lt;div&gt;\n                     Nebraska - Female - Avg Percentage: 28.73%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1f1cf2129861740d41e51bba8a565111 = L.circleMarker(\n                [43.85595011, -71.70036092000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.868888888888889, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_6244ca0dd2b38cdcbb463c06ac57140d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9f9cebb87e6ca292efc1e25e12c52be5 = $(`&lt;div id=\"html_9f9cebb87e6ca292efc1e25e12c52be5\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 28.69%&lt;\/div&gt;`)[0];\n                popup_6244ca0dd2b38cdcbb463c06ac57140d.setContent(html_9f9cebb87e6ca292efc1e25e12c52be5);\n            \n        \n\n        circle_marker_1f1cf2129861740d41e51bba8a565111.bindPopup(popup_6244ca0dd2b38cdcbb463c06ac57140d)\n        ;\n\n        \n    \n    \n            circle_marker_1f1cf2129861740d41e51bba8a565111.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire - Female - Avg Percentage: 28.69%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a3a3769944934fd01e9b239b8ffe4f76 = L.circleMarker(\n                [39.04384076, -106.3336109],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.8188888888888894, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_3b7aea52a9a838b6ab070c2d7cdc119d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_86f56aecbc9bb146dcaee2b39a370358 = $(`&lt;div id=\"html_86f56aecbc9bb146dcaee2b39a370358\" style=\"width: 100.0%; height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 28.19%&lt;\/div&gt;`)[0];\n                popup_3b7aea52a9a838b6ab070c2d7cdc119d.setContent(html_86f56aecbc9bb146dcaee2b39a370358);\n            \n        \n\n        circle_marker_a3a3769944934fd01e9b239b8ffe4f76.bindPopup(popup_3b7aea52a9a838b6ab070c2d7cdc119d)\n        ;\n\n        \n    \n    \n            circle_marker_a3a3769944934fd01e9b239b8ffe4f76.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Female - Avg Percentage: 28.19%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c12dee3c6750916dea70db58aa90fa62 = L.circleMarker(\n                [44.593191170000004, -90.01637074],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.814285714285714, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_ec1ed12b40e24a8770bf11813dd653ff = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e05a3a1876337855ce2eb1159ee34b4a = $(`&lt;div id=\"html_e05a3a1876337855ce2eb1159ee34b4a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wisconsin&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 28.14%&lt;\/div&gt;`)[0];\n                popup_ec1ed12b40e24a8770bf11813dd653ff.setContent(html_e05a3a1876337855ce2eb1159ee34b4a);\n            \n        \n\n        circle_marker_c12dee3c6750916dea70db58aa90fa62.bindPopup(popup_ec1ed12b40e24a8770bf11813dd653ff)\n        ;\n\n        \n    \n    \n            circle_marker_c12dee3c6750916dea70db58aa90fa62.bindTooltip(\n                `&lt;div&gt;\n                     Wisconsin - Female - Avg Percentage: 28.14%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0625c5f20abd81b18b1ebe58b525d13f = L.circleMarker(\n                [39.86021014, -82.20426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.8083333333333327, \"stroke\": true, \"weight\": 3}\n         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circle_marker_c50c6024bc2414edadc8a4baf2b237b7 = L.circleMarker(\n                [39.566910449999995, -85.94996019],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.791666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_7d41b87c6e553d8ed98275c28f5fa833 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ace7ad9804e8745fea18815660d9bd8d = $(`&lt;div id=\"html_ace7ad9804e8745fea18815660d9bd8d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Indiana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 27.92%&lt;\/div&gt;`)[0];\n                popup_7d41b87c6e553d8ed98275c28f5fa833.setContent(html_ace7ad9804e8745fea18815660d9bd8d);\n            \n        \n\n        circle_marker_c50c6024bc2414edadc8a4baf2b237b7.bindPopup(popup_7d41b87c6e553d8ed98275c28f5fa833)\n        ;\n\n        \n    \n    \n            circle_marker_c50c6024bc2414edadc8a4baf2b237b7.bindTooltip(\n                `&lt;div&gt;\n                     Indiana - Male - Avg Percentage: 27.92%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6b0de10fa1c4f56dd1d50fddebc9833c = L.circleMarker(\n                [42.076870469999996, -71.88269067],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.7666666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_0d87d71598fdf63ea45ab721f8e047aa = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_464b57af241b94282d3ad670b51cddeb = $(`&lt;div id=\"html_464b57af241b94282d3ad670b51cddeb\" style=\"width: 100.0%; height: 100.0%;\"&gt;Massachusetts&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 27.67%&lt;\/div&gt;`)[0];\n                popup_0d87d71598fdf63ea45ab721f8e047aa.setContent(html_464b57af241b94282d3ad670b51cddeb);\n            \n        \n\n        circle_marker_6b0de10fa1c4f56dd1d50fddebc9833c.bindPopup(popup_0d87d71598fdf63ea45ab721f8e047aa)\n        ;\n\n        \n    \n    \n            circle_marker_6b0de10fa1c4f56dd1d50fddebc9833c.bindTooltip(\n                `&lt;div&gt;\n                     Massachusetts - Male - Avg Percentage: 27.67%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a2e98d49a57abb403ce1186a7efe42f5 = L.circleMarker(\n                [43.43554134, -108.30983040000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.701428571428571, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_1a2a70924a6aa1e9ea613c2f6db5ac4c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_833604fac2c6c8215bea4477b29f268a = $(`&lt;div id=\"html_833604fac2c6c8215bea4477b29f268a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wyoming&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 27.01%&lt;\/div&gt;`)[0];\n                popup_1a2a70924a6aa1e9ea613c2f6db5ac4c.setContent(html_833604fac2c6c8215bea4477b29f268a);\n            \n        \n\n        circle_marker_a2e98d49a57abb403ce1186a7efe42f5.bindPopup(popup_1a2a70924a6aa1e9ea613c2f6db5ac4c)\n        ;\n\n        \n    \n    \n            circle_marker_a2e98d49a57abb403ce1186a7efe42f5.bindTooltip(\n                `&lt;div&gt;\n                     Wyoming - Female - Avg Percentage: 27.01%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_bf2c8571baa727a11196e44253e2ded0 = L.circleMarker(\n                [21.10485044, -157.6577494],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.699285714285714, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_7ddf23019d15c0de1dd53285f8d6cfa8 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9c1810498133ea2ed962d206ff0ff04e = $(`&lt;div id=\"html_9c1810498133ea2ed962d206ff0ff04e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Hawaii&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 26.99%&lt;\/div&gt;`)[0];\n                popup_7ddf23019d15c0de1dd53285f8d6cfa8.setContent(html_9c1810498133ea2ed962d206ff0ff04e);\n            \n        \n\n        circle_marker_bf2c8571baa727a11196e44253e2ded0.bindPopup(popup_7ddf23019d15c0de1dd53285f8d6cfa8)\n        ;\n\n        \n    \n    \n            circle_marker_bf2c8571baa727a11196e44253e2ded0.bindTooltip(\n                `&lt;div&gt;\n                     Hawaii - Male - Avg Percentage: 26.99%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_28995ba8890e93c2a3e2009033551183 = L.circleMarker(\n                [40.285010279999995, -88.79771018],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.675, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_d735fa217b4076a9f742d673affe20e2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8347275a6f6defdd0242a2f4f13d795f = $(`&lt;div id=\"html_8347275a6f6defdd0242a2f4f13d795f\" style=\"width: 100.0%; height: 100.0%;\"&gt;Illinois&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 26.75%&lt;\/div&gt;`)[0];\n                popup_d735fa217b4076a9f742d673affe20e2.setContent(html_8347275a6f6defdd0242a2f4f13d795f);\n            \n        \n\n        circle_marker_28995ba8890e93c2a3e2009033551183.bindPopup(popup_d735fa217b4076a9f742d673affe20e2)\n        ;\n\n        \n    \n    \n            circle_marker_28995ba8890e93c2a3e2009033551183.bindTooltip(\n                `&lt;div&gt;\n                     Illinois - Male - Avg Percentage: 26.75%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6f854a5fba2a526cc9553dfb362059f2 = L.circleMarker(\n                [43.88263001, -114.56373],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.6708333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_13ce83b64b2e83bc39094e7e7de3a48f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_89798891c15793bc2ff9bd52083b9fb5 = $(`&lt;div id=\"html_89798891c15793bc2ff9bd52083b9fb5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Idaho&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 26.71%&lt;\/div&gt;`)[0];\n                popup_13ce83b64b2e83bc39094e7e7de3a48f.setContent(html_89798891c15793bc2ff9bd52083b9fb5);\n            \n        \n\n        circle_marker_6f854a5fba2a526cc9553dfb362059f2.bindPopup(popup_13ce83b64b2e83bc39094e7e7de3a48f)\n        ;\n\n        \n    \n    \n            circle_marker_6f854a5fba2a526cc9553dfb362059f2.bindTooltip(\n                `&lt;div&gt;\n                     Idaho - Female - Avg Percentage: 26.71%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b96b74382f597073c042a8122142831b = L.circleMarker(\n                [39.49058096, -76.80926011],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.664285714285714, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_5941855f1bb4a3a808ebff3ab7dd3cd1 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5f0df263abe7b2d7b9b3be39e7bac481 = $(`&lt;div id=\"html_5f0df263abe7b2d7b9b3be39e7bac481\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maryland&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 26.64%&lt;\/div&gt;`)[0];\n                popup_5941855f1bb4a3a808ebff3ab7dd3cd1.setContent(html_5f0df263abe7b2d7b9b3be39e7bac481);\n            \n        \n\n        circle_marker_b96b74382f597073c042a8122142831b.bindPopup(popup_5941855f1bb4a3a808ebff3ab7dd3cd1)\n        ;\n\n        \n    \n    \n            circle_marker_b96b74382f597073c042a8122142831b.bindTooltip(\n                `&lt;div&gt;\n                     Maryland - Female - Avg Percentage: 26.64%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_63f76cacb10d2650a0a2e5c5f80290a8 = L.circleMarker(\n                [37.34268067, -78.25789046],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.6190909090909087, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_4ee878a306b65decb5efb87ceb78c377 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_eaa04290e477e4ef4693c92b51727807 = $(`&lt;div id=\"html_eaa04290e477e4ef4693c92b51727807\" style=\"width: 100.0%; height: 100.0%;\"&gt;Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 26.19%&lt;\/div&gt;`)[0];\n                popup_4ee878a306b65decb5efb87ceb78c377.setContent(html_eaa04290e477e4ef4693c92b51727807);\n            \n        \n\n        circle_marker_63f76cacb10d2650a0a2e5c5f80290a8.bindPopup(popup_4ee878a306b65decb5efb87ceb78c377)\n        ;\n\n        \n    \n    \n            circle_marker_63f76cacb10d2650a0a2e5c5f80290a8.bindTooltip(\n                `&lt;div&gt;\n                     Virginia - Male - Avg Percentage: 26.19%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7cc90268f84e0283368fa5303639ccab = L.circleMarker(\n                [41.36266102, -72.44984095],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.615, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_9a0cc1d57e388fd8ddb73951e7df67ac = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ece342cb71dc728cd89424f3c4381585 = $(`&lt;div id=\"html_ece342cb71dc728cd89424f3c4381585\" style=\"width: 100.0%; height: 100.0%;\"&gt;Connecticut&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 26.15%&lt;\/div&gt;`)[0];\n                popup_9a0cc1d57e388fd8ddb73951e7df67ac.setContent(html_ece342cb71dc728cd89424f3c4381585);\n            \n        \n\n        circle_marker_7cc90268f84e0283368fa5303639ccab.bindPopup(popup_9a0cc1d57e388fd8ddb73951e7df67ac)\n        ;\n\n        \n    \n    \n            circle_marker_7cc90268f84e0283368fa5303639ccab.bindTooltip(\n                `&lt;div&gt;\n                     Connecticut - Male - Avg Percentage: 26.15%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c16cfd3f5e35f867f2d30179ea3a3988 = L.circleMarker(\n                [34.665970279999996, -111.5638113],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.607, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_3b40d239c1abcfeca2f20e6981a82a0a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ead825f43fb51198c78fa48eb708feb2 = $(`&lt;div id=\"html_ead825f43fb51198c78fa48eb708feb2\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arizona&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 26.07%&lt;\/div&gt;`)[0];\n                popup_3b40d239c1abcfeca2f20e6981a82a0a.setContent(html_ead825f43fb51198c78fa48eb708feb2);\n            \n        \n\n        circle_marker_c16cfd3f5e35f867f2d30179ea3a3988.bindPopup(popup_3b40d239c1abcfeca2f20e6981a82a0a)\n        ;\n\n        \n    \n    \n            circle_marker_c16cfd3f5e35f867f2d30179ea3a3988.bindTooltip(\n                `&lt;div&gt;\n                     Arizona - Male - Avg Percentage: 26.07%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e22f29d9dc6fb197305585489516366a = L.circleMarker(\n                [44.19319117, -89.61637074],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.604166666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_d082952f915c1809ac8742e6a1a82729 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_afab412a9ab6b57f8896995421c7c740 = $(`&lt;div id=\"html_afab412a9ab6b57f8896995421c7c740\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wisconsin&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 26.04%&lt;\/div&gt;`)[0];\n                popup_d082952f915c1809ac8742e6a1a82729.setContent(html_afab412a9ab6b57f8896995421c7c740);\n            \n        \n\n        circle_marker_e22f29d9dc6fb197305585489516366a.bindPopup(popup_d082952f915c1809ac8742e6a1a82729)\n        ;\n\n        \n    \n    \n            circle_marker_e22f29d9dc6fb197305585489516366a.bindTooltip(\n                `&lt;div&gt;\n                     Wisconsin - Male - Avg Percentage: 26.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_35d900529a22a1e843cc2ab3248d9f6f = L.circleMarker(\n                [43.825381240000006, -72.71764079],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.5808333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_ccea4f8de6726653c178c032b1aae95b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_12fa1690eb960572f66e5e59e9aa562c = $(`&lt;div id=\"html_12fa1690eb960572f66e5e59e9aa562c\" style=\"width: 100.0%; height: 100.0%;\"&gt;Vermont&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 25.81%&lt;\/div&gt;`)[0];\n                popup_ccea4f8de6726653c178c032b1aae95b.setContent(html_12fa1690eb960572f66e5e59e9aa562c);\n            \n        \n\n        circle_marker_35d900529a22a1e843cc2ab3248d9f6f.bindPopup(popup_ccea4f8de6726653c178c032b1aae95b)\n        ;\n\n        \n    \n    \n            circle_marker_35d900529a22a1e843cc2ab3248d9f6f.bindTooltip(\n                `&lt;div&gt;\n                     Vermont - Female - Avg Percentage: 25.81%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2f20a38744bca16ae7fb9ea23af7adf2 = L.circleMarker(\n                [46.55564874, -94.9942005],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.567777777777778, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_15370b2004c1fe07c62cd45a7bb3ad45 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2447f88ddc5b4fccbeab8091212de0d7 = $(`&lt;div id=\"html_2447f88ddc5b4fccbeab8091212de0d7\" style=\"width: 100.0%; height: 100.0%;\"&gt;Minnesota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 25.68%&lt;\/div&gt;`)[0];\n                popup_15370b2004c1fe07c62cd45a7bb3ad45.setContent(html_2447f88ddc5b4fccbeab8091212de0d7);\n            \n        \n\n        circle_marker_2f20a38744bca16ae7fb9ea23af7adf2.bindPopup(popup_15370b2004c1fe07c62cd45a7bb3ad45)\n        ;\n\n        \n    \n    \n            circle_marker_2f20a38744bca16ae7fb9ea23af7adf2.bindTooltip(\n                `&lt;div&gt;\n                     Minnesota - Female - Avg Percentage: 25.68%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_256f9c905246db8a8cf602e709de6d4d = L.circleMarker(\n                [42.47687047, -72.28269067000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.55, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_c80d4d1be3860822642860931cff1c38 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c9110246818916439aff01e83674dea4 = $(`&lt;div id=\"html_c9110246818916439aff01e83674dea4\" style=\"width: 100.0%; height: 100.0%;\"&gt;Massachusetts&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 25.50%&lt;\/div&gt;`)[0];\n                popup_c80d4d1be3860822642860931cff1c38.setContent(html_c9110246818916439aff01e83674dea4);\n            \n        \n\n        circle_marker_256f9c905246db8a8cf602e709de6d4d.bindPopup(popup_c80d4d1be3860822642860931cff1c38)\n        ;\n\n        \n    \n    \n            circle_marker_256f9c905246db8a8cf602e709de6d4d.bindTooltip(\n                `&lt;div&gt;\n                     Massachusetts - Female - Avg Percentage: 25.50%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d7230fa014ae2bcda2c918d183a8b30f = L.circleMarker(\n                [39.09058096, -76.40926010999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.5483333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_d67df6a5b1aa8a17f0260f730fac81fa = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ad73a6bf2893a2f88b75bc28e7a0293c = $(`&lt;div id=\"html_ad73a6bf2893a2f88b75bc28e7a0293c\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maryland&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 25.48%&lt;\/div&gt;`)[0];\n                popup_d67df6a5b1aa8a17f0260f730fac81fa.setContent(html_ad73a6bf2893a2f88b75bc28e7a0293c);\n            \n        \n\n        circle_marker_d7230fa014ae2bcda2c918d183a8b30f.bindPopup(popup_d67df6a5b1aa8a17f0260f730fac81fa)\n        ;\n\n        \n    \n    \n            circle_marker_d7230fa014ae2bcda2c918d183a8b30f.bindTooltip(\n                `&lt;div&gt;\n                     Maryland - Male - Avg Percentage: 25.48%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ac05348f93313ddbca8e131719002ef5 = L.circleMarker(\n                [44.36744942, -119.9550313],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.5345, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_adeaa14c124521ff9617e98c5ffc5714 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c1614fdd4ad36998bbd7c165334970aa = $(`&lt;div id=\"html_c1614fdd4ad36998bbd7c165334970aa\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 25.34%&lt;\/div&gt;`)[0];\n                popup_adeaa14c124521ff9617e98c5ffc5714.setContent(html_c1614fdd4ad36998bbd7c165334970aa);\n            \n        \n\n        circle_marker_ac05348f93313ddbca8e131719002ef5.bindPopup(popup_adeaa14c124521ff9617e98c5ffc5714)\n        ;\n\n        \n    \n    \n            circle_marker_ac05348f93313ddbca8e131719002ef5.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Male - Avg Percentage: 25.34%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8809613f13f8a9b6afb863700f78c7e0 = L.circleMarker(\n                [39.69324039, -117.2718406],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.461428571428571, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_0a60b8f76e384f6570b9361a794cfa6c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b6555c287a8c4174cf2ebd9ade39ea0e = $(`&lt;div id=\"html_b6555c287a8c4174cf2ebd9ade39ea0e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nevada&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 24.61%&lt;\/div&gt;`)[0];\n                popup_0a60b8f76e384f6570b9361a794cfa6c.setContent(html_b6555c287a8c4174cf2ebd9ade39ea0e);\n            \n        \n\n        circle_marker_8809613f13f8a9b6afb863700f78c7e0.bindPopup(popup_0a60b8f76e384f6570b9361a794cfa6c)\n        ;\n\n        \n    \n    \n            circle_marker_8809613f13f8a9b6afb863700f78c7e0.bindTooltip(\n                `&lt;div&gt;\n                     Nevada - Female - Avg Percentage: 24.61%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9409f0e40b24e0dfb7e442a046e04fdb = L.circleMarker(\n                [39.16070017, -111.38713059999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.3370588235294116, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_4b6cab04cc9f2a2b1720754f9335c81b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2d7fdbf441d109dda3feaebffbcdea03 = $(`&lt;div id=\"html_2d7fdbf441d109dda3feaebffbcdea03\" style=\"width: 100.0%; height: 100.0%;\"&gt;Utah&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 23.37%&lt;\/div&gt;`)[0];\n                popup_4b6cab04cc9f2a2b1720754f9335c81b.setContent(html_2d7fdbf441d109dda3feaebffbcdea03);\n            \n        \n\n        circle_marker_9409f0e40b24e0dfb7e442a046e04fdb.bindPopup(popup_4b6cab04cc9f2a2b1720754f9335c81b)\n        ;\n\n        \n    \n    \n            circle_marker_9409f0e40b24e0dfb7e442a046e04fdb.bindTooltip(\n                `&lt;div&gt;\n                     Utah - Male - Avg Percentage: 23.37%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_687415f52c734ce2f237935d603c5b5d = L.circleMarker(\n                [41.44104099, -99.16572062],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.3355555555555556, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_d04d60b53dcebaf6dbb322c7294f4be7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d487dda90404eeadaff440bab0601228 = $(`&lt;div id=\"html_d487dda90404eeadaff440bab0601228\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nebraska&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 23.36%&lt;\/div&gt;`)[0];\n                popup_d04d60b53dcebaf6dbb322c7294f4be7.setContent(html_d487dda90404eeadaff440bab0601228);\n            \n        \n\n        circle_marker_687415f52c734ce2f237935d603c5b5d.bindPopup(popup_d04d60b53dcebaf6dbb322c7294f4be7)\n        ;\n\n        \n    \n    \n            circle_marker_687415f52c734ce2f237935d603c5b5d.bindTooltip(\n                `&lt;div&gt;\n                     Nebraska - Male - Avg Percentage: 23.36%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_136886a5cc65feeda51dc4342f6fab35 = L.circleMarker(\n                [43.42538124, -72.31764079],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.322222222222222, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_6293d816c3542865094031d10eb2fd23 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_bb51be97967db63dee352f62c22b2935 = $(`&lt;div id=\"html_bb51be97967db63dee352f62c22b2935\" style=\"width: 100.0%; height: 100.0%;\"&gt;Vermont&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 23.22%&lt;\/div&gt;`)[0];\n                popup_6293d816c3542865094031d10eb2fd23.setContent(html_bb51be97967db63dee352f62c22b2935);\n            \n        \n\n        circle_marker_136886a5cc65feeda51dc4342f6fab35.bindPopup(popup_6293d816c3542865094031d10eb2fd23)\n        ;\n\n        \n    \n    \n            circle_marker_136886a5cc65feeda51dc4342f6fab35.bindTooltip(\n                `&lt;div&gt;\n                     Vermont - Male - Avg Percentage: 23.22%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6b38a3e186b658b33536e21dc94e5d5e = L.circleMarker(\n                [43.482630009999994, -114.16373],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.2045454545454546, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_406892779684a948a6f337c164a55553 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_52a7776c041d85fce8f319ff9d8e0efd = $(`&lt;div id=\"html_52a7776c041d85fce8f319ff9d8e0efd\" style=\"width: 100.0%; height: 100.0%;\"&gt;Idaho&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 22.05%&lt;\/div&gt;`)[0];\n                popup_406892779684a948a6f337c164a55553.setContent(html_52a7776c041d85fce8f319ff9d8e0efd);\n            \n        \n\n        circle_marker_6b38a3e186b658b33536e21dc94e5d5e.bindPopup(popup_406892779684a948a6f337c164a55553)\n        ;\n\n        \n    \n    \n            circle_marker_6b38a3e186b658b33536e21dc94e5d5e.bindTooltip(\n                `&lt;div&gt;\n                     Idaho - Male - Avg Percentage: 22.05%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_447a73f22a9ecc6efbc05a3d21143ad5 = L.circleMarker(\n                [47.27531978, -99.918421],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.1740000000000004, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_90f2adab5ce5a522b41e18a50c189f3f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_798b803829ead85bb1097983ae07b545 = $(`&lt;div id=\"html_798b803829ead85bb1097983ae07b545\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Dakota&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 21.74%&lt;\/div&gt;`)[0];\n                popup_90f2adab5ce5a522b41e18a50c189f3f.setContent(html_798b803829ead85bb1097983ae07b545);\n            \n        \n\n        circle_marker_447a73f22a9ecc6efbc05a3d21143ad5.bindPopup(popup_90f2adab5ce5a522b41e18a50c189f3f)\n        ;\n\n        \n    \n    \n            circle_marker_447a73f22a9ecc6efbc05a3d21143ad5.bindTooltip(\n                `&lt;div&gt;\n                     North Dakota - Male - Avg Percentage: 21.74%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_88a7da2dd12d6492d7bde9c97f533606 = L.circleMarker(\n                [47.32227863, -120.2700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.1644444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_4fc10c512b93f5360aa00f828b188d7b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a27dfa95348a66c55e4daff0b739e1b8 = $(`&lt;div id=\"html_a27dfa95348a66c55e4daff0b739e1b8\" style=\"width: 100.0%; height: 100.0%;\"&gt;Washington&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 21.64%&lt;\/div&gt;`)[0];\n                popup_4fc10c512b93f5360aa00f828b188d7b.setContent(html_a27dfa95348a66c55e4daff0b739e1b8);\n            \n        \n\n        circle_marker_88a7da2dd12d6492d7bde9c97f533606.bindPopup(popup_4fc10c512b93f5360aa00f828b188d7b)\n        ;\n\n        \n    \n    \n            circle_marker_88a7da2dd12d6492d7bde9c97f533606.bindTooltip(\n                `&lt;div&gt;\n                     Washington - Male - Avg Percentage: 21.64%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_572c9597aa2c01b233c31d8e0ddaf78d = L.circleMarker(\n                [45.05422889, -68.78503134],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.1369230769230763, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_6ad82e3fd998427802a18a035ab585eb = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4ce1d867264c8230d094cde40ffb9105 = $(`&lt;div id=\"html_4ce1d867264c8230d094cde40ffb9105\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maine&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 21.37%&lt;\/div&gt;`)[0];\n                popup_6ad82e3fd998427802a18a035ab585eb.setContent(html_4ce1d867264c8230d094cde40ffb9105);\n            \n        \n\n        circle_marker_572c9597aa2c01b233c31d8e0ddaf78d.bindPopup(popup_6ad82e3fd998427802a18a035ab585eb)\n        ;\n\n        \n    \n    \n            circle_marker_572c9597aa2c01b233c31d8e0ddaf78d.bindTooltip(\n                `&lt;div&gt;\n                     Maine - Male - Avg Percentage: 21.37%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_14d406ed68977f206c8b9648d7943537 = L.circleMarker(\n                [38.147740299999995, -98.00078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.1066666666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_999215763fea8d62ac9862419483989d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8e345f96748f72eb2c8581c1773530dc = $(`&lt;div id=\"html_8e345f96748f72eb2c8581c1773530dc\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kansas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 21.07%&lt;\/div&gt;`)[0];\n                popup_999215763fea8d62ac9862419483989d.setContent(html_8e345f96748f72eb2c8581c1773530dc);\n            \n        \n\n        circle_marker_14d406ed68977f206c8b9648d7943537.bindPopup(popup_999215763fea8d62ac9862419483989d)\n        ;\n\n        \n    \n    \n            circle_marker_14d406ed68977f206c8b9648d7943537.bindTooltip(\n                `&lt;div&gt;\n                     Kansas - Male - Avg Percentage: 21.07%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_34b4f2e6e83f8ba3c6ec10f144ab1bcc = L.circleMarker(\n                [42.269400909999995, -93.61649056],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.037142857142857, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_8aef0097cb0cbaf77d8cb14f82fac067 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a74b785486dbee43d71903930a2819fb = $(`&lt;div id=\"html_a74b785486dbee43d71903930a2819fb\" style=\"width: 100.0%; height: 100.0%;\"&gt;Iowa&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 20.37%&lt;\/div&gt;`)[0];\n                popup_8aef0097cb0cbaf77d8cb14f82fac067.setContent(html_a74b785486dbee43d71903930a2819fb);\n            \n        \n\n        circle_marker_34b4f2e6e83f8ba3c6ec10f144ab1bcc.bindPopup(popup_8aef0097cb0cbaf77d8cb14f82fac067)\n        ;\n\n        \n    \n    \n            circle_marker_34b4f2e6e83f8ba3c6ec10f144ab1bcc.bindTooltip(\n                `&lt;div&gt;\n                     Iowa - Male - Avg Percentage: 20.37%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_64d38ba199157c619ba8bd64d95d38e4 = L.circleMarker(\n                [46.15564874, -94.5942005],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.03, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_30c477037c4d1392761643f221ebd2d9 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0a2bc383b07deada9346b503c3502353 = $(`&lt;div id=\"html_0a2bc383b07deada9346b503c3502353\" style=\"width: 100.0%; height: 100.0%;\"&gt;Minnesota&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 20.30%&lt;\/div&gt;`)[0];\n                popup_30c477037c4d1392761643f221ebd2d9.setContent(html_0a2bc383b07deada9346b503c3502353);\n            \n        \n\n        circle_marker_64d38ba199157c619ba8bd64d95d38e4.bindPopup(popup_30c477037c4d1392761643f221ebd2d9)\n        ;\n\n        \n    \n    \n            circle_marker_64d38ba199157c619ba8bd64d95d38e4.bindTooltip(\n                `&lt;div&gt;\n                     Minnesota - Male - Avg Percentage: 20.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e1d4a735dc27ca94dab4983cced3be62 = L.circleMarker(\n                [64.64507996, -147.522059],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.0100000000000002, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_ba3a355912eb0a6b89d8b359b680d1a3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f17cb7a5c34fbc0d130c7072742ec647 = $(`&lt;div id=\"html_f17cb7a5c34fbc0d130c7072742ec647\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 20.10%&lt;\/div&gt;`)[0];\n                popup_ba3a355912eb0a6b89d8b359b680d1a3.setContent(html_f17cb7a5c34fbc0d130c7072742ec647);\n            \n        \n\n        circle_marker_e1d4a735dc27ca94dab4983cced3be62.bindPopup(popup_ba3a355912eb0a6b89d8b359b680d1a3)\n        ;\n\n        \n    \n    \n            circle_marker_e1d4a735dc27ca94dab4983cced3be62.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Male - Avg Percentage: 20.10%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_52b4dc24ccc2d06e4d3e84b519ca2c45 = L.circleMarker(\n                [43.035541339999995, -107.9098304],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.9419999999999997, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_1cf00ffe22bdde1775d0244f2afc917c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_be05707ec0882b25ffa69c46bcdd70b2 = $(`&lt;div id=\"html_be05707ec0882b25ffa69c46bcdd70b2\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wyoming&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 19.42%&lt;\/div&gt;`)[0];\n                popup_1cf00ffe22bdde1775d0244f2afc917c.setContent(html_be05707ec0882b25ffa69c46bcdd70b2);\n            \n        \n\n        circle_marker_52b4dc24ccc2d06e4d3e84b519ca2c45.bindPopup(popup_1cf00ffe22bdde1775d0244f2afc917c)\n        ;\n\n        \n    \n    \n            circle_marker_52b4dc24ccc2d06e4d3e84b519ca2c45.bindTooltip(\n                `&lt;div&gt;\n                     Wyoming - Male - Avg Percentage: 19.42%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b57dae34fa163983f42b2bd22a640ecb = L.circleMarker(\n                [44.153130049999994, -100.17353059999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.5333333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_c59ebec964428e99ac0ec5c6863748ca);\n        \n    \n        var popup_f49f0fa5d41a11798c67f2600214204e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e887f501405c54cad4c4980c5609270f = $(`&lt;div id=\"html_e887f501405c54cad4c4980c5609270f\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Dakota&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 15.33%&lt;\/div&gt;`)[0];\n                popup_f49f0fa5d41a11798c67f2600214204e.setContent(html_e887f501405c54cad4c4980c5609270f);\n            \n        \n\n        circle_marker_b57dae34fa163983f42b2bd22a640ecb.bindPopup(popup_f49f0fa5d41a11798c67f2600214204e)\n        ;\n\n        \n    \n    \n            circle_marker_b57dae34fa163983f42b2bd22a640ecb.bindTooltip(\n                `&lt;div&gt;\n                     South Dakota - Male - Avg Percentage: 15.33%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n&lt;\/script&gt;\n&lt;\/html&gt;' style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" webkitallowfullscreen=\"\"><\/iframe><\/div><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=fd0382f5-f521-4018-b8f9-79fa97e0cff3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[28]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">plot_map_for_question<\/span><span class=\"p\">(<\/span><span class=\"n\">Interrelationships<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Percentage of older adults who reported subjective cognitive decline or memory loss that interferes with their ability to engage in social activities or household chores'<\/span><span class=\"p\">,<\/span> <span class=\"n\">gender_colors<\/span><span class=\"p\">,<\/span> <span class=\"n\">offsets<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-OutputArea-output\" data-mime-type=\"text\/markdown\" tabindex=\"0\">\n<h2 id=\"Percentage-of-older-adults-who-reported-subjective-cognitive-decline-or-memory-loss-that-interferes-with-their-ability-to-engage-in-social-activities-or-household-chores---Geographical-Distribution\">Percentage of older adults who reported subjective cognitive decline or memory loss that interferes with their ability to engage in social activities or household chores - Geographical Distribution<a class=\"anchor-link\" href=\"#Percentage-of-older-adults-who-reported-subjective-cognitive-decline-or-memory-loss-that-interferes-with-their-ability-to-engage-in-social-activities-or-household-chores---Geographical-Distribution\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span 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circle_marker_28b47346f529bd364feae0b13643b66b = L.circleMarker(\n                [35.666220980000006, -79.35925046],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.715714285714286, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_54badc0021bfc3c037314a2db8c79bac = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_40b0f342915ff5c9e87573b80d225525 = $(`&lt;div id=\"html_40b0f342915ff5c9e87573b80d225525\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Carolina&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 47.16%&lt;\/div&gt;`)[0];\n                popup_54badc0021bfc3c037314a2db8c79bac.setContent(html_40b0f342915ff5c9e87573b80d225525);\n            \n        \n\n        circle_marker_28b47346f529bd364feae0b13643b66b.bindPopup(popup_54badc0021bfc3c037314a2db8c79bac)\n        ;\n\n        \n    \n    \n            circle_marker_28b47346f529bd364feae0b13643b66b.bindTooltip(\n                `&lt;div&gt;\n                     North Carolina - Female - Avg Percentage: 47.16%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d601d2be545ede252cbde5c15258a4da = L.circleMarker(\n                [34.198821300000006, -81.24537121],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.640000000000001, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_18296c82539896b64d15a3d4a398a194 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_20411fd8a7a13f2ebea50d9f0da880a1 = $(`&lt;div id=\"html_20411fd8a7a13f2ebea50d9f0da880a1\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Carolina&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.40%&lt;\/div&gt;`)[0];\n                popup_18296c82539896b64d15a3d4a398a194.setContent(html_20411fd8a7a13f2ebea50d9f0da880a1);\n            \n        \n\n        circle_marker_d601d2be545ede252cbde5c15258a4da.bindPopup(popup_18296c82539896b64d15a3d4a398a194)\n        ;\n\n        \n    \n    \n            circle_marker_d601d2be545ede252cbde5c15258a4da.bindTooltip(\n                `&lt;div&gt;\n                     South Carolina - Female - Avg Percentage: 46.40%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_867df68678e5f40b8c627b611e97ac0a = L.circleMarker(\n                [32.027240410000005, -99.62677021],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.6075, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_a18f0f5549f9503dc43510c284595127 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d1e84950ca6ebef27a23c83bd53d7508 = $(`&lt;div id=\"html_d1e84950ca6ebef27a23c83bd53d7508\" style=\"width: 100.0%; height: 100.0%;\"&gt;Texas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.07%&lt;\/div&gt;`)[0];\n                popup_a18f0f5549f9503dc43510c284595127.setContent(html_d1e84950ca6ebef27a23c83bd53d7508);\n            \n        \n\n        circle_marker_867df68678e5f40b8c627b611e97ac0a.bindPopup(popup_a18f0f5549f9503dc43510c284595127)\n        ;\n\n        \n    \n    \n            circle_marker_867df68678e5f40b8c627b611e97ac0a.bindTooltip(\n                `&lt;div&gt;\n                     Texas - Female - Avg Percentage: 46.07%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b9368f1ae3e33d202fb2d80d399dc98d = L.circleMarker(\n                [44.55313005, -100.5735306],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.59, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_4a36ddd4d3c3023623416bde03e0a9c5 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a0f15e61e7675e797975e7ccd5d7cdf7 = $(`&lt;div id=\"html_a0f15e61e7675e797975e7ccd5d7cdf7\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 45.90%&lt;\/div&gt;`)[0];\n                popup_4a36ddd4d3c3023623416bde03e0a9c5.setContent(html_a0f15e61e7675e797975e7ccd5d7cdf7);\n            \n        \n\n        circle_marker_b9368f1ae3e33d202fb2d80d399dc98d.bindPopup(popup_4a36ddd4d3c3023623416bde03e0a9c5)\n        ;\n\n        \n    \n    \n            circle_marker_b9368f1ae3e33d202fb2d80d399dc98d.bindTooltip(\n                `&lt;div&gt;\n                     South Dakota - Female - Avg Percentage: 45.90%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_68ed863edbae0d47df403e3fee4ea4fd = L.circleMarker(\n                [43.02700103, -75.74397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.548636363636364, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_4a0e2a03b305386847c82e0349ca4574 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_645c753b06d694f0b3942f449b7db02b = $(`&lt;div id=\"html_645c753b06d694f0b3942f449b7db02b\" style=\"width: 100.0%; height: 100.0%;\"&gt;New York&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 45.49%&lt;\/div&gt;`)[0];\n                popup_4a0e2a03b305386847c82e0349ca4574.setContent(html_645c753b06d694f0b3942f449b7db02b);\n            \n        \n\n        circle_marker_68ed863edbae0d47df403e3fee4ea4fd.bindPopup(popup_4a0e2a03b305386847c82e0349ca4574)\n        ;\n\n        \n    \n    \n            circle_marker_68ed863edbae0d47df403e3fee4ea4fd.bindTooltip(\n                `&lt;div&gt;\n                     New York - Female - Avg Percentage: 45.49%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b16f399d453d1d99da6c222a57731cea = L.circleMarker(\n                [41.908280190000006, -71.72247031],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.5408333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_39143b7eaceb7fec0fb9a5777c2db0cb = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1ee6cbdf164ee8bed7a073d7ae066495 = $(`&lt;div id=\"html_1ee6cbdf164ee8bed7a073d7ae066495\" style=\"width: 100.0%; height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 45.41%&lt;\/div&gt;`)[0];\n                popup_39143b7eaceb7fec0fb9a5777c2db0cb.setContent(html_1ee6cbdf164ee8bed7a073d7ae066495);\n            \n        \n\n        circle_marker_b16f399d453d1d99da6c222a57731cea.bindPopup(popup_39143b7eaceb7fec0fb9a5777c2db0cb)\n        ;\n\n        \n    \n    \n            circle_marker_b16f399d453d1d99da6c222a57731cea.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Female - Avg Percentage: 45.41%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8eb2a63433534115c62136926e4ba538 = L.circleMarker(\n                [37.84597027, -84.97497105000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.5344444444444445, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_83aa721edc200e5627e8d9fe8bed4a49 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_87a6ab9ca48ae9b3aeaccfa826a52d08 = $(`&lt;div id=\"html_87a6ab9ca48ae9b3aeaccfa826a52d08\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kentucky&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 45.34%&lt;\/div&gt;`)[0];\n                popup_83aa721edc200e5627e8d9fe8bed4a49.setContent(html_87a6ab9ca48ae9b3aeaccfa826a52d08);\n            \n        \n\n        circle_marker_8eb2a63433534115c62136926e4ba538.bindPopup(popup_83aa721edc200e5627e8d9fe8bed4a49)\n        ;\n\n        \n    \n    \n            circle_marker_8eb2a63433534115c62136926e4ba538.bindTooltip(\n                `&lt;div&gt;\n                     Kentucky - Female - Avg Percentage: 45.34%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c82e6469ecd177988005b58277576130 = L.circleMarker(\n                [38.8655102, -80.91264013],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.51, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_d6891ad3ef89f86507edad8da1795bed = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7bf9cc8f2f35bfa14b1c234f36613736 = $(`&lt;div id=\"html_7bf9cc8f2f35bfa14b1c234f36613736\" style=\"width: 100.0%; height: 100.0%;\"&gt;West Virginia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 45.10%&lt;\/div&gt;`)[0];\n                popup_d6891ad3ef89f86507edad8da1795bed.setContent(html_7bf9cc8f2f35bfa14b1c234f36613736);\n            \n        \n\n        circle_marker_c82e6469ecd177988005b58277576130.bindPopup(popup_d6891ad3ef89f86507edad8da1795bed)\n        ;\n\n        \n    \n    \n            circle_marker_c82e6469ecd177988005b58277576130.bindTooltip(\n                `&lt;div&gt;\n                     West Virginia - Female - Avg Percentage: 45.10%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9e19328515185190b8f5275c15edbad5 = L.circleMarker(\n                [32.545510099999994, -89.33803082],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.429333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_ae029ae7b962851eb902bc14ddbd915d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ed1e6e33bbf8dfed367dedc97a5c7dbb = $(`&lt;div id=\"html_ed1e6e33bbf8dfed367dedc97a5c7dbb\" style=\"width: 100.0%; height: 100.0%;\"&gt;Mississippi&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 44.29%&lt;\/div&gt;`)[0];\n                popup_ae029ae7b962851eb902bc14ddbd915d.setContent(html_ed1e6e33bbf8dfed367dedc97a5c7dbb);\n            \n        \n\n        circle_marker_9e19328515185190b8f5275c15edbad5.bindPopup(popup_ae029ae7b962851eb902bc14ddbd915d)\n        ;\n\n        \n    \n    \n            circle_marker_9e19328515185190b8f5275c15edbad5.bindTooltip(\n                `&lt;div&gt;\n                     Mississippi - Male - Avg Percentage: 44.29%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7f8503ce5aceb06dbb365c23256d1876 = L.circleMarker(\n                [38.83579078, -92.76630005],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.428888888888888, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_182deec1eac9a3f7b5c4629ffae0474e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3af28e7a42ac78d0aa25e84d6e2c9e04 = $(`&lt;div id=\"html_3af28e7a42ac78d0aa25e84d6e2c9e04\" style=\"width: 100.0%; height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 44.29%&lt;\/div&gt;`)[0];\n                popup_182deec1eac9a3f7b5c4629ffae0474e.setContent(html_3af28e7a42ac78d0aa25e84d6e2c9e04);\n            \n        \n\n        circle_marker_7f8503ce5aceb06dbb365c23256d1876.bindPopup(popup_182deec1eac9a3f7b5c4629ffae0474e)\n        ;\n\n        \n    \n    \n            circle_marker_7f8503ce5aceb06dbb365c23256d1876.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Female - Avg Percentage: 44.29%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_11c8eb0eec7727737f7bdfa0871c9d47 = L.circleMarker(\n                [31.627240410000002, -99.22677021],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.4275, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_6bc44dc2dc777062a1e171240b1e08e9 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0eadf568f93a8aff8eb00cc4493393dd = $(`&lt;div id=\"html_0eadf568f93a8aff8eb00cc4493393dd\" style=\"width: 100.0%; height: 100.0%;\"&gt;Texas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 44.28%&lt;\/div&gt;`)[0];\n                popup_6bc44dc2dc777062a1e171240b1e08e9.setContent(html_0eadf568f93a8aff8eb00cc4493393dd);\n            \n        \n\n        circle_marker_11c8eb0eec7727737f7bdfa0871c9d47.bindPopup(popup_6bc44dc2dc777062a1e171240b1e08e9)\n        ;\n\n        \n    \n    \n            circle_marker_11c8eb0eec7727737f7bdfa0871c9d47.bindTooltip(\n                `&lt;div&gt;\n                     Texas - Male - Avg Percentage: 44.28%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3c9768a9a3ff50608f2e997cfcf6586b = L.circleMarker(\n                [35.480940579999995, -85.57449091],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.420666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_45318b7885a438cec3b62c3508dd27d8 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2e2fb0e48803396c1f283dc4758a79b6 = $(`&lt;div id=\"html_2e2fb0e48803396c1f283dc4758a79b6\" style=\"width: 100.0%; height: 100.0%;\"&gt;Tennessee&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 44.21%&lt;\/div&gt;`)[0];\n                popup_45318b7885a438cec3b62c3508dd27d8.setContent(html_2e2fb0e48803396c1f283dc4758a79b6);\n            \n        \n\n        circle_marker_3c9768a9a3ff50608f2e997cfcf6586b.bindPopup(popup_45318b7885a438cec3b62c3508dd27d8)\n        ;\n\n        \n    \n    \n            circle_marker_3c9768a9a3ff50608f2e997cfcf6586b.bindTooltip(\n                `&lt;div&gt;\n                     Tennessee - Male - Avg Percentage: 44.21%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_596e740575fe3d6abf30dc0ba5cefe06 = L.circleMarker(\n                [38.4655102, -80.51264013],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.416666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_7c60f2346cc6c5c6ecd96d94e34258d2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_fa868f1415731736b599dcd0fbab9287 = $(`&lt;div id=\"html_fa868f1415731736b599dcd0fbab9287\" style=\"width: 100.0%; height: 100.0%;\"&gt;West Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 44.17%&lt;\/div&gt;`)[0];\n                popup_7c60f2346cc6c5c6ecd96d94e34258d2.setContent(html_fa868f1415731736b599dcd0fbab9287);\n            \n        \n\n        circle_marker_596e740575fe3d6abf30dc0ba5cefe06.bindPopup(popup_7c60f2346cc6c5c6ecd96d94e34258d2)\n        ;\n\n        \n    \n    \n            circle_marker_596e740575fe3d6abf30dc0ba5cefe06.bindTooltip(\n                `&lt;div&gt;\n                     West Virginia - Male - Avg Percentage: 44.17%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d18f379c7191d2fe9ee8ed3b636a2809 = L.circleMarker(\n                [31.11266064, -92.24568006999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.302222222222222, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_fc38e5e8d85610a4fca985a64564ca10 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_04a82ba6ec3a2459e22d0841ca4ea2d2 = $(`&lt;div id=\"html_04a82ba6ec3a2459e22d0841ca4ea2d2\" style=\"width: 100.0%; height: 100.0%;\"&gt;Louisiana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 43.02%&lt;\/div&gt;`)[0];\n                popup_fc38e5e8d85610a4fca985a64564ca10.setContent(html_04a82ba6ec3a2459e22d0841ca4ea2d2);\n            \n        \n\n        circle_marker_d18f379c7191d2fe9ee8ed3b636a2809.bindPopup(popup_fc38e5e8d85610a4fca985a64564ca10)\n        ;\n\n        \n    \n    \n            circle_marker_d18f379c7191d2fe9ee8ed3b636a2809.bindTooltip(\n                `&lt;div&gt;\n                     Louisiana - Male - Avg Percentage: 43.02%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7952e492c988ac0343a0b494611ac2ec = L.circleMarker(\n                [39.107192000000005, -77.23687100000001],\n 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circle_marker_7952e492c988ac0343a0b494611ac2ec.bindPopup(popup_f83a883875047c2a8d8c3e644d935db7)\n        ;\n\n        \n    \n    \n            circle_marker_7952e492c988ac0343a0b494611ac2ec.bindTooltip(\n                `&lt;div&gt;\n                     District of Columbia - Female - Avg Percentage: 42.79%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_48b01c48667548f733968d3e853059ec = L.circleMarker(\n                [29.13204038, -82.12896054000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.2316666666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_e3a34f18f761ea360231ec7e2562a771 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_95afeb3b6bc70b560d1670d0c6b06c90 = $(`&lt;div id=\"html_95afeb3b6bc70b560d1670d0c6b06c90\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 42.32%&lt;\/div&gt;`)[0];\n                popup_e3a34f18f761ea360231ec7e2562a771.setContent(html_95afeb3b6bc70b560d1670d0c6b06c90);\n            \n        \n\n        circle_marker_48b01c48667548f733968d3e853059ec.bindPopup(popup_e3a34f18f761ea360231ec7e2562a771)\n        ;\n\n        \n    \n    \n            circle_marker_48b01c48667548f733968d3e853059ec.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Female - Avg Percentage: 42.32%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4039e7fc955cc5091d46bf4b179a9f05 = L.circleMarker(\n                [35.26622098, -78.95925045999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.220000000000001, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_0f80031a2902cde2e41db51fd371a3bd = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_38100a8aff837fd2a617fceeda8ecd74 = $(`&lt;div id=\"html_38100a8aff837fd2a617fceeda8ecd74\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Carolina&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 42.20%&lt;\/div&gt;`)[0];\n                popup_0f80031a2902cde2e41db51fd371a3bd.setContent(html_38100a8aff837fd2a617fceeda8ecd74);\n            \n        \n\n        circle_marker_4039e7fc955cc5091d46bf4b179a9f05.bindPopup(popup_0f80031a2902cde2e41db51fd371a3bd)\n        ;\n\n        \n    \n    \n            circle_marker_4039e7fc955cc5091d46bf4b179a9f05.bindTooltip(\n                `&lt;div&gt;\n                     North Carolina - Male - Avg Percentage: 42.20%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5c5b199f94e3f32f887d39f7c68bcfab = L.circleMarker(\n                [32.64057112, -86.43186075999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.204444444444445, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_cb1c8e7fd1173ab4170da5ff2c6a559a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d32f3c9333d526dccd5de61bb1eddfe5 = $(`&lt;div id=\"html_d32f3c9333d526dccd5de61bb1eddfe5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alabama&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 42.04%&lt;\/div&gt;`)[0];\n                popup_cb1c8e7fd1173ab4170da5ff2c6a559a.setContent(html_d32f3c9333d526dccd5de61bb1eddfe5);\n            \n        \n\n        circle_marker_5c5b199f94e3f32f887d39f7c68bcfab.bindPopup(popup_cb1c8e7fd1173ab4170da5ff2c6a559a)\n        ;\n\n        \n    \n    \n            circle_marker_5c5b199f94e3f32f887d39f7c68bcfab.bindTooltip(\n                `&lt;div&gt;\n                     Alabama - Male - Avg Percentage: 42.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7107c6dd65870e362574054787a02ef8 = L.circleMarker(\n                [21.50485044, -158.05774939999998],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.203333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_9efd6ffef7e71e99586be77436602508 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_051b1da8720624567b3725ed1b2134b1 = $(`&lt;div id=\"html_051b1da8720624567b3725ed1b2134b1\" style=\"width: 100.0%; height: 100.0%;\"&gt;Hawaii&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 42.03%&lt;\/div&gt;`)[0];\n                popup_9efd6ffef7e71e99586be77436602508.setContent(html_051b1da8720624567b3725ed1b2134b1);\n            \n        \n\n        circle_marker_7107c6dd65870e362574054787a02ef8.bindPopup(popup_9efd6ffef7e71e99586be77436602508)\n        ;\n\n        \n    \n    \n            circle_marker_7107c6dd65870e362574054787a02ef8.bindTooltip(\n                `&lt;div&gt;\n                     Hawaii - Female - Avg Percentage: 42.03%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e9406068effef990fa3719cb07e5d77e = L.circleMarker(\n                [35.672031360000005, -97.72107021000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.188, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_2a8cc7ef96645b31f5c9e640e472078c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f06a2a61ba10fc6d411e9de1c5541f13 = $(`&lt;div id=\"html_f06a2a61ba10fc6d411e9de1c5541f13\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oklahoma&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 41.88%&lt;\/div&gt;`)[0];\n                popup_2a8cc7ef96645b31f5c9e640e472078c.setContent(html_f06a2a61ba10fc6d411e9de1c5541f13);\n            \n        \n\n        circle_marker_e9406068effef990fa3719cb07e5d77e.bindPopup(popup_2a8cc7ef96645b31f5c9e640e472078c)\n        ;\n\n        \n    \n    \n            circle_marker_e9406068effef990fa3719cb07e5d77e.bindTooltip(\n                `&lt;div&gt;\n                     Oklahoma - Female - Avg Percentage: 41.88%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_313be1edfd808a6660d4a4b49d5b56e1 = L.circleMarker(\n                [34.320880949999996, -106.040581],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.174444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_f05bb6169f853be9e02eed601624a64e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2cc962f2ee7c9f1ccec51d800b11b9e5 = $(`&lt;div id=\"html_2cc962f2ee7c9f1ccec51d800b11b9e5\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Mexico&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.74%&lt;\/div&gt;`)[0];\n                popup_f05bb6169f853be9e02eed601624a64e.setContent(html_2cc962f2ee7c9f1ccec51d800b11b9e5);\n            \n        \n\n        circle_marker_313be1edfd808a6660d4a4b49d5b56e1.bindPopup(popup_f05bb6169f853be9e02eed601624a64e)\n        ;\n\n        \n    \n    \n            circle_marker_313be1edfd808a6660d4a4b49d5b56e1.bindTooltip(\n                `&lt;div&gt;\n                     New Mexico - Male - Avg Percentage: 41.74%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_30c5feffbd29dff81afb9030d266ad77 = L.circleMarker(\n                [47.722278630000005, -120.6700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.152222222222223, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_60917ba2907f574609f7331fc840d8bd = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9cb0fe6d10172d8bbd7b7bd7e3ec0645 = $(`&lt;div id=\"html_9cb0fe6d10172d8bbd7b7bd7e3ec0645\" style=\"width: 100.0%; height: 100.0%;\"&gt;Washington&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 41.52%&lt;\/div&gt;`)[0];\n                popup_60917ba2907f574609f7331fc840d8bd.setContent(html_9cb0fe6d10172d8bbd7b7bd7e3ec0645);\n            \n        \n\n        circle_marker_30c5feffbd29dff81afb9030d266ad77.bindPopup(popup_60917ba2907f574609f7331fc840d8bd)\n        ;\n\n        \n    \n    \n            circle_marker_30c5feffbd29dff81afb9030d266ad77.bindTooltip(\n                `&lt;div&gt;\n                     Washington - Female - Avg Percentage: 41.52%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e8d093cdd60308bc6b5eecd1de10ff07 = L.circleMarker(\n                [39.96691045, -86.34996019],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.150833333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_6a8a914e73578d142b5c6897b346b1f5 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_164dab9fb69368c52430dfe4ace0137e = $(`&lt;div id=\"html_164dab9fb69368c52430dfe4ace0137e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Indiana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 41.51%&lt;\/div&gt;`)[0];\n                popup_6a8a914e73578d142b5c6897b346b1f5.setContent(html_164dab9fb69368c52430dfe4ace0137e);\n            \n        \n\n        circle_marker_e8d093cdd60308bc6b5eecd1de10ff07.bindPopup(popup_6a8a914e73578d142b5c6897b346b1f5)\n        ;\n\n        \n    \n    \n            circle_marker_e8d093cdd60308bc6b5eecd1de10ff07.bindTooltip(\n                `&lt;div&gt;\n                     Indiana - Female - Avg Percentage: 41.51%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d069b0c8a2349e6bb549114157868fd5 = L.circleMarker(\n                [33.03968109, -83.82758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.132666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_79326488826e778fe977c54d326bf658 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_faa4cdcbfabf8282e6ed80a0d5c8e01a = $(`&lt;div id=\"html_faa4cdcbfabf8282e6ed80a0d5c8e01a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Georgia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 41.33%&lt;\/div&gt;`)[0];\n                popup_79326488826e778fe977c54d326bf658.setContent(html_faa4cdcbfabf8282e6ed80a0d5c8e01a);\n            \n        \n\n        circle_marker_d069b0c8a2349e6bb549114157868fd5.bindPopup(popup_79326488826e778fe977c54d326bf658)\n        ;\n\n        \n    \n    \n            circle_marker_d069b0c8a2349e6bb549114157868fd5.bindTooltip(\n                `&lt;div&gt;\n                     Georgia - Female - Avg Percentage: 41.33%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f7360cc67399e633a85768b5610939b6 = L.circleMarker(\n                [35.27203136, -97.32107021],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.128888888888889, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_f8f24dd9594c777f84153919a3b10c69 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e4687b949202be70cea76fbfff1865f0 = $(`&lt;div id=\"html_e4687b949202be70cea76fbfff1865f0\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oklahoma&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.29%&lt;\/div&gt;`)[0];\n                popup_f8f24dd9594c777f84153919a3b10c69.setContent(html_e4687b949202be70cea76fbfff1865f0);\n            \n        \n\n        circle_marker_f7360cc67399e633a85768b5610939b6.bindPopup(popup_f8f24dd9594c777f84153919a3b10c69)\n        ;\n\n        \n    \n    \n            circle_marker_f7360cc67399e633a85768b5610939b6.bindTooltip(\n                `&lt;div&gt;\n                     Oklahoma - Male - Avg Percentage: 41.29%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f73335047640c1446a2e43918931be7e = L.circleMarker(\n                [37.83864012, -121.1999995],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.061111111111112, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_01ad3b148db3be28eb70ba09f7c3c1ab = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2716d496ba4484432ff76b86e393fefb = $(`&lt;div id=\"html_2716d496ba4484432ff76b86e393fefb\" style=\"width: 100.0%; height: 100.0%;\"&gt;California&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 40.61%&lt;\/div&gt;`)[0];\n                popup_01ad3b148db3be28eb70ba09f7c3c1ab.setContent(html_2716d496ba4484432ff76b86e393fefb);\n            \n        \n\n        circle_marker_f73335047640c1446a2e43918931be7e.bindPopup(popup_01ad3b148db3be28eb70ba09f7c3c1ab)\n        ;\n\n        \n    \n    \n            circle_marker_f73335047640c1446a2e43918931be7e.bindTooltip(\n                `&lt;div&gt;\n                     California - Female - Avg Percentage: 40.61%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_65737f1f7227651858ae04e04bc78e6c = L.circleMarker(\n                [40.260210140000005, -82.60426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.039444444444445, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_41d8384818632933b1df7122be0fd4cf = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2add6f6c340add2bc775f1fd64024cfa = $(`&lt;div id=\"html_2add6f6c340add2bc775f1fd64024cfa\" style=\"width: 100.0%; height: 100.0%;\"&gt;Ohio&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 40.39%&lt;\/div&gt;`)[0];\n                popup_41d8384818632933b1df7122be0fd4cf.setContent(html_2add6f6c340add2bc775f1fd64024cfa);\n            \n        \n\n        circle_marker_65737f1f7227651858ae04e04bc78e6c.bindPopup(popup_41d8384818632933b1df7122be0fd4cf)\n        ;\n\n        \n    \n    \n            circle_marker_65737f1f7227651858ae04e04bc78e6c.bindTooltip(\n                `&lt;div&gt;\n                     Ohio - Female - Avg Percentage: 40.39%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d847f88508d157b2dd7bd9f3eda523b7 = L.circleMarker(\n                [38.707192, -76.836871],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.025714285714286, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_9e34f218555bf6ef512602adc71d7017 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a31e52006e88a0cebbc0962f33838ba1 = $(`&lt;div id=\"html_a31e52006e88a0cebbc0962f33838ba1\" style=\"width: 100.0%; height: 100.0%;\"&gt;District of Columbia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 40.26%&lt;\/div&gt;`)[0];\n                popup_9e34f218555bf6ef512602adc71d7017.setContent(html_a31e52006e88a0cebbc0962f33838ba1);\n            \n        \n\n        circle_marker_d847f88508d157b2dd7bd9f3eda523b7.bindPopup(popup_9e34f218555bf6ef512602adc71d7017)\n        ;\n\n        \n    \n    \n            circle_marker_d847f88508d157b2dd7bd9f3eda523b7.bindTooltip(\n                `&lt;div&gt;\n                     District of Columbia - Male - Avg Percentage: 40.26%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9be1dc7e317964839e128d7e6514d7c7 = L.circleMarker(\n                [43.88263001, -114.56373],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.9800000000000004, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_f7c4dbf474c643fa388282c423e64ae8 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_cacb462d946346a77a509551731eab4e = $(`&lt;div id=\"html_cacb462d946346a77a509551731eab4e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Idaho&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 39.80%&lt;\/div&gt;`)[0];\n                popup_f7c4dbf474c643fa388282c423e64ae8.setContent(html_cacb462d946346a77a509551731eab4e);\n            \n        \n\n        circle_marker_9be1dc7e317964839e128d7e6514d7c7.bindPopup(popup_f7c4dbf474c643fa388282c423e64ae8)\n        ;\n\n        \n    \n    \n            circle_marker_9be1dc7e317964839e128d7e6514d7c7.bindTooltip(\n                `&lt;div&gt;\n                     Idaho - Female - Avg Percentage: 39.80%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1c3a52a48e7f0cb30c4f58552b2ae8e9 = L.circleMarker(\n                [39.208830670000005, -75.77774117],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.9799999999999995, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_77faa36765bdf466d83aa769e0ab34c2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_35bb37fa639ec6578c63e0b7e0881dd6 = $(`&lt;div id=\"html_35bb37fa639ec6578c63e0b7e0881dd6\" style=\"width: 100.0%; height: 100.0%;\"&gt;Delaware&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 39.80%&lt;\/div&gt;`)[0];\n                popup_77faa36765bdf466d83aa769e0ab34c2.setContent(html_35bb37fa639ec6578c63e0b7e0881dd6);\n            \n        \n\n        circle_marker_1c3a52a48e7f0cb30c4f58552b2ae8e9.bindPopup(popup_77faa36765bdf466d83aa769e0ab34c2)\n        ;\n\n        \n    \n    \n            circle_marker_1c3a52a48e7f0cb30c4f58552b2ae8e9.bindTooltip(\n                `&lt;div&gt;\n                     Delaware - Female - Avg Percentage: 39.80%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e4a6ec543ab2e244095b81744a6688ad = L.circleMarker(\n                [47.26652897, -109.62442060000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.9766666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_2d32af19e4f0416fedfb891d632f2b81 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_89995fa8eb0264938be4512f7d02264d = $(`&lt;div id=\"html_89995fa8eb0264938be4512f7d02264d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Montana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 39.77%&lt;\/div&gt;`)[0];\n                popup_2d32af19e4f0416fedfb891d632f2b81.setContent(html_89995fa8eb0264938be4512f7d02264d);\n            \n        \n\n        circle_marker_e4a6ec543ab2e244095b81744a6688ad.bindPopup(popup_2d32af19e4f0416fedfb891d632f2b81)\n        ;\n\n        \n    \n    \n            circle_marker_e4a6ec543ab2e244095b81744a6688ad.bindTooltip(\n                `&lt;div&gt;\n                     Montana - Female - Avg Percentage: 39.77%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b241763990effa6d7b568504b53e9115 = L.circleMarker(\n                [65.04507996000001, -147.922059],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.8839999999999995, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_d01f61449c427452b63d9f17f548b85b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6ef420d713756f007ef2031b7e2d58dd = $(`&lt;div id=\"html_6ef420d713756f007ef2031b7e2d58dd\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 38.84%&lt;\/div&gt;`)[0];\n                popup_d01f61449c427452b63d9f17f548b85b.setContent(html_6ef420d713756f007ef2031b7e2d58dd);\n            \n        \n\n        circle_marker_b241763990effa6d7b568504b53e9115.bindPopup(popup_d01f61449c427452b63d9f17f548b85b)\n        ;\n\n        \n    \n    \n            circle_marker_b241763990effa6d7b568504b53e9115.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Female - Avg Percentage: 38.84%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f665ce50be936e42ed6e3736410e4562 = L.circleMarker(\n                [44.861319540000004, -84.91439027],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.847894736842105, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_2e90daa0b67fd9c897784cf5dd4052f3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_dcb2adac1469d73a8deede6597f1b828 = $(`&lt;div id=\"html_dcb2adac1469d73a8deede6597f1b828\" style=\"width: 100.0%; height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 38.48%&lt;\/div&gt;`)[0];\n                popup_2e90daa0b67fd9c897784cf5dd4052f3.setContent(html_dcb2adac1469d73a8deede6597f1b828);\n            \n        \n\n        circle_marker_f665ce50be936e42ed6e3736410e4562.bindPopup(popup_2e90daa0b67fd9c897784cf5dd4052f3)\n        ;\n\n        \n    \n    \n            circle_marker_f665ce50be936e42ed6e3736410e4562.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Female - Avg Percentage: 38.48%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_03e3b8c6382cd5a7562310dfd553abe9 = L.circleMarker(\n                [33.7988213, -80.84537121],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.843333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_b2d0ad2d954dc92a4280aeade8a69867 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f6e9c3986c6ef15c6e9d1012cd7906c6 = $(`&lt;div id=\"html_f6e9c3986c6ef15c6e9d1012cd7906c6\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Carolina&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 38.43%&lt;\/div&gt;`)[0];\n                popup_b2d0ad2d954dc92a4280aeade8a69867.setContent(html_f6e9c3986c6ef15c6e9d1012cd7906c6);\n            \n        \n\n        circle_marker_03e3b8c6382cd5a7562310dfd553abe9.bindPopup(popup_b2d0ad2d954dc92a4280aeade8a69867)\n        ;\n\n        \n    \n    \n            circle_marker_03e3b8c6382cd5a7562310dfd553abe9.bindTooltip(\n                `&lt;div&gt;\n                     South Carolina - Male - Avg Percentage: 38.43%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_480f4883b7ad285a085adc4910252ebf = L.circleMarker(\n                [40.993730150000005, -78.06070029],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.8416666666666663, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_28eef4c37ff34f3f9e65997e1f28f7c7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_065660b0515dd02ad51c8e04cacce2b3 = $(`&lt;div id=\"html_065660b0515dd02ad51c8e04cacce2b3\" style=\"width: 100.0%; height: 100.0%;\"&gt;Pennsylvania&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 38.42%&lt;\/div&gt;`)[0];\n                popup_28eef4c37ff34f3f9e65997e1f28f7c7.setContent(html_065660b0515dd02ad51c8e04cacce2b3);\n            \n        \n\n        circle_marker_480f4883b7ad285a085adc4910252ebf.bindPopup(popup_28eef4c37ff34f3f9e65997e1f28f7c7)\n        ;\n\n        \n    \n    \n            circle_marker_480f4883b7ad285a085adc4910252ebf.bindTooltip(\n                `&lt;div&gt;\n                     Pennsylvania - Female - Avg Percentage: 38.42%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5e232f98175c16ee01d9cdf88b7ceeb0 = L.circleMarker(\n                [39.560700170000004, -111.7871306],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.8, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_bfce8cec32a27fbab770bb75b0e0cdce = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4e8e318cdadbbfa21e4c205e4616b2c5 = $(`&lt;div id=\"html_4e8e318cdadbbfa21e4c205e4616b2c5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Utah&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 38.00%&lt;\/div&gt;`)[0];\n                popup_bfce8cec32a27fbab770bb75b0e0cdce.setContent(html_4e8e318cdadbbfa21e4c205e4616b2c5);\n            \n        \n\n        circle_marker_5e232f98175c16ee01d9cdf88b7ceeb0.bindPopup(popup_bfce8cec32a27fbab770bb75b0e0cdce)\n        ;\n\n        \n    \n    \n            circle_marker_5e232f98175c16ee01d9cdf88b7ceeb0.bindTooltip(\n                `&lt;div&gt;\n                     Utah - Female - Avg Percentage: 38.00%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e68be68f0e51b3edcb0d6f6ae527e663 = L.circleMarker(\n                [42.627001029999995, -75.34397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.764500000000001, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_adf9f57c86fd8e2df29734e2926499bb = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b2c0794e1990f267c9d737e589eca83f = $(`&lt;div id=\"html_b2c0794e1990f267c9d737e589eca83f\" style=\"width: 100.0%; height: 100.0%;\"&gt;New York&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 37.65%&lt;\/div&gt;`)[0];\n                popup_adf9f57c86fd8e2df29734e2926499bb.setContent(html_b2c0794e1990f267c9d737e589eca83f);\n            \n        \n\n        circle_marker_e68be68f0e51b3edcb0d6f6ae527e663.bindPopup(popup_adf9f57c86fd8e2df29734e2926499bb)\n        ;\n\n        \n    \n    \n            circle_marker_e68be68f0e51b3edcb0d6f6ae527e663.bindTooltip(\n                `&lt;div&gt;\n                     New York - Male - Avg Percentage: 37.65%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4388febd513e0f4f9691405a8db9f10b = L.circleMarker(\n                [39.93057005, -74.07369129],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.7555555555555555, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_52111778a46c97ef32350d7a3264ab42 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f8344ca835a43a9758c9c58c4be7ae84 = $(`&lt;div id=\"html_f8344ca835a43a9758c9c58c4be7ae84\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 37.56%&lt;\/div&gt;`)[0];\n                popup_52111778a46c97ef32350d7a3264ab42.setContent(html_f8344ca835a43a9758c9c58c4be7ae84);\n            \n        \n\n        circle_marker_4388febd513e0f4f9691405a8db9f10b.bindPopup(popup_52111778a46c97ef32350d7a3264ab42)\n        ;\n\n        \n    \n    \n            circle_marker_4388febd513e0f4f9691405a8db9f10b.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Male - Avg Percentage: 37.56%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_50b0655194b8d7708a69edca842370d8 = L.circleMarker(\n                [41.50828019, -71.32247031],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.754999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_a6e4eb3dc013a206517b78dafbca9ede = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9043ee4c4428c2149f36a3b2f8f889bd = $(`&lt;div id=\"html_9043ee4c4428c2149f36a3b2f8f889bd\" style=\"width: 100.0%; height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 37.55%&lt;\/div&gt;`)[0];\n                popup_a6e4eb3dc013a206517b78dafbca9ede.setContent(html_9043ee4c4428c2149f36a3b2f8f889bd);\n            \n        \n\n        circle_marker_50b0655194b8d7708a69edca842370d8.bindPopup(popup_a6e4eb3dc013a206517b78dafbca9ede)\n        ;\n\n        \n    \n    \n            circle_marker_50b0655194b8d7708a69edca842370d8.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Male - Avg Percentage: 37.55%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a6e86883604599dedeb61705bf8fdab9 = L.circleMarker(\n                [38.5477403, -98.40078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.725555555555556, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_68a1a4a085c2557616f5e90e2a014793 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5969f63d8a37f9d83b411f82fe89c7c4 = $(`&lt;div id=\"html_5969f63d8a37f9d83b411f82fe89c7c4\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kansas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 37.26%&lt;\/div&gt;`)[0];\n                popup_68a1a4a085c2557616f5e90e2a014793.setContent(html_5969f63d8a37f9d83b411f82fe89c7c4);\n            \n        \n\n        circle_marker_a6e86883604599dedeb61705bf8fdab9.bindPopup(popup_68a1a4a085c2557616f5e90e2a014793)\n        ;\n\n        \n    \n    \n            circle_marker_a6e86883604599dedeb61705bf8fdab9.bindTooltip(\n                `&lt;div&gt;\n                     Kansas - Female - Avg Percentage: 37.26%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d5cfa740463c7ca3e504e92f6b09677e = L.circleMarker(\n                [37.742680670000006, -78.65789046],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.7241666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_cb58c982d3890e5c129e88d3b762d21b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_fb4948eba1a3603a770c1cbd37775a7b = $(`&lt;div id=\"html_fb4948eba1a3603a770c1cbd37775a7b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Virginia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 37.24%&lt;\/div&gt;`)[0];\n                popup_cb58c982d3890e5c129e88d3b762d21b.setContent(html_fb4948eba1a3603a770c1cbd37775a7b);\n            \n        \n\n        circle_marker_d5cfa740463c7ca3e504e92f6b09677e.bindPopup(popup_cb58c982d3890e5c129e88d3b762d21b)\n        ;\n\n        \n    \n    \n            circle_marker_d5cfa740463c7ca3e504e92f6b09677e.bindTooltip(\n                `&lt;div&gt;\n                     Virginia - Female - Avg Percentage: 37.24%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8979cc3c689cf3d4ff421cf2d24aaf99 = L.circleMarker(\n                [41.36266102, -72.44984095],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.675714285714286, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_1de0fee31cca5bc7f765d66a901c5b47 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1062f517da7fcea51f16ec3cacbc81c9 = $(`&lt;div id=\"html_1062f517da7fcea51f16ec3cacbc81c9\" style=\"width: 100.0%; height: 100.0%;\"&gt;Connecticut&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 36.76%&lt;\/div&gt;`)[0];\n                popup_1de0fee31cca5bc7f765d66a901c5b47.setContent(html_1062f517da7fcea51f16ec3cacbc81c9);\n            \n        \n\n        circle_marker_8979cc3c689cf3d4ff421cf2d24aaf99.bindPopup(popup_1de0fee31cca5bc7f765d66a901c5b47)\n        ;\n\n        \n    \n    \n            circle_marker_8979cc3c689cf3d4ff421cf2d24aaf99.bindTooltip(\n                `&lt;div&gt;\n                     Connecticut - Male - Avg Percentage: 36.76%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_19aa1fd1fab840d60257d1efc6f1b719 = L.circleMarker(\n                [35.06597028, -111.9638113],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.6533333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_f1e605caed1c495d3a928bd1570f4056 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_84f6a12a0c92de49cc4e0d3397411d98 = $(`&lt;div id=\"html_84f6a12a0c92de49cc4e0d3397411d98\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arizona&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 36.53%&lt;\/div&gt;`)[0];\n                popup_f1e605caed1c495d3a928bd1570f4056.setContent(html_84f6a12a0c92de49cc4e0d3397411d98);\n            \n        \n\n        circle_marker_19aa1fd1fab840d60257d1efc6f1b719.bindPopup(popup_f1e605caed1c495d3a928bd1570f4056)\n        ;\n\n        \n    \n    \n            circle_marker_19aa1fd1fab840d60257d1efc6f1b719.bindTooltip(\n                `&lt;div&gt;\n                     Arizona - Female - Avg Percentage: 36.53%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6e0fbbf3864b167d1e18263564a499fc = L.circleMarker(\n                [37.44597027, -84.57497105],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.644285714285714, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_f32f31edbd4345137254694a2f0f5bd6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ec88b8a62d51d2ccc7e327e9c3385fb3 = $(`&lt;div id=\"html_ec88b8a62d51d2ccc7e327e9c3385fb3\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kentucky&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 36.44%&lt;\/div&gt;`)[0];\n                popup_f32f31edbd4345137254694a2f0f5bd6.setContent(html_ec88b8a62d51d2ccc7e327e9c3385fb3);\n            \n        \n\n        circle_marker_6e0fbbf3864b167d1e18263564a499fc.bindPopup(popup_f32f31edbd4345137254694a2f0f5bd6)\n        ;\n\n        \n    \n    \n            circle_marker_6e0fbbf3864b167d1e18263564a499fc.bindTooltip(\n                `&lt;div&gt;\n                     Kentucky - Male - Avg Percentage: 36.44%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b902a9572a431910ad1dc21a2ff826cd = L.circleMarker(\n                [32.639681089999996, -83.42758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.610666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_5accd18f0caaad23f41c67317c894939 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_52370510f673f1e9b764dd6b9d034e55 = $(`&lt;div id=\"html_52370510f673f1e9b764dd6b9d034e55\" style=\"width: 100.0%; height: 100.0%;\"&gt;Georgia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 36.11%&lt;\/div&gt;`)[0];\n                popup_5accd18f0caaad23f41c67317c894939.setContent(html_52370510f673f1e9b764dd6b9d034e55);\n            \n        \n\n        circle_marker_b902a9572a431910ad1dc21a2ff826cd.bindPopup(popup_5accd18f0caaad23f41c67317c894939)\n        ;\n\n        \n    \n    \n            circle_marker_b902a9572a431910ad1dc21a2ff826cd.bindTooltip(\n                `&lt;div&gt;\n                     Georgia - Male - Avg Percentage: 36.11%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b8a28f2e62b86a7bbea703048d7aeb96 = L.circleMarker(\n                [21.10485044, -157.6577494],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.593333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_5bd7635926c454e0cf67f7f2e15e036d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c2dc45b5e75ad1b5791edd1d9291f967 = $(`&lt;div id=\"html_c2dc45b5e75ad1b5791edd1d9291f967\" style=\"width: 100.0%; height: 100.0%;\"&gt;Hawaii&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 35.93%&lt;\/div&gt;`)[0];\n                popup_5bd7635926c454e0cf67f7f2e15e036d.setContent(html_c2dc45b5e75ad1b5791edd1d9291f967);\n            \n        \n\n        circle_marker_b8a28f2e62b86a7bbea703048d7aeb96.bindPopup(popup_5bd7635926c454e0cf67f7f2e15e036d)\n        ;\n\n        \n    \n    \n            circle_marker_b8a28f2e62b86a7bbea703048d7aeb96.bindTooltip(\n                `&lt;div&gt;\n                     Hawaii - Male - Avg Percentage: 35.93%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5c675f0f39cbe622229f0b5129aa5295 = L.circleMarker(\n                [44.767449420000005, -120.35503130000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.5903846153846155, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_20650ea0794cfaaac92312f1ce0159c2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1ccb67759aa9137465d38d53d31386e9 = $(`&lt;div id=\"html_1ccb67759aa9137465d38d53d31386e9\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 35.90%&lt;\/div&gt;`)[0];\n                popup_20650ea0794cfaaac92312f1ce0159c2.setContent(html_1ccb67759aa9137465d38d53d31386e9);\n            \n        \n\n        circle_marker_5c675f0f39cbe622229f0b5129aa5295.bindPopup(popup_20650ea0794cfaaac92312f1ce0159c2)\n        ;\n\n        \n    \n    \n            circle_marker_5c675f0f39cbe622229f0b5129aa5295.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Female - Avg Percentage: 35.90%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7de4e913e29144005c518b075d0ca6f4 = L.circleMarker(\n                [41.84104099, -99.56572062000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.5844444444444443, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_ddc8dd92aaa8f7af792991fff2c17575 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_bfa58ca2be17239d15a288cce2f1deca = $(`&lt;div id=\"html_bfa58ca2be17239d15a288cce2f1deca\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nebraska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 35.84%&lt;\/div&gt;`)[0];\n                popup_ddc8dd92aaa8f7af792991fff2c17575.setContent(html_bfa58ca2be17239d15a288cce2f1deca);\n            \n        \n\n        circle_marker_7de4e913e29144005c518b075d0ca6f4.bindPopup(popup_ddc8dd92aaa8f7af792991fff2c17575)\n        ;\n\n        \n    \n    \n            circle_marker_7de4e913e29144005c518b075d0ca6f4.bindTooltip(\n                `&lt;div&gt;\n                     Nebraska - Female - Avg Percentage: 35.84%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5c0c19336298335ffe5f3c12460de078 = L.circleMarker(\n                [34.54865012, -92.07449074],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.524285714285715, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_f45232b9bf800ab9627d7c5f72b0c0a6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ec6b0ad75aabefb05f4de4a6178b494f = $(`&lt;div id=\"html_ec6b0ad75aabefb05f4de4a6178b494f\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arkansas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 35.24%&lt;\/div&gt;`)[0];\n                popup_f45232b9bf800ab9627d7c5f72b0c0a6.setContent(html_ec6b0ad75aabefb05f4de4a6178b494f);\n            \n        \n\n        circle_marker_5c0c19336298335ffe5f3c12460de078.bindPopup(popup_f45232b9bf800ab9627d7c5f72b0c0a6)\n        ;\n\n        \n    \n    \n            circle_marker_5c0c19336298335ffe5f3c12460de078.bindTooltip(\n                `&lt;div&gt;\n                     Arkansas - Male - Avg Percentage: 35.24%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1b9b08e51f33cc11f80d4aee39dfb411 = L.circleMarker(\n                [40.330570050000006, -74.47369129],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.5080000000000005, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_84346a189a4010c6fae258415eb59bb3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4503250e103c7b07f82e67b8af60857b = $(`&lt;div id=\"html_4503250e103c7b07f82e67b8af60857b\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 35.08%&lt;\/div&gt;`)[0];\n                popup_84346a189a4010c6fae258415eb59bb3.setContent(html_4503250e103c7b07f82e67b8af60857b);\n            \n        \n\n        circle_marker_1b9b08e51f33cc11f80d4aee39dfb411.bindPopup(popup_84346a189a4010c6fae258415eb59bb3)\n        ;\n\n        \n    \n    \n            circle_marker_1b9b08e51f33cc11f80d4aee39dfb411.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Female - Avg Percentage: 35.08%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d83d9010405bec7022e3366716edfd8f = L.circleMarker(\n                [42.47687047, -72.28269067000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.4899999999999998, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_d984b8a712b6192a98a720ce78ab7a38 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3801f89cda5130c28a82d9fec99e4ec1 = $(`&lt;div id=\"html_3801f89cda5130c28a82d9fec99e4ec1\" style=\"width: 100.0%; height: 100.0%;\"&gt;Massachusetts&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 34.90%&lt;\/div&gt;`)[0];\n                popup_d984b8a712b6192a98a720ce78ab7a38.setContent(html_3801f89cda5130c28a82d9fec99e4ec1);\n            \n        \n\n        circle_marker_d83d9010405bec7022e3366716edfd8f.bindPopup(popup_d984b8a712b6192a98a720ce78ab7a38)\n        ;\n\n        \n    \n    \n            circle_marker_d83d9010405bec7022e3366716edfd8f.bindTooltip(\n                `&lt;div&gt;\n                     Massachusetts - Female - Avg Percentage: 34.90%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6ab28426e15f6ffa673dd012ca24b064 = L.circleMarker(\n                [43.825381240000006, -72.71764079],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.486666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_d748fcb389c9b5eafa596c1c13a3297f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d56c6361aa5e56bc3204b913f680759a = $(`&lt;div id=\"html_d56c6361aa5e56bc3204b913f680759a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Vermont&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 34.87%&lt;\/div&gt;`)[0];\n                popup_d748fcb389c9b5eafa596c1c13a3297f.setContent(html_d56c6361aa5e56bc3204b913f680759a);\n            \n        \n\n        circle_marker_6ab28426e15f6ffa673dd012ca24b064.bindPopup(popup_d748fcb389c9b5eafa596c1c13a3297f)\n        ;\n\n        \n    \n    \n            circle_marker_6ab28426e15f6ffa673dd012ca24b064.bindTooltip(\n                `&lt;div&gt;\n                     Vermont - Female - Avg Percentage: 34.87%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b181c5e882a2c1bdb8b5c6ff25bebf28 = L.circleMarker(\n                [41.76266102, -72.84984095],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.4790000000000005, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_66cf13af07521164edb5b8f4d94447d2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b5f1c0f0edf72d65c82adfc8e9f3c0aa = $(`&lt;div id=\"html_b5f1c0f0edf72d65c82adfc8e9f3c0aa\" style=\"width: 100.0%; height: 100.0%;\"&gt;Connecticut&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 34.79%&lt;\/div&gt;`)[0];\n                popup_66cf13af07521164edb5b8f4d94447d2.setContent(html_b5f1c0f0edf72d65c82adfc8e9f3c0aa);\n            \n        \n\n        circle_marker_b181c5e882a2c1bdb8b5c6ff25bebf28.bindPopup(popup_66cf13af07521164edb5b8f4d94447d2)\n        ;\n\n        \n    \n    \n            circle_marker_b181c5e882a2c1bdb8b5c6ff25bebf28.bindTooltip(\n                `&lt;div&gt;\n                     Connecticut - Female - Avg Percentage: 34.79%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0fb439c89e978625549d907f7e6c2c7d = L.circleMarker(\n                [43.85595011, -71.70036092000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.457777777777777, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_803bd29ccc4afc3ffbf140eb2343697c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1516956a5ed1548d0d8faab26ec8ccb6 = $(`&lt;div id=\"html_1516956a5ed1548d0d8faab26ec8ccb6\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 34.58%&lt;\/div&gt;`)[0];\n                popup_803bd29ccc4afc3ffbf140eb2343697c.setContent(html_1516956a5ed1548d0d8faab26ec8ccb6);\n            \n        \n\n        circle_marker_0fb439c89e978625549d907f7e6c2c7d.bindPopup(popup_803bd29ccc4afc3ffbf140eb2343697c)\n        ;\n\n        \n    \n    \n            circle_marker_0fb439c89e978625549d907f7e6c2c7d.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire - Female - Avg Percentage: 34.58%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_020d1826f868aebdd2d297b8b054d1cf = L.circleMarker(\n                [44.593191170000004, -90.01637074],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.4539999999999997, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_77f3657118e76210984afecf8e0b2f7f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_84c872014a2ff92611408848f9f08a78 = $(`&lt;div id=\"html_84c872014a2ff92611408848f9f08a78\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wisconsin&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 34.54%&lt;\/div&gt;`)[0];\n                popup_77f3657118e76210984afecf8e0b2f7f.setContent(html_84c872014a2ff92611408848f9f08a78);\n            \n        \n\n        circle_marker_020d1826f868aebdd2d297b8b054d1cf.bindPopup(popup_77f3657118e76210984afecf8e0b2f7f)\n        ;\n\n        \n    \n    \n            circle_marker_020d1826f868aebdd2d297b8b054d1cf.bindTooltip(\n                `&lt;div&gt;\n                     Wisconsin - Female - Avg Percentage: 34.54%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_56197a40eb0e7ef5ed6cd86abf1cb83a = L.circleMarker(\n                [45.45422889, -69.18503134000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.4426666666666663, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_400847f47fffec2af4e0c12119d03f94 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_fe737cb9637cee1fc6cc800f82a11cc3 = $(`&lt;div id=\"html_fe737cb9637cee1fc6cc800f82a11cc3\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maine&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 34.43%&lt;\/div&gt;`)[0];\n                popup_400847f47fffec2af4e0c12119d03f94.setContent(html_fe737cb9637cee1fc6cc800f82a11cc3);\n            \n        \n\n        circle_marker_56197a40eb0e7ef5ed6cd86abf1cb83a.bindPopup(popup_400847f47fffec2af4e0c12119d03f94)\n        ;\n\n        \n    \n    \n            circle_marker_56197a40eb0e7ef5ed6cd86abf1cb83a.bindTooltip(\n                `&lt;div&gt;\n                     Maine - Female - Avg Percentage: 34.43%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8239980294b4cd3e4336d3da845def81 = L.circleMarker(\n                [46.86652897, -109.2244206],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.41, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_c73bb5d1740811a34c12c6073b1de19a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d9d2b1b301be89fe4f1f455359f47f29 = $(`&lt;div id=\"html_d9d2b1b301be89fe4f1f455359f47f29\" style=\"width: 100.0%; height: 100.0%;\"&gt;Montana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 34.10%&lt;\/div&gt;`)[0];\n                popup_c73bb5d1740811a34c12c6073b1de19a.setContent(html_d9d2b1b301be89fe4f1f455359f47f29);\n            \n        \n\n        circle_marker_8239980294b4cd3e4336d3da845def81.bindPopup(popup_c73bb5d1740811a34c12c6073b1de19a)\n        ;\n\n        \n    \n    \n            circle_marker_8239980294b4cd3e4336d3da845def81.bindTooltip(\n                `&lt;div&gt;\n                     Montana - Male - Avg Percentage: 34.10%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4fe2715b675f9e1ddcf22279b18e405e = L.circleMarker(\n                [39.86021014, -82.20426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.313529411764706, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_c58b0b2c66540bedd1a28aed8acf9642 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7c69c73e64085c41d7859628391d9a01 = $(`&lt;div id=\"html_7c69c73e64085c41d7859628391d9a01\" style=\"width: 100.0%; height: 100.0%;\"&gt;Ohio&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 33.14%&lt;\/div&gt;`)[0];\n                popup_c58b0b2c66540bedd1a28aed8acf9642.setContent(html_7c69c73e64085c41d7859628391d9a01);\n            \n        \n\n        circle_marker_4fe2715b675f9e1ddcf22279b18e405e.bindPopup(popup_c58b0b2c66540bedd1a28aed8acf9642)\n        ;\n\n        \n    \n    \n            circle_marker_4fe2715b675f9e1ddcf22279b18e405e.bindTooltip(\n                `&lt;div&gt;\n                     Ohio - Male - Avg Percentage: 33.14%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_78dcb2fd654000b1d25c1424a6b7e6a0 = L.circleMarker(\n                [40.59373015, -77.66070029],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.3099999999999996, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_215feebd27f6474d7d33b9ac1337fb9e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_29f3d7a8ab69a033f0e3aaeafa6133dd = $(`&lt;div id=\"html_29f3d7a8ab69a033f0e3aaeafa6133dd\" style=\"width: 100.0%; height: 100.0%;\"&gt;Pennsylvania&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 33.10%&lt;\/div&gt;`)[0];\n                popup_215feebd27f6474d7d33b9ac1337fb9e.setContent(html_29f3d7a8ab69a033f0e3aaeafa6133dd);\n            \n        \n\n        circle_marker_78dcb2fd654000b1d25c1424a6b7e6a0.bindPopup(popup_215feebd27f6474d7d33b9ac1337fb9e)\n        ;\n\n        \n    \n    \n            circle_marker_78dcb2fd654000b1d25c1424a6b7e6a0.bindTooltip(\n                `&lt;div&gt;\n                     Pennsylvania - Male - Avg Percentage: 33.10%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c8b2bb59216bba6859747f5a7d748037 = L.circleMarker(\n                [41.44104099, -99.16572062],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.281111111111111, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_2b5ee7e5c2eae1f0fa4ad3630c78ca75 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8039483ee52219cf433116502338d7b6 = $(`&lt;div id=\"html_8039483ee52219cf433116502338d7b6\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nebraska&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 32.81%&lt;\/div&gt;`)[0];\n                popup_2b5ee7e5c2eae1f0fa4ad3630c78ca75.setContent(html_8039483ee52219cf433116502338d7b6);\n            \n        \n\n        circle_marker_c8b2bb59216bba6859747f5a7d748037.bindPopup(popup_2b5ee7e5c2eae1f0fa4ad3630c78ca75)\n        ;\n\n        \n    \n    \n            circle_marker_c8b2bb59216bba6859747f5a7d748037.bindTooltip(\n                `&lt;div&gt;\n                     Nebraska - Male - Avg Percentage: 32.81%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8f0f9328364e21db5bad2755fd7f1c1f = L.circleMarker(\n                [43.455950109999996, -71.30036092],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.2775, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_0b0fb696ce97efc4886dd0c3a32412c3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1651b181d625f4b03252ee30ae4816bb = $(`&lt;div id=\"html_1651b181d625f4b03252ee30ae4816bb\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 32.77%&lt;\/div&gt;`)[0];\n                popup_0b0fb696ce97efc4886dd0c3a32412c3.setContent(html_1651b181d625f4b03252ee30ae4816bb);\n            \n        \n\n        circle_marker_8f0f9328364e21db5bad2755fd7f1c1f.bindPopup(popup_0b0fb696ce97efc4886dd0c3a32412c3)\n        ;\n\n        \n    \n    \n            circle_marker_8f0f9328364e21db5bad2755fd7f1c1f.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire - Male - Avg Percentage: 32.77%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4aaca05d4ab9396b9f82888396e9f205 = L.circleMarker(\n                [28.73204038, -81.72896054],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.274545454545455, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_4cff5a19c893ee4f32e8383f12e8f540 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7a33a02c6f410ab986e92ab1277ca108 = $(`&lt;div id=\"html_7a33a02c6f410ab986e92ab1277ca108\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 32.75%&lt;\/div&gt;`)[0];\n                popup_4cff5a19c893ee4f32e8383f12e8f540.setContent(html_7a33a02c6f410ab986e92ab1277ca108);\n            \n        \n\n        circle_marker_4aaca05d4ab9396b9f82888396e9f205.bindPopup(popup_4cff5a19c893ee4f32e8383f12e8f540)\n        ;\n\n        \n    \n    \n            circle_marker_4aaca05d4ab9396b9f82888396e9f205.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Male - Avg Percentage: 32.75%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9c9d4bdc38501681bba5ee4a68a359dc = L.circleMarker(\n                [39.49058096, -76.80926011],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.268571428571429, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_6001adc19056360cb04492d633f5e3ab = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_85d54401b595587a53b804c146226d36 = $(`&lt;div id=\"html_85d54401b595587a53b804c146226d36\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maryland&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 32.69%&lt;\/div&gt;`)[0];\n                popup_6001adc19056360cb04492d633f5e3ab.setContent(html_85d54401b595587a53b804c146226d36);\n            \n        \n\n        circle_marker_9c9d4bdc38501681bba5ee4a68a359dc.bindPopup(popup_6001adc19056360cb04492d633f5e3ab)\n        ;\n\n        \n    \n    \n            circle_marker_9c9d4bdc38501681bba5ee4a68a359dc.bindTooltip(\n                `&lt;div&gt;\n                     Maryland - Female - Avg Percentage: 32.69%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_23e6cbd50b6a720c88ef9ecfd6e7b178 = L.circleMarker(\n                [44.46131954, -84.51439026999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.265714285714286, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_6ebc0a3867db725df3055c4b6fe5f60a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_36ff2c86b19bf4b6c5ac32311ab0ed8b = $(`&lt;div id=\"html_36ff2c86b19bf4b6c5ac32311ab0ed8b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 32.66%&lt;\/div&gt;`)[0];\n                popup_6ebc0a3867db725df3055c4b6fe5f60a.setContent(html_36ff2c86b19bf4b6c5ac32311ab0ed8b);\n            \n        \n\n        circle_marker_23e6cbd50b6a720c88ef9ecfd6e7b178.bindPopup(popup_6ebc0a3867db725df3055c4b6fe5f60a)\n        ;\n\n        \n    \n    \n            circle_marker_23e6cbd50b6a720c88ef9ecfd6e7b178.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Male - Avg Percentage: 32.66%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9fa96dbea17ecd98c487feba4f15f5be = L.circleMarker(\n                [43.43554134, -108.30983040000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.2399999999999998, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_39efaca4267684ebb21da6bd34c26bc1 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_59fbb902c695788890880bb68fa7d6d5 = $(`&lt;div id=\"html_59fbb902c695788890880bb68fa7d6d5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wyoming&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 32.40%&lt;\/div&gt;`)[0];\n                popup_39efaca4267684ebb21da6bd34c26bc1.setContent(html_59fbb902c695788890880bb68fa7d6d5);\n            \n        \n\n        circle_marker_9fa96dbea17ecd98c487feba4f15f5be.bindPopup(popup_39efaca4267684ebb21da6bd34c26bc1)\n        ;\n\n        \n    \n    \n            circle_marker_9fa96dbea17ecd98c487feba4f15f5be.bindTooltip(\n                `&lt;div&gt;\n                     Wyoming - Female - Avg Percentage: 32.40%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2c52273d84102990c895e6680f556134 = L.circleMarker(\n                [42.66940091, -94.01649056000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.2266666666666657, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_4dfc7450c0ca872c8fde4825eaf53a9e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3716e987ccfb9e16a0736f6bd340e1fc = $(`&lt;div id=\"html_3716e987ccfb9e16a0736f6bd340e1fc\" style=\"width: 100.0%; height: 100.0%;\"&gt;Iowa&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 32.27%&lt;\/div&gt;`)[0];\n                popup_4dfc7450c0ca872c8fde4825eaf53a9e.setContent(html_3716e987ccfb9e16a0736f6bd340e1fc);\n            \n        \n\n        circle_marker_2c52273d84102990c895e6680f556134.bindPopup(popup_4dfc7450c0ca872c8fde4825eaf53a9e)\n        ;\n\n        \n    \n    \n            circle_marker_2c52273d84102990c895e6680f556134.bindTooltip(\n                `&lt;div&gt;\n                     Iowa - Female - Avg Percentage: 32.27%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d804b0d410b52d347398bac5e1120681 = L.circleMarker(\n                [37.438640119999995, -120.7999995],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.2039999999999997, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_ef97a6111e6aeed0ac41c84a65fb5461 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_64e8a243e3351a9fcf3188c5039fe54e = $(`&lt;div id=\"html_64e8a243e3351a9fcf3188c5039fe54e\" style=\"width: 100.0%; height: 100.0%;\"&gt;California&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 32.04%&lt;\/div&gt;`)[0];\n                popup_ef97a6111e6aeed0ac41c84a65fb5461.setContent(html_64e8a243e3351a9fcf3188c5039fe54e);\n            \n        \n\n        circle_marker_d804b0d410b52d347398bac5e1120681.bindPopup(popup_ef97a6111e6aeed0ac41c84a65fb5461)\n        ;\n\n        \n    \n    \n            circle_marker_d804b0d410b52d347398bac5e1120681.bindTooltip(\n                `&lt;div&gt;\n                     California - Male - Avg Percentage: 32.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_073637434775d1039c40bde2e837f95b = L.circleMarker(\n                [40.285010279999995, -88.79771018],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.2, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_8a7a9422d5a771980fada6c022f521bd = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_66305f85bb33ca8a04651355504a758a = $(`&lt;div id=\"html_66305f85bb33ca8a04651355504a758a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Illinois&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 32.00%&lt;\/div&gt;`)[0];\n                popup_8a7a9422d5a771980fada6c022f521bd.setContent(html_66305f85bb33ca8a04651355504a758a);\n            \n        \n\n        circle_marker_073637434775d1039c40bde2e837f95b.bindPopup(popup_8a7a9422d5a771980fada6c022f521bd)\n        ;\n\n        \n    \n    \n            circle_marker_073637434775d1039c40bde2e837f95b.bindTooltip(\n                `&lt;div&gt;\n                     Illinois - Male - Avg Percentage: 32.00%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c740fd90b4030308fd96b806b2d0afd8 = L.circleMarker(\n                [39.09058096, -76.40926010999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.175833333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_24785a24e0a1cf2a72cd9f6d51f2d879 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5ca095e46a968dda74ab93d0778877bb = $(`&lt;div id=\"html_5ca095e46a968dda74ab93d0778877bb\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maryland&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 31.76%&lt;\/div&gt;`)[0];\n                popup_24785a24e0a1cf2a72cd9f6d51f2d879.setContent(html_5ca095e46a968dda74ab93d0778877bb);\n            \n        \n\n        circle_marker_c740fd90b4030308fd96b806b2d0afd8.bindPopup(popup_24785a24e0a1cf2a72cd9f6d51f2d879)\n        ;\n\n        \n    \n    \n            circle_marker_c740fd90b4030308fd96b806b2d0afd8.bindTooltip(\n                `&lt;div&gt;\n                     Maryland - Male - Avg Percentage: 31.76%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_14cc238e6c297501a5fac4a3f813b384 = L.circleMarker(\n                [39.69324039, -117.2718406],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.1640000000000006, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_7c762832700e9e4e1fcc0ff7c0b0253a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_354d615e208ddeda27436878fc0efc16 = $(`&lt;div id=\"html_354d615e208ddeda27436878fc0efc16\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nevada&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 31.64%&lt;\/div&gt;`)[0];\n                popup_7c762832700e9e4e1fcc0ff7c0b0253a.setContent(html_354d615e208ddeda27436878fc0efc16);\n            \n        \n\n        circle_marker_14cc238e6c297501a5fac4a3f813b384.bindPopup(popup_7c762832700e9e4e1fcc0ff7c0b0253a)\n        ;\n\n        \n    \n    \n            circle_marker_14cc238e6c297501a5fac4a3f813b384.bindTooltip(\n                `&lt;div&gt;\n                     Nevada - Female - Avg Percentage: 31.64%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_cb340ab9bc4b605bb70b40a415c950e8 = L.circleMarker(\n                [47.67531978, -100.318421],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.1428571428571432, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_256acfef6faacf3a0850f939bf99ebbb = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ee3f4463313ac42778588dc367119b8b = $(`&lt;div id=\"html_ee3f4463313ac42778588dc367119b8b\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 31.43%&lt;\/div&gt;`)[0];\n                popup_256acfef6faacf3a0850f939bf99ebbb.setContent(html_ee3f4463313ac42778588dc367119b8b);\n            \n        \n\n        circle_marker_cb340ab9bc4b605bb70b40a415c950e8.bindPopup(popup_256acfef6faacf3a0850f939bf99ebbb)\n        ;\n\n        \n    \n    \n            circle_marker_cb340ab9bc4b605bb70b40a415c950e8.bindTooltip(\n                `&lt;div&gt;\n                     North Dakota - Female - Avg Percentage: 31.43%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_01e36c7fec0fd74bd92d620aa4b3489d = L.circleMarker(\n                [39.566910449999995, -85.94996019],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.1325000000000003, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_24a50a078629de256d54c42125b34875 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_74a24188a651195ce8fae1e71b3c15ef = $(`&lt;div id=\"html_74a24188a651195ce8fae1e71b3c15ef\" style=\"width: 100.0%; height: 100.0%;\"&gt;Indiana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 31.33%&lt;\/div&gt;`)[0];\n                popup_24a50a078629de256d54c42125b34875.setContent(html_74a24188a651195ce8fae1e71b3c15ef);\n            \n        \n\n        circle_marker_01e36c7fec0fd74bd92d620aa4b3489d.bindPopup(popup_24a50a078629de256d54c42125b34875)\n        ;\n\n        \n    \n    \n            circle_marker_01e36c7fec0fd74bd92d620aa4b3489d.bindTooltip(\n                `&lt;div&gt;\n                     Indiana - Male - Avg Percentage: 31.33%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d07dccddf91ce2766901c59d2f6ef4da = L.circleMarker(\n                [39.293240389999994, -116.8718406],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.123333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_3b030383cb346a83a8cf91a8916c7e1b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_640eba071a8931fecd1a64c26339f24c = $(`&lt;div id=\"html_640eba071a8931fecd1a64c26339f24c\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nevada&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 31.23%&lt;\/div&gt;`)[0];\n                popup_3b030383cb346a83a8cf91a8916c7e1b.setContent(html_640eba071a8931fecd1a64c26339f24c);\n            \n        \n\n        circle_marker_d07dccddf91ce2766901c59d2f6ef4da.bindPopup(popup_3b030383cb346a83a8cf91a8916c7e1b)\n        ;\n\n        \n    \n    \n            circle_marker_d07dccddf91ce2766901c59d2f6ef4da.bindTooltip(\n                `&lt;div&gt;\n                     Nevada - Male - Avg Percentage: 31.23%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d647da34a8b3f5650ea3a69153a504ec = L.circleMarker(\n                [64.64507996, -147.522059],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.1049999999999995, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_b5d233512e0dd38c08b93524dd90d5ac = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b1570bca323e02547f3da01a93be2dee = $(`&lt;div id=\"html_b1570bca323e02547f3da01a93be2dee\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 31.05%&lt;\/div&gt;`)[0];\n                popup_b5d233512e0dd38c08b93524dd90d5ac.setContent(html_b1570bca323e02547f3da01a93be2dee);\n            \n        \n\n        circle_marker_d647da34a8b3f5650ea3a69153a504ec.bindPopup(popup_b5d233512e0dd38c08b93524dd90d5ac)\n        ;\n\n        \n    \n    \n            circle_marker_d647da34a8b3f5650ea3a69153a504ec.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Male - Avg Percentage: 31.05%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1df1d450107c57e151e462ae1de3eed7 = L.circleMarker(\n                [37.34268067, -78.25789046],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.0391666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_d42f075344b6645f0bb077546334589d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_87dbba98dfa265101a3ef1caad62204c = $(`&lt;div id=\"html_87dbba98dfa265101a3ef1caad62204c\" style=\"width: 100.0%; height: 100.0%;\"&gt;Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 30.39%&lt;\/div&gt;`)[0];\n                popup_d42f075344b6645f0bb077546334589d.setContent(html_87dbba98dfa265101a3ef1caad62204c);\n            \n        \n\n        circle_marker_1df1d450107c57e151e462ae1de3eed7.bindPopup(popup_d42f075344b6645f0bb077546334589d)\n        ;\n\n        \n    \n    \n            circle_marker_1df1d450107c57e151e462ae1de3eed7.bindTooltip(\n                `&lt;div&gt;\n                     Virginia - Male - Avg Percentage: 30.39%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b9a3ea12e5550d97bee587c1ddfd8925 = L.circleMarker(\n                [43.42538124, -72.31764079],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.0040000000000004, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_3c4d6bb9b9601d9ad8ac95f43990b0a6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c0802d31a2da060f532efbd42a7eb633 = $(`&lt;div id=\"html_c0802d31a2da060f532efbd42a7eb633\" style=\"width: 100.0%; height: 100.0%;\"&gt;Vermont&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 30.04%&lt;\/div&gt;`)[0];\n                popup_3c4d6bb9b9601d9ad8ac95f43990b0a6.setContent(html_c0802d31a2da060f532efbd42a7eb633);\n            \n        \n\n        circle_marker_b9a3ea12e5550d97bee587c1ddfd8925.bindPopup(popup_3c4d6bb9b9601d9ad8ac95f43990b0a6)\n        ;\n\n        \n    \n    \n            circle_marker_b9a3ea12e5550d97bee587c1ddfd8925.bindTooltip(\n                `&lt;div&gt;\n                     Vermont - Male - Avg Percentage: 30.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4bbf4e7e07b9be8783e05e55b2da6534 = L.circleMarker(\n                [44.153130049999994, -100.17353059999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.993333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_36c21e2e1ed78353f3bdc06035b5f85d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_08814e78c1e5cb662db599cc57376557 = $(`&lt;div id=\"html_08814e78c1e5cb662db599cc57376557\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Dakota&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 29.93%&lt;\/div&gt;`)[0];\n                popup_36c21e2e1ed78353f3bdc06035b5f85d.setContent(html_08814e78c1e5cb662db599cc57376557);\n            \n        \n\n        circle_marker_4bbf4e7e07b9be8783e05e55b2da6534.bindPopup(popup_36c21e2e1ed78353f3bdc06035b5f85d)\n        ;\n\n        \n    \n    \n            circle_marker_4bbf4e7e07b9be8783e05e55b2da6534.bindTooltip(\n                `&lt;div&gt;\n                     South Dakota - Male - Avg Percentage: 29.93%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9a3af8ef4687c6963152dfc094477c9a = L.circleMarker(\n                [39.04384076, -106.3336109],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.937777777777778, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_0161d2894810ba5ce74dbd0ddb76f161 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_10cf28b79e92d3eb257bc75d97b47582 = $(`&lt;div id=\"html_10cf28b79e92d3eb257bc75d97b47582\" style=\"width: 100.0%; height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 29.38%&lt;\/div&gt;`)[0];\n                popup_0161d2894810ba5ce74dbd0ddb76f161.setContent(html_10cf28b79e92d3eb257bc75d97b47582);\n            \n        \n\n        circle_marker_9a3af8ef4687c6963152dfc094477c9a.bindPopup(popup_0161d2894810ba5ce74dbd0ddb76f161)\n        ;\n\n        \n    \n    \n            circle_marker_9a3af8ef4687c6963152dfc094477c9a.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Female - Avg Percentage: 29.38%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8f7b7343b9fece259207dabb90d8d0fe = L.circleMarker(\n                [46.15564874, -94.5942005],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.9300000000000006, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_d289456741bd73115ebb621734b03959 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_bddba8d633cb245d67738a582844430e = $(`&lt;div id=\"html_bddba8d633cb245d67738a582844430e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Minnesota&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 29.30%&lt;\/div&gt;`)[0];\n                popup_d289456741bd73115ebb621734b03959.setContent(html_bddba8d633cb245d67738a582844430e);\n            \n        \n\n        circle_marker_8f7b7343b9fece259207dabb90d8d0fe.bindPopup(popup_d289456741bd73115ebb621734b03959)\n        ;\n\n        \n    \n    \n            circle_marker_8f7b7343b9fece259207dabb90d8d0fe.bindTooltip(\n                `&lt;div&gt;\n                     Minnesota - Male - Avg Percentage: 29.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8fed1c2af88a820bb416aae9cf52b264 = L.circleMarker(\n                [46.55564874, -94.9942005],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.9211111111111108, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_934006d45d24f6165b11337d44315672 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ae5e6829a9df637b02ae64ea7e6439ba = $(`&lt;div id=\"html_ae5e6829a9df637b02ae64ea7e6439ba\" style=\"width: 100.0%; height: 100.0%;\"&gt;Minnesota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 29.21%&lt;\/div&gt;`)[0];\n                popup_934006d45d24f6165b11337d44315672.setContent(html_ae5e6829a9df637b02ae64ea7e6439ba);\n            \n        \n\n        circle_marker_8fed1c2af88a820bb416aae9cf52b264.bindPopup(popup_934006d45d24f6165b11337d44315672)\n        ;\n\n        \n    \n    \n            circle_marker_8fed1c2af88a820bb416aae9cf52b264.bindTooltip(\n                `&lt;div&gt;\n                     Minnesota - Female - Avg Percentage: 29.21%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_da4bb32527bca78d0704001943fc5451 = L.circleMarker(\n                [38.147740299999995, -98.00078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.903333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_abe7f9a18a2667fa5affaaac43a40918 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_05d2bc5c9517da09700bc63254ae8e17 = $(`&lt;div id=\"html_05d2bc5c9517da09700bc63254ae8e17\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kansas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 29.03%&lt;\/div&gt;`)[0];\n                popup_abe7f9a18a2667fa5affaaac43a40918.setContent(html_05d2bc5c9517da09700bc63254ae8e17);\n            \n        \n\n        circle_marker_da4bb32527bca78d0704001943fc5451.bindPopup(popup_abe7f9a18a2667fa5affaaac43a40918)\n        ;\n\n        \n    \n    \n            circle_marker_da4bb32527bca78d0704001943fc5451.bindTooltip(\n                `&lt;div&gt;\n                     Kansas - Male - Avg Percentage: 29.03%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_280cc3a282557033d0a2bd1f2eb0835a = L.circleMarker(\n                [38.43579078, -92.36630004999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.8944444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_4ba768487dac270179fbe3bac590c661 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0b743faede486a88415de8f96e1deb32 = $(`&lt;div id=\"html_0b743faede486a88415de8f96e1deb32\" style=\"width: 100.0%; height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 28.94%&lt;\/div&gt;`)[0];\n                popup_4ba768487dac270179fbe3bac590c661.setContent(html_0b743faede486a88415de8f96e1deb32);\n            \n        \n\n        circle_marker_280cc3a282557033d0a2bd1f2eb0835a.bindPopup(popup_4ba768487dac270179fbe3bac590c661)\n        ;\n\n        \n    \n    \n            circle_marker_280cc3a282557033d0a2bd1f2eb0835a.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Male - Avg Percentage: 28.94%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_00087bc9cf12b09654f0277a5ab75338 = L.circleMarker(\n                [38.643840759999996, -105.93361089999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.855555555555556, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_e33f8f75014060c7f9d69b1718f9562b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c07c66cbf9505d0bfcbd26bf442f72fe = $(`&lt;div id=\"html_c07c66cbf9505d0bfcbd26bf442f72fe\" style=\"width: 100.0%; height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 28.56%&lt;\/div&gt;`)[0];\n                popup_e33f8f75014060c7f9d69b1718f9562b.setContent(html_c07c66cbf9505d0bfcbd26bf442f72fe);\n            \n        \n\n        circle_marker_00087bc9cf12b09654f0277a5ab75338.bindPopup(popup_e33f8f75014060c7f9d69b1718f9562b)\n        ;\n\n        \n    \n    \n            circle_marker_00087bc9cf12b09654f0277a5ab75338.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Male - Avg Percentage: 28.56%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_da7063c49ac47c8f8a58c756d5ed8f23 = L.circleMarker(\n                [44.19319117, -89.61637074],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.8299999999999996, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_8f3ca76b6726029574af9a57504fb155 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d79a231c49696db062a6bd404f197152 = $(`&lt;div id=\"html_d79a231c49696db062a6bd404f197152\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wisconsin&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 28.30%&lt;\/div&gt;`)[0];\n                popup_8f3ca76b6726029574af9a57504fb155.setContent(html_d79a231c49696db062a6bd404f197152);\n            \n        \n\n        circle_marker_da7063c49ac47c8f8a58c756d5ed8f23.bindPopup(popup_8f3ca76b6726029574af9a57504fb155)\n        ;\n\n        \n    \n    \n            circle_marker_da7063c49ac47c8f8a58c756d5ed8f23.bindTooltip(\n                `&lt;div&gt;\n                     Wisconsin - Male - Avg Percentage: 28.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2b4aa081e32b98a06592ffe7ff452149 = L.circleMarker(\n                [44.36744942, -119.9550313],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.814545454545454, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_c19a6164a490b27f5a8250087ffb6983 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0fac4166c9805bb693ad262eebefdc6a = $(`&lt;div id=\"html_0fac4166c9805bb693ad262eebefdc6a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 28.15%&lt;\/div&gt;`)[0];\n                popup_c19a6164a490b27f5a8250087ffb6983.setContent(html_0fac4166c9805bb693ad262eebefdc6a);\n            \n        \n\n        circle_marker_2b4aa081e32b98a06592ffe7ff452149.bindPopup(popup_c19a6164a490b27f5a8250087ffb6983)\n        ;\n\n        \n    \n    \n            circle_marker_2b4aa081e32b98a06592ffe7ff452149.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Male - Avg Percentage: 28.15%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f0fce2662ddad1e98802309f9eb1f114 = L.circleMarker(\n                [47.32227863, -120.2700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.7011111111111115, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_0d1fc884deadc9c491c6a658f542a646 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e0dce1f3e2a7a78d52e7bf53097f4a35 = $(`&lt;div id=\"html_e0dce1f3e2a7a78d52e7bf53097f4a35\" style=\"width: 100.0%; height: 100.0%;\"&gt;Washington&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 27.01%&lt;\/div&gt;`)[0];\n                popup_0d1fc884deadc9c491c6a658f542a646.setContent(html_e0dce1f3e2a7a78d52e7bf53097f4a35);\n   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popup_d981e378f69a382fdcc6c0cd5146e137 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d273410c6a18df77552af9f392a5498b = $(`&lt;div id=\"html_d273410c6a18df77552af9f392a5498b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arizona&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 26.97%&lt;\/div&gt;`)[0];\n                popup_d981e378f69a382fdcc6c0cd5146e137.setContent(html_d273410c6a18df77552af9f392a5498b);\n            \n        \n\n        circle_marker_883bd1fe61adbef1be1dcf80311e15e5.bindPopup(popup_d981e378f69a382fdcc6c0cd5146e137)\n        ;\n\n        \n    \n    \n            circle_marker_883bd1fe61adbef1be1dcf80311e15e5.bindTooltip(\n                `&lt;div&gt;\n                     Arizona - Male - Avg Percentage: 26.97%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ebe52708ba1d8a3a44be36b8a4c7e401 = L.circleMarker(\n                [38.80883067, -75.37774117],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.6933333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_c2796e18f4beae8232f62ef5070c4ef9 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_724fa3248a4871c4020624ad1c27fbcc = $(`&lt;div id=\"html_724fa3248a4871c4020624ad1c27fbcc\" style=\"width: 100.0%; height: 100.0%;\"&gt;Delaware&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 26.93%&lt;\/div&gt;`)[0];\n                popup_c2796e18f4beae8232f62ef5070c4ef9.setContent(html_724fa3248a4871c4020624ad1c27fbcc);\n            \n        \n\n        circle_marker_ebe52708ba1d8a3a44be36b8a4c7e401.bindPopup(popup_c2796e18f4beae8232f62ef5070c4ef9)\n        ;\n\n        \n    \n    \n            circle_marker_ebe52708ba1d8a3a44be36b8a4c7e401.bindTooltip(\n                `&lt;div&gt;\n                     Delaware - Male - Avg Percentage: 26.93%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0d633a1d2917ac724024725401ea15ed = L.circleMarker(\n                [45.05422889, -68.78503134],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 2.692142857142857, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_b4934ca5e0a5808a7d8943efb222b1e1);\n        \n    \n        var popup_3e2830d7411b31d60665e7a2321b446e = 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tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p><b> Insight(s): <\/b> In Puerto Rico, almost an equal percentage of men and women reported that they had memory loss that interfered with their ability to engage in social activities or household chores. In Illinois, Arkansas, Lousiana, Alabama and Kentucky, more women than men reported that their memory loss interfered with their daily functioning.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=d52d79e0-0ccd-4a75-9c7a-ce32d64b1976\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[29]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">plot_map_for_question<\/span><span class=\"p\">(<\/span><span class=\"n\">Interrelationships<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Percentage of older adults with subjective cognitive decline or memory loss who reported talking with a health care professional about it'<\/span><span class=\"p\">,<\/span> <span class=\"n\">gender_colors<\/span><span class=\"p\">,<\/span> <span class=\"n\">offsets<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-OutputArea-output\" data-mime-type=\"text\/markdown\" tabindex=\"0\">\n<h2 id=\"Percentage-of-older-adults-with-subjective-cognitive-decline-or-memory-loss-who-reported-talking-with-a-health-care-professional-about-it---Geographical-Distribution\">Percentage of older adults with subjective cognitive decline or memory loss who reported talking with a health care professional about it - Geographical Distribution<a class=\"anchor-link\" href=\"#Percentage-of-older-adults-with-subjective-cognitive-decline-or-memory-loss-who-reported-talking-with-a-health-care-professional-about-it---Geographical-Distribution\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -&gt; 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height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 59.93%&lt;\/div&gt;`)[0];\n                popup_9728e73eb7ee314126a39fba3fb4fc15.setContent(html_c7667b3921a21ef2c4d0d08eab5ff189);\n            \n        \n\n        circle_marker_37437d803085f225001a918e96c7ca7e.bindPopup(popup_9728e73eb7ee314126a39fba3fb4fc15)\n        ;\n\n        \n    \n    \n            circle_marker_37437d803085f225001a918e96c7ca7e.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Female - Avg Percentage: 59.93%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1a13ea1f5065f756d019c5b223dacd9b = L.circleMarker(\n                [45.45422889, -69.18503134000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.965333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_6755f6ade9a88564d0b55448e19dc158 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d8a360f234cd0ea0cdc10facfaa27111 = $(`&lt;div id=\"html_d8a360f234cd0ea0cdc10facfaa27111\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maine&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 59.65%&lt;\/div&gt;`)[0];\n                popup_6755f6ade9a88564d0b55448e19dc158.setContent(html_d8a360f234cd0ea0cdc10facfaa27111);\n            \n        \n\n        circle_marker_1a13ea1f5065f756d019c5b223dacd9b.bindPopup(popup_6755f6ade9a88564d0b55448e19dc158)\n        ;\n\n        \n    \n    \n            circle_marker_1a13ea1f5065f756d019c5b223dacd9b.bindTooltip(\n                `&lt;div&gt;\n                     Maine - Female - Avg Percentage: 59.65%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ee7cb504d93af505da02edd47b960478 = L.circleMarker(\n                [18.020833, -66.390149],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.836666666666668, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_c1419df21d14ddd0c43c1f3ed60d1d99 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_669a2988733617cf97a69335f265fe09 = $(`&lt;div id=\"html_669a2988733617cf97a69335f265fe09\" style=\"width: 100.0%; height: 100.0%;\"&gt;Puerto Rico&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 58.37%&lt;\/div&gt;`)[0];\n                popup_c1419df21d14ddd0c43c1f3ed60d1d99.setContent(html_669a2988733617cf97a69335f265fe09);\n            \n        \n\n        circle_marker_ee7cb504d93af505da02edd47b960478.bindPopup(popup_c1419df21d14ddd0c43c1f3ed60d1d99)\n        ;\n\n        \n    \n    \n            circle_marker_ee7cb504d93af505da02edd47b960478.bindTooltip(\n                `&lt;div&gt;\n                     Puerto Rico - Male - Avg Percentage: 58.37%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_297a1327fb5d09bb85535250402e64ad = L.circleMarker(\n                [40.993730150000005, -78.06070029],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.586666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_a12b80c89183b19c9611d52cf737f913 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e864975f319ed57a98153e03078421a8 = $(`&lt;div id=\"html_e864975f319ed57a98153e03078421a8\" style=\"width: 100.0%; height: 100.0%;\"&gt;Pennsylvania&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 55.87%&lt;\/div&gt;`)[0];\n                popup_a12b80c89183b19c9611d52cf737f913.setContent(html_e864975f319ed57a98153e03078421a8);\n            \n        \n\n        circle_marker_297a1327fb5d09bb85535250402e64ad.bindPopup(popup_a12b80c89183b19c9611d52cf737f913)\n        ;\n\n        \n    \n    \n            circle_marker_297a1327fb5d09bb85535250402e64ad.bindTooltip(\n                `&lt;div&gt;\n                     Pennsylvania - Female - Avg Percentage: 55.87%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_853ca1a978e0fa69d8ec42593c410fe2 = L.circleMarker(\n                [37.742680670000006, -78.65789046],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.393333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_4f0f07b0e9fbc12b14f11e33b4cece46 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6487b836650d44b8fdc6aab48bd6ec16 = $(`&lt;div id=\"html_6487b836650d44b8fdc6aab48bd6ec16\" style=\"width: 100.0%; height: 100.0%;\"&gt;Virginia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 53.93%&lt;\/div&gt;`)[0];\n                popup_4f0f07b0e9fbc12b14f11e33b4cece46.setContent(html_6487b836650d44b8fdc6aab48bd6ec16);\n            \n        \n\n        circle_marker_853ca1a978e0fa69d8ec42593c410fe2.bindPopup(popup_4f0f07b0e9fbc12b14f11e33b4cece46)\n        ;\n\n        \n    \n    \n            circle_marker_853ca1a978e0fa69d8ec42593c410fe2.bindTooltip(\n                `&lt;div&gt;\n                     Virginia - Female - Avg Percentage: 53.93%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_182d480275f1119e94e685e1d86af9fa = L.circleMarker(\n                [43.825381240000006, -72.71764079],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.3341666666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_b15c8bc163235ba5799ff1a5f2b62253 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1f6166eefd6b81846299cc9cb83cab13 = $(`&lt;div id=\"html_1f6166eefd6b81846299cc9cb83cab13\" style=\"width: 100.0%; height: 100.0%;\"&gt;Vermont&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 53.34%&lt;\/div&gt;`)[0];\n                popup_b15c8bc163235ba5799ff1a5f2b62253.setContent(html_1f6166eefd6b81846299cc9cb83cab13);\n            \n        \n\n        circle_marker_182d480275f1119e94e685e1d86af9fa.bindPopup(popup_b15c8bc163235ba5799ff1a5f2b62253)\n        ;\n\n        \n    \n    \n            circle_marker_182d480275f1119e94e685e1d86af9fa.bindTooltip(\n                `&lt;div&gt;\n                     Vermont - Female - Avg Percentage: 53.34%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_37e9363661bbcbb8af2bce5f65954bad = L.circleMarker(\n                [47.26652897, -109.62442060000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.306666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_b4e365424aac7d3e5192fa5429602e9e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f143e43c9b1dd22730ed407ab9b55cd2 = $(`&lt;div id=\"html_f143e43c9b1dd22730ed407ab9b55cd2\" style=\"width: 100.0%; height: 100.0%;\"&gt;Montana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 53.07%&lt;\/div&gt;`)[0];\n                popup_b4e365424aac7d3e5192fa5429602e9e.setContent(html_f143e43c9b1dd22730ed407ab9b55cd2);\n            \n        \n\n        circle_marker_37e9363661bbcbb8af2bce5f65954bad.bindPopup(popup_b4e365424aac7d3e5192fa5429602e9e)\n        ;\n\n        \n    \n    \n            circle_marker_37e9363661bbcbb8af2bce5f65954bad.bindTooltip(\n                `&lt;div&gt;\n                     Montana - Female - Avg Percentage: 53.07%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d57ff26aea6532ce591c0f80464ee519 = L.circleMarker(\n                [47.722278630000005, -120.6700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.246666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_ca86aed73d7209c75d10837871d51906 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_93e40641a81a99253e99a8fd9e05ea37 = $(`&lt;div id=\"html_93e40641a81a99253e99a8fd9e05ea37\" style=\"width: 100.0%; height: 100.0%;\"&gt;Washington&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 52.47%&lt;\/div&gt;`)[0];\n                popup_ca86aed73d7209c75d10837871d51906.setContent(html_93e40641a81a99253e99a8fd9e05ea37);\n            \n        \n\n        circle_marker_d57ff26aea6532ce591c0f80464ee519.bindPopup(popup_ca86aed73d7209c75d10837871d51906)\n        ;\n\n        \n    \n    \n            circle_marker_d57ff26aea6532ce591c0f80464ee519.bindTooltip(\n                `&lt;div&gt;\n                     Washington - Female - Avg Percentage: 52.47%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_626a4a8216d79f60154fb99d644ed4eb = L.circleMarker(\n                [40.260210140000005, -82.60426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.238333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_f7345cfd9a24dc3df82e560a321a3885 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_259f53fd8046e0a1c31ed2ee36dec001 = $(`&lt;div id=\"html_259f53fd8046e0a1c31ed2ee36dec001\" style=\"width: 100.0%; height: 100.0%;\"&gt;Ohio&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 52.38%&lt;\/div&gt;`)[0];\n                popup_f7345cfd9a24dc3df82e560a321a3885.setContent(html_259f53fd8046e0a1c31ed2ee36dec001);\n            \n        \n\n        circle_marker_626a4a8216d79f60154fb99d644ed4eb.bindPopup(popup_f7345cfd9a24dc3df82e560a321a3885)\n        ;\n\n        \n    \n    \n            circle_marker_626a4a8216d79f60154fb99d644ed4eb.bindTooltip(\n                `&lt;div&gt;\n                     Ohio - Female - Avg Percentage: 52.38%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_067ac63f89d53b0b50ce1ed33a36c2cf = L.circleMarker(\n                [38.8655102, -80.91264013],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.227777777777776, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_349fca18fee47dee8612d3d650e0bf45 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_84ad284acf2cc9e1e7de4f54e6271428 = $(`&lt;div id=\"html_84ad284acf2cc9e1e7de4f54e6271428\" style=\"width: 100.0%; height: 100.0%;\"&gt;West Virginia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 52.28%&lt;\/div&gt;`)[0];\n                popup_349fca18fee47dee8612d3d650e0bf45.setContent(html_84ad284acf2cc9e1e7de4f54e6271428);\n            \n        \n\n        circle_marker_067ac63f89d53b0b50ce1ed33a36c2cf.bindPopup(popup_349fca18fee47dee8612d3d650e0bf45)\n        ;\n\n        \n    \n    \n            circle_marker_067ac63f89d53b0b50ce1ed33a36c2cf.bindTooltip(\n                `&lt;div&gt;\n                     West Virginia - Female - Avg Percentage: 52.28%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_79d3b0f82b42c931c8f6d145ff256e4d = L.circleMarker(\n                [39.96691045, -86.34996019],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.189166666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_d61159d99b8ea932abb341bcb34bd5df = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3db2732eb814da29ba38bde0c16eb908 = $(`&lt;div id=\"html_3db2732eb814da29ba38bde0c16eb908\" style=\"width: 100.0%; height: 100.0%;\"&gt;Indiana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 51.89%&lt;\/div&gt;`)[0];\n                popup_d61159d99b8ea932abb341bcb34bd5df.setContent(html_3db2732eb814da29ba38bde0c16eb908);\n            \n        \n\n        circle_marker_79d3b0f82b42c931c8f6d145ff256e4d.bindPopup(popup_d61159d99b8ea932abb341bcb34bd5df)\n        ;\n\n        \n    \n    \n            circle_marker_79d3b0f82b42c931c8f6d145ff256e4d.bindTooltip(\n                `&lt;div&gt;\n                     Indiana - Female - Avg Percentage: 51.89%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_bf0869b4eec48fc97e85f47ca3d73906 = L.circleMarker(\n                [29.13204038, -82.12896054000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.1575, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_632f4439f8d24599be6de83965d78e67 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5a7c0da51cea7a1e8c8d0a48951f131e = $(`&lt;div id=\"html_5a7c0da51cea7a1e8c8d0a48951f131e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 51.57%&lt;\/div&gt;`)[0];\n                popup_632f4439f8d24599be6de83965d78e67.setContent(html_5a7c0da51cea7a1e8c8d0a48951f131e);\n            \n        \n\n        circle_marker_bf0869b4eec48fc97e85f47ca3d73906.bindPopup(popup_632f4439f8d24599be6de83965d78e67)\n        ;\n\n        \n    \n    \n            circle_marker_bf0869b4eec48fc97e85f47ca3d73906.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Female - Avg Percentage: 51.57%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_721acf3c43dd1c2ca93b4805fa451ed3 = L.circleMarker(\n                [43.85595011, -71.70036092000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.119999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_249c7834e4c98370b833638ff1110d02 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3f029d705f7f5a32babb056a0fe74cce = $(`&lt;div id=\"html_3f029d705f7f5a32babb056a0fe74cce\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 51.20%&lt;\/div&gt;`)[0];\n                popup_249c7834e4c98370b833638ff1110d02.setContent(html_3f029d705f7f5a32babb056a0fe74cce);\n            \n        \n\n        circle_marker_721acf3c43dd1c2ca93b4805fa451ed3.bindPopup(popup_249c7834e4c98370b833638ff1110d02)\n        ;\n\n        \n    \n    \n            circle_marker_721acf3c43dd1c2ca93b4805fa451ed3.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire - Female - Avg Percentage: 51.20%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4f3e7b4575fd049f3838f3ac1371b251 = L.circleMarker(\n                [44.767449420000005, -120.35503130000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.115555555555555, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_eddb41304ce4e0ac799fe950355c1134 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2fcbb4cf584229743aafcd03b21e1aad = $(`&lt;div id=\"html_2fcbb4cf584229743aafcd03b21e1aad\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 51.16%&lt;\/div&gt;`)[0];\n                popup_eddb41304ce4e0ac799fe950355c1134.setContent(html_2fcbb4cf584229743aafcd03b21e1aad);\n            \n        \n\n        circle_marker_4f3e7b4575fd049f3838f3ac1371b251.bindPopup(popup_eddb41304ce4e0ac799fe950355c1134)\n        ;\n\n        \n    \n    \n            circle_marker_4f3e7b4575fd049f3838f3ac1371b251.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Female - Avg Percentage: 51.16%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_bb1ca07378d77591364d6aff9947af6c = L.circleMarker(\n                [41.76266102, -72.84984095],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.091666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_2f4aaa07a5a58291577fd90027c98b7d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_eb5449060133fa940d04a48c637b4dd9 = $(`&lt;div id=\"html_eb5449060133fa940d04a48c637b4dd9\" style=\"width: 100.0%; height: 100.0%;\"&gt;Connecticut&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 50.92%&lt;\/div&gt;`)[0];\n                popup_2f4aaa07a5a58291577fd90027c98b7d.setContent(html_eb5449060133fa940d04a48c637b4dd9);\n            \n        \n\n        circle_marker_bb1ca07378d77591364d6aff9947af6c.bindPopup(popup_2f4aaa07a5a58291577fd90027c98b7d)\n        ;\n\n        \n    \n    \n            circle_marker_bb1ca07378d77591364d6aff9947af6c.bindTooltip(\n                `&lt;div&gt;\n                     Connecticut - Female - Avg Percentage: 50.92%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2da4b7cfa53cee68d11f2a5fcd9ef1c0 = L.circleMarker(\n                [35.672031360000005, -97.72107021000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.061, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_065acfaac0730d495e9380fbbd9d215f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9c7cca26d1bb1beb802dfd49cc4e9e42 = $(`&lt;div id=\"html_9c7cca26d1bb1beb802dfd49cc4e9e42\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oklahoma&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 50.61%&lt;\/div&gt;`)[0];\n                popup_065acfaac0730d495e9380fbbd9d215f.setContent(html_9c7cca26d1bb1beb802dfd49cc4e9e42);\n            \n        \n\n        circle_marker_2da4b7cfa53cee68d11f2a5fcd9ef1c0.bindPopup(popup_065acfaac0730d495e9380fbbd9d215f)\n        ;\n\n        \n    \n    \n            circle_marker_2da4b7cfa53cee68d11f2a5fcd9ef1c0.bindTooltip(\n                `&lt;div&gt;\n                     Oklahoma - Female - Avg Percentage: 50.61%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a8d7b68b801a92b4de9a9511fc6ab51d = L.circleMarker(\n                [35.88094058, -85.97449091],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.056666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_9ad935a993a39465146a691a3cd9c13c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5c09b830679a6a9e9e170c57bc3f8716 = $(`&lt;div id=\"html_5c09b830679a6a9e9e170c57bc3f8716\" style=\"width: 100.0%; height: 100.0%;\"&gt;Tennessee&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 50.57%&lt;\/div&gt;`)[0];\n                popup_9ad935a993a39465146a691a3cd9c13c.setContent(html_5c09b830679a6a9e9e170c57bc3f8716);\n            \n        \n\n        circle_marker_a8d7b68b801a92b4de9a9511fc6ab51d.bindPopup(popup_9ad935a993a39465146a691a3cd9c13c)\n        ;\n\n        \n    \n    \n            circle_marker_a8d7b68b801a92b4de9a9511fc6ab51d.bindTooltip(\n                `&lt;div&gt;\n                     Tennessee - Female - Avg Percentage: 50.57%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_de17d6fe366101c48929d3bb47d0e3cb = L.circleMarker(\n                [43.02700103, -75.74397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.023636363636364, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_abd93f3c47093aba4c09dc45f649463d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_660a63b4fa684534656f0b3a6895a951 = $(`&lt;div id=\"html_660a63b4fa684534656f0b3a6895a951\" style=\"width: 100.0%; height: 100.0%;\"&gt;New York&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 50.24%&lt;\/div&gt;`)[0];\n                popup_abd93f3c47093aba4c09dc45f649463d.setContent(html_660a63b4fa684534656f0b3a6895a951);\n            \n        \n\n        circle_marker_de17d6fe366101c48929d3bb47d0e3cb.bindPopup(popup_abd93f3c47093aba4c09dc45f649463d)\n        ;\n\n        \n    \n    \n            circle_marker_de17d6fe366101c48929d3bb47d0e3cb.bindTooltip(\n                `&lt;div&gt;\n                     New York - Female - Avg Percentage: 50.24%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_28ae322514b9ff08c075cb06e21b1425 = L.circleMarker(\n                [34.198821300000006, -81.24537121],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 5.004999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_d9ddb42323fec1c8424f6bdaa0f36400 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3d740941e5d68eee2f32bb9c6ae42170 = $(`&lt;div id=\"html_3d740941e5d68eee2f32bb9c6ae42170\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Carolina&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 50.05%&lt;\/div&gt;`)[0];\n                popup_d9ddb42323fec1c8424f6bdaa0f36400.setContent(html_3d740941e5d68eee2f32bb9c6ae42170);\n            \n        \n\n        circle_marker_28ae322514b9ff08c075cb06e21b1425.bindPopup(popup_d9ddb42323fec1c8424f6bdaa0f36400)\n        ;\n\n        \n    \n    \n            circle_marker_28ae322514b9ff08c075cb06e21b1425.bindTooltip(\n                `&lt;div&gt;\n                     South Carolina - Female - Avg Percentage: 50.05%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_10a2469805e4832dbc7030f9c9be6071 = L.circleMarker(\n                [38.5477403, -98.40078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.986666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_6ed11a08cf0205fb704efcfb5b38f557 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_41ea9e868a501baf8b5975597c3a2fd7 = $(`&lt;div id=\"html_41ea9e868a501baf8b5975597c3a2fd7\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kansas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 49.87%&lt;\/div&gt;`)[0];\n                popup_6ed11a08cf0205fb704efcfb5b38f557.setContent(html_41ea9e868a501baf8b5975597c3a2fd7);\n            \n        \n\n        circle_marker_10a2469805e4832dbc7030f9c9be6071.bindPopup(popup_6ed11a08cf0205fb704efcfb5b38f557)\n        ;\n\n        \n    \n    \n            circle_marker_10a2469805e4832dbc7030f9c9be6071.bindTooltip(\n                `&lt;div&gt;\n                     Kansas - Female - Avg Percentage: 49.87%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_903daa58c456ec4fe76b616d3aeea7b7 = L.circleMarker(\n                [35.26622098, -78.95925045999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.982857142857142, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_e363b854a4c7d2837459ed2b3d1c6e56 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6d74fc3949962131a6530dfca7f80f76 = $(`&lt;div id=\"html_6d74fc3949962131a6530dfca7f80f76\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Carolina&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 49.83%&lt;\/div&gt;`)[0];\n                popup_e363b854a4c7d2837459ed2b3d1c6e56.setContent(html_6d74fc3949962131a6530dfca7f80f76);\n            \n        \n\n        circle_marker_903daa58c456ec4fe76b616d3aeea7b7.bindPopup(popup_e363b854a4c7d2837459ed2b3d1c6e56)\n        ;\n\n        \n    \n    \n            circle_marker_903daa58c456ec4fe76b616d3aeea7b7.bindTooltip(\n                `&lt;div&gt;\n                     North Carolina - Male - Avg Percentage: 49.83%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_30cfdfcb61f3336035b7348f55d35d30 = L.circleMarker(\n                [43.88263001, -114.56373],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.945833333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_e7cf8aea00bd93aaa8dad0c918e047e0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4e4c47e6115eb935a80706f97197c5ca = $(`&lt;div id=\"html_4e4c47e6115eb935a80706f97197c5ca\" style=\"width: 100.0%; height: 100.0%;\"&gt;Idaho&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 49.46%&lt;\/div&gt;`)[0];\n                popup_e7cf8aea00bd93aaa8dad0c918e047e0.setContent(html_4e4c47e6115eb935a80706f97197c5ca);\n            \n        \n\n        circle_marker_30cfdfcb61f3336035b7348f55d35d30.bindPopup(popup_e7cf8aea00bd93aaa8dad0c918e047e0)\n        ;\n\n        \n    \n    \n            circle_marker_30cfdfcb61f3336035b7348f55d35d30.bindTooltip(\n                `&lt;div&gt;\n                     Idaho - Female - Avg Percentage: 49.46%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_356b2d0d51606c4ccdaab5016ac760d5 = L.circleMarker(\n                [31.51266064, -92.64568007],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.93, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_688b846f27b63422c8aec7b6fe43f097 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_48f2fa37d23332f76e19631153423aba = $(`&lt;div id=\"html_48f2fa37d23332f76e19631153423aba\" style=\"width: 100.0%; height: 100.0%;\"&gt;Louisiana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 49.30%&lt;\/div&gt;`)[0];\n                popup_688b846f27b63422c8aec7b6fe43f097.setContent(html_48f2fa37d23332f76e19631153423aba);\n            \n        \n\n        circle_marker_356b2d0d51606c4ccdaab5016ac760d5.bindPopup(popup_688b846f27b63422c8aec7b6fe43f097)\n        ;\n\n        \n    \n    \n            circle_marker_356b2d0d51606c4ccdaab5016ac760d5.bindTooltip(\n                `&lt;div&gt;\n                     Louisiana - Female - Avg Percentage: 49.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6e206bc6cd53726599d12a94d6f7d142 = L.circleMarker(\n                [39.208830670000005, -75.77774117],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.905714285714286, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_3163cce65837513bd2b3170b0720eed2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3219ce5d0a95a257fce5b24d8a517cd7 = $(`&lt;div id=\"html_3219ce5d0a95a257fce5b24d8a517cd7\" style=\"width: 100.0%; height: 100.0%;\"&gt;Delaware&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 49.06%&lt;\/div&gt;`)[0];\n                popup_3163cce65837513bd2b3170b0720eed2.setContent(html_3219ce5d0a95a257fce5b24d8a517cd7);\n            \n        \n\n        circle_marker_6e206bc6cd53726599d12a94d6f7d142.bindPopup(popup_3163cce65837513bd2b3170b0720eed2)\n        ;\n\n        \n    \n    \n            circle_marker_6e206bc6cd53726599d12a94d6f7d142.bindTooltip(\n                `&lt;div&gt;\n                     Delaware - Female - Avg Percentage: 49.06%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_121a5fe5d229778366fcc15e3eb16e29 = L.circleMarker(\n                [32.9455101, -89.73803082],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.905333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_f54c8f1b1760f90eba4621a345f86c2a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b5cf44fc5f0562adf93d10a681475026 = $(`&lt;div id=\"html_b5cf44fc5f0562adf93d10a681475026\" style=\"width: 100.0%; height: 100.0%;\"&gt;Mississippi&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 49.05%&lt;\/div&gt;`)[0];\n                popup_f54c8f1b1760f90eba4621a345f86c2a.setContent(html_b5cf44fc5f0562adf93d10a681475026);\n            \n        \n\n        circle_marker_121a5fe5d229778366fcc15e3eb16e29.bindPopup(popup_f54c8f1b1760f90eba4621a345f86c2a)\n        ;\n\n        \n    \n    \n            circle_marker_121a5fe5d229778366fcc15e3eb16e29.bindTooltip(\n                `&lt;div&gt;\n                     Mississippi - Female - Avg Percentage: 49.05%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4b7ed021a110cc75c2afeb95554fc7c5 = L.circleMarker(\n                [39.560700170000004, -111.7871306],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.904999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_c5a492680f6dd6c8169801ed89929a7f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b48c4f43ad77778f3c1a4714e39c7054 = $(`&lt;div id=\"html_b48c4f43ad77778f3c1a4714e39c7054\" style=\"width: 100.0%; height: 100.0%;\"&gt;Utah&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 49.05%&lt;\/div&gt;`)[0];\n                popup_c5a492680f6dd6c8169801ed89929a7f.setContent(html_b48c4f43ad77778f3c1a4714e39c7054);\n            \n        \n\n        circle_marker_4b7ed021a110cc75c2afeb95554fc7c5.bindPopup(popup_c5a492680f6dd6c8169801ed89929a7f)\n        ;\n\n        \n    \n    \n            circle_marker_4b7ed021a110cc75c2afeb95554fc7c5.bindTooltip(\n                `&lt;div&gt;\n                     Utah - Female - Avg Percentage: 49.05%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_20aa3ef8b81c4b4136dd2e85b418a051 = L.circleMarker(\n                [44.861319540000004, -84.91439027],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.9030000000000005, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_e32718659b3483e8a4409e2a86b63c3e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_783f518db70cb3964ac75bc57e583151 = $(`&lt;div id=\"html_783f518db70cb3964ac75bc57e583151\" style=\"width: 100.0%; height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 49.03%&lt;\/div&gt;`)[0];\n                popup_e32718659b3483e8a4409e2a86b63c3e.setContent(html_783f518db70cb3964ac75bc57e583151);\n            \n        \n\n        circle_marker_20aa3ef8b81c4b4136dd2e85b418a051.bindPopup(popup_e32718659b3483e8a4409e2a86b63c3e)\n        ;\n\n        \n    \n    \n            circle_marker_20aa3ef8b81c4b4136dd2e85b418a051.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Female - Avg Percentage: 49.03%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_40594242d865112e99f5b1a0d13a2db8 = L.circleMarker(\n                [38.83579078, -92.76630005],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.875555555555556, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_eed6a01a856ba13d3b6218cb4bc6df75 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6e924d688eb6615a987222632d1f2bd8 = $(`&lt;div id=\"html_6e924d688eb6615a987222632d1f2bd8\" style=\"width: 100.0%; height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 48.76%&lt;\/div&gt;`)[0];\n                popup_eed6a01a856ba13d3b6218cb4bc6df75.setContent(html_6e924d688eb6615a987222632d1f2bd8);\n            \n        \n\n        circle_marker_40594242d865112e99f5b1a0d13a2db8.bindPopup(popup_eed6a01a856ba13d3b6218cb4bc6df75)\n        ;\n\n        \n    \n    \n            circle_marker_40594242d865112e99f5b1a0d13a2db8.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Female - Avg Percentage: 48.76%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1b50008046e7061abcf7b1ad0f93a5cf = L.circleMarker(\n                [34.72088095, -106.44058100000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.805555555555555, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_0f19fffe12d28a9a04825af88bc19c2a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e9708157037e70ffe963a22fd7530ecc = $(`&lt;div id=\"html_e9708157037e70ffe963a22fd7530ecc\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Mexico&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 48.06%&lt;\/div&gt;`)[0];\n                popup_0f19fffe12d28a9a04825af88bc19c2a.setContent(html_e9708157037e70ffe963a22fd7530ecc);\n            \n        \n\n        circle_marker_1b50008046e7061abcf7b1ad0f93a5cf.bindPopup(popup_0f19fffe12d28a9a04825af88bc19c2a)\n        ;\n\n        \n    \n    \n            circle_marker_1b50008046e7061abcf7b1ad0f93a5cf.bindTooltip(\n                `&lt;div&gt;\n                     New Mexico - Female - Avg Percentage: 48.06%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c2fcbb23945003093209250b8d609050 = L.circleMarker(\n                [39.04384076, -106.3336109],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.771111111111112, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_8aa6725ce5e9060d1a50879ec5ed930d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e5777f9921f7d31c58166bb169b7800e = $(`&lt;div id=\"html_e5777f9921f7d31c58166bb169b7800e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 47.71%&lt;\/div&gt;`)[0];\n                popup_8aa6725ce5e9060d1a50879ec5ed930d.setContent(html_e5777f9921f7d31c58166bb169b7800e);\n            \n        \n\n        circle_marker_c2fcbb23945003093209250b8d609050.bindPopup(popup_8aa6725ce5e9060d1a50879ec5ed930d)\n        ;\n\n        \n    \n    \n            circle_marker_c2fcbb23945003093209250b8d609050.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Female - Avg Percentage: 47.71%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f4c17cad830dd8efd47cff06585f8338 = L.circleMarker(\n                [40.330570050000006, -74.47369129],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.736, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_3ab01c6770db6e8a76643d7d3f5f28bb = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_34b97c26e76b845e177ffeb790396dbd = $(`&lt;div id=\"html_34b97c26e76b845e177ffeb790396dbd\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 47.36%&lt;\/div&gt;`)[0];\n                popup_3ab01c6770db6e8a76643d7d3f5f28bb.setContent(html_34b97c26e76b845e177ffeb790396dbd);\n            \n        \n\n        circle_marker_f4c17cad830dd8efd47cff06585f8338.bindPopup(popup_3ab01c6770db6e8a76643d7d3f5f28bb)\n        ;\n\n        \n    \n    \n            circle_marker_f4c17cad830dd8efd47cff06585f8338.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Female - Avg Percentage: 47.36%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_10b03476797c7ec6dc7909691502a704 = L.circleMarker(\n                [33.04057112, -86.83186076],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.724444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_000fae58bfdcd8cb4d1065b9585a888f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e6030d9dcc31effa44ad658d64d1fa7e = $(`&lt;div id=\"html_e6030d9dcc31effa44ad658d64d1fa7e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alabama&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 47.24%&lt;\/div&gt;`)[0];\n                popup_000fae58bfdcd8cb4d1065b9585a888f.setContent(html_e6030d9dcc31effa44ad658d64d1fa7e);\n            \n        \n\n        circle_marker_10b03476797c7ec6dc7909691502a704.bindPopup(popup_000fae58bfdcd8cb4d1065b9585a888f)\n        ;\n\n        \n    \n    \n            circle_marker_10b03476797c7ec6dc7909691502a704.bindTooltip(\n                `&lt;div&gt;\n                     Alabama - Female - Avg Percentage: 47.24%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4a3669a7ba7a36a7229510d8631140c0 = L.circleMarker(\n                [45.05422889, -68.78503134],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.719333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_efbd80f5d9b5ebe96571c08353ca7f8f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_dcb2ca87372ff4f331821e4b22f094d3 = $(`&lt;div id=\"html_dcb2ca87372ff4f331821e4b22f094d3\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maine&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 47.19%&lt;\/div&gt;`)[0];\n                popup_efbd80f5d9b5ebe96571c08353ca7f8f.setContent(html_dcb2ca87372ff4f331821e4b22f094d3);\n            \n        \n\n        circle_marker_4a3669a7ba7a36a7229510d8631140c0.bindPopup(popup_efbd80f5d9b5ebe96571c08353ca7f8f)\n        ;\n\n        \n    \n    \n            circle_marker_4a3669a7ba7a36a7229510d8631140c0.bindTooltip(\n                `&lt;div&gt;\n                     Maine - Male - Avg Percentage: 47.19%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_fd670622245249be26c4487802d04eb9 = L.circleMarker(\n                [40.68501028, -89.19771018],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.712, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_5685358a55ff1964d05c18ce6dc3d507 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8b56102fbe3798fa67b57045a3551a33 = $(`&lt;div id=\"html_8b56102fbe3798fa67b57045a3551a33\" style=\"width: 100.0%; height: 100.0%;\"&gt;Illinois&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 47.12%&lt;\/div&gt;`)[0];\n                popup_5685358a55ff1964d05c18ce6dc3d507.setContent(html_8b56102fbe3798fa67b57045a3551a33);\n            \n        \n\n        circle_marker_fd670622245249be26c4487802d04eb9.bindPopup(popup_5685358a55ff1964d05c18ce6dc3d507)\n        ;\n\n        \n    \n    \n            circle_marker_fd670622245249be26c4487802d04eb9.bindTooltip(\n                `&lt;div&gt;\n                     Illinois - Female - Avg Percentage: 47.12%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2599edb6a0c7ea839fa963331d2f68c1 = L.circleMarker(\n                [32.027240410000005, -99.62677021],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.698333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_14f42074976053b4ba86abfd95949bc6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4fc83b44eba4b80ed56d0b3c91dba129 = $(`&lt;div id=\"html_4fc83b44eba4b80ed56d0b3c91dba129\" style=\"width: 100.0%; height: 100.0%;\"&gt;Texas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.98%&lt;\/div&gt;`)[0];\n                popup_14f42074976053b4ba86abfd95949bc6.setContent(html_4fc83b44eba4b80ed56d0b3c91dba129);\n            \n        \n\n        circle_marker_2599edb6a0c7ea839fa963331d2f68c1.bindPopup(popup_14f42074976053b4ba86abfd95949bc6)\n        ;\n\n        \n    \n    \n            circle_marker_2599edb6a0c7ea839fa963331d2f68c1.bindTooltip(\n                `&lt;div&gt;\n                     Texas - Female - Avg Percentage: 46.98%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_04f22c0b0288e8eea95a31574bf16961 = L.circleMarker(\n                [65.04507996000001, -147.922059],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.662857142857144, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_28e63bdbde1cde3b285b46f9121ba24f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ee1568b9a44db666d6cc8bfeced82890 = $(`&lt;div id=\"html_ee1568b9a44db666d6cc8bfeced82890\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.63%&lt;\/div&gt;`)[0];\n                popup_28e63bdbde1cde3b285b46f9121ba24f.setContent(html_ee1568b9a44db666d6cc8bfeced82890);\n            \n        \n\n        circle_marker_04f22c0b0288e8eea95a31574bf16961.bindPopup(popup_28e63bdbde1cde3b285b46f9121ba24f)\n        ;\n\n        \n    \n    \n            circle_marker_04f22c0b0288e8eea95a31574bf16961.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Female - Avg Percentage: 46.63%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c56083b7b3ae6e83530f3a20802d6c4b = L.circleMarker(\n                [46.55564874, -94.9942005],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.661111111111111, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_a3c8e69d29805826b5450cc6a6a0d5d9 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9e2bb36ec1a84f7f43e9a3759df1e913 = $(`&lt;div id=\"html_9e2bb36ec1a84f7f43e9a3759df1e913\" style=\"width: 100.0%; height: 100.0%;\"&gt;Minnesota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.61%&lt;\/div&gt;`)[0];\n                popup_a3c8e69d29805826b5450cc6a6a0d5d9.setContent(html_9e2bb36ec1a84f7f43e9a3759df1e913);\n            \n        \n\n        circle_marker_c56083b7b3ae6e83530f3a20802d6c4b.bindPopup(popup_a3c8e69d29805826b5450cc6a6a0d5d9)\n        ;\n\n        \n    \n    \n            circle_marker_c56083b7b3ae6e83530f3a20802d6c4b.bindTooltip(\n                `&lt;div&gt;\n                     Minnesota - Female - Avg Percentage: 46.61%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d4cfb2634d7e8947953685270b609679 = L.circleMarker(\n                [39.69324039, -117.2718406],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.656363636363637, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_1db99a1a7dcbdbf5b82998bc214a66ae = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9341ee4594dec4e5309ff52406e9bb2d = $(`&lt;div id=\"html_9341ee4594dec4e5309ff52406e9bb2d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nevada&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.56%&lt;\/div&gt;`)[0];\n                popup_1db99a1a7dcbdbf5b82998bc214a66ae.setContent(html_9341ee4594dec4e5309ff52406e9bb2d);\n            \n        \n\n        circle_marker_d4cfb2634d7e8947953685270b609679.bindPopup(popup_1db99a1a7dcbdbf5b82998bc214a66ae)\n        ;\n\n        \n    \n    \n            circle_marker_d4cfb2634d7e8947953685270b609679.bindTooltip(\n                `&lt;div&gt;\n                     Nevada - Female - Avg Percentage: 46.56%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7e10f9ce114f4d9cf7cd45b2bb792c99 = L.circleMarker(\n                [44.593191170000004, -90.01637074],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.629333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_16e7d6965a783b07cf29b19225dc4d6c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_fe15ba1b60326e0c080bec07d3119fd0 = $(`&lt;div id=\"html_fe15ba1b60326e0c080bec07d3119fd0\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wisconsin&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.29%&lt;\/div&gt;`)[0];\n                popup_16e7d6965a783b07cf29b19225dc4d6c.setContent(html_fe15ba1b60326e0c080bec07d3119fd0);\n            \n        \n\n        circle_marker_7e10f9ce114f4d9cf7cd45b2bb792c99.bindPopup(popup_16e7d6965a783b07cf29b19225dc4d6c)\n        ;\n\n        \n    \n    \n            circle_marker_7e10f9ce114f4d9cf7cd45b2bb792c99.bindTooltip(\n                `&lt;div&gt;\n                     Wisconsin - Female - Avg Percentage: 46.29%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9c3cf6f213f93174e1aea1f80f7a50d9 = L.circleMarker(\n                [39.293240389999994, -116.8718406],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.613333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_39889fbe67fe21b6adcbe5fda2823eab = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ffd7ac7fec5473afa58f3f23d32e1d73 = $(`&lt;div id=\"html_ffd7ac7fec5473afa58f3f23d32e1d73\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nevada&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 46.13%&lt;\/div&gt;`)[0];\n                popup_39889fbe67fe21b6adcbe5fda2823eab.setContent(html_ffd7ac7fec5473afa58f3f23d32e1d73);\n            \n        \n\n        circle_marker_9c3cf6f213f93174e1aea1f80f7a50d9.bindPopup(popup_39889fbe67fe21b6adcbe5fda2823eab)\n        ;\n\n        \n    \n    \n            circle_marker_9c3cf6f213f93174e1aea1f80f7a50d9.bindTooltip(\n                `&lt;div&gt;\n                     Nevada - Male - Avg Percentage: 46.13%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_60b613081ab1cabc0b8a3542e8cdd417 = L.circleMarker(\n                [37.83864012, -121.1999995],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.6033333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_84461043cafedaf02fb9d9262ce31a71 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_55dcc90eac9b4625f7ba9aded41cebae = $(`&lt;div id=\"html_55dcc90eac9b4625f7ba9aded41cebae\" style=\"width: 100.0%; height: 100.0%;\"&gt;California&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 46.03%&lt;\/div&gt;`)[0];\n                popup_84461043cafedaf02fb9d9262ce31a71.setContent(html_55dcc90eac9b4625f7ba9aded41cebae);\n            \n        \n\n        circle_marker_60b613081ab1cabc0b8a3542e8cdd417.bindPopup(popup_84461043cafedaf02fb9d9262ce31a71)\n        ;\n\n        \n    \n    \n            circle_marker_60b613081ab1cabc0b8a3542e8cdd417.bindTooltip(\n                `&lt;div&gt;\n                     California - Female - Avg Percentage: 46.03%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_15a9f7e2ef8ff678b196547023795df6 = L.circleMarker(\n                [39.49058096, -76.80926011],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.577142857142858, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_f8cf6212a714eb2d79d9b2796db28664 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6edbd97567ed5599ccb914a87e47710d = $(`&lt;div id=\"html_6edbd97567ed5599ccb914a87e47710d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maryland&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 45.77%&lt;\/div&gt;`)[0];\n                popup_f8cf6212a714eb2d79d9b2796db28664.setContent(html_6edbd97567ed5599ccb914a87e47710d);\n            \n        \n\n        circle_marker_15a9f7e2ef8ff678b196547023795df6.bindPopup(popup_f8cf6212a714eb2d79d9b2796db28664)\n        ;\n\n        \n    \n    \n            circle_marker_15a9f7e2ef8ff678b196547023795df6.bindTooltip(\n                `&lt;div&gt;\n                     Maryland - Female - Avg Percentage: 45.77%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_14023743d26f5a5b377011bf85dfac8b = L.circleMarker(\n                [38.643840759999996, -105.93361089999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.536666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_6f14f295a132b17e3df6746e930d5cb3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e697cb82ad7d89e7423f268b625178de = $(`&lt;div id=\"html_e697cb82ad7d89e7423f268b625178de\" style=\"width: 100.0%; height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 45.37%&lt;\/div&gt;`)[0];\n                popup_6f14f295a132b17e3df6746e930d5cb3.setContent(html_e697cb82ad7d89e7423f268b625178de);\n            \n        \n\n        circle_marker_14023743d26f5a5b377011bf85dfac8b.bindPopup(popup_6f14f295a132b17e3df6746e930d5cb3)\n        ;\n\n        \n    \n    \n            circle_marker_14023743d26f5a5b377011bf85dfac8b.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Male - Avg Percentage: 45.37%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1e24b3fba830b2bd65343b382506d4bc = L.circleMarker(\n                [37.84597027, -84.97497105000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.504444444444445, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_e6f4ffe9a106a898b5c6585a01f06acb = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f517845dcfb760e4406e2c30661f6e09 = $(`&lt;div id=\"html_f517845dcfb760e4406e2c30661f6e09\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kentucky&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 45.04%&lt;\/div&gt;`)[0];\n                popup_e6f4ffe9a106a898b5c6585a01f06acb.setContent(html_f517845dcfb760e4406e2c30661f6e09);\n            \n        \n\n        circle_marker_1e24b3fba830b2bd65343b382506d4bc.bindPopup(popup_e6f4ffe9a106a898b5c6585a01f06acb)\n        ;\n\n        \n    \n    \n            circle_marker_1e24b3fba830b2bd65343b382506d4bc.bindTooltip(\n                `&lt;div&gt;\n                     Kentucky - Female - Avg Percentage: 45.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e434fff864e4920c1365d9347675c55f = L.circleMarker(\n                [38.43579078, -92.36630004999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.504444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_2d84539b1b20c082cdab0f5ebcefac9c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0230f26ee77835fe2861fdae12cb4865 = $(`&lt;div id=\"html_0230f26ee77835fe2861fdae12cb4865\" style=\"width: 100.0%; height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 45.04%&lt;\/div&gt;`)[0];\n                popup_2d84539b1b20c082cdab0f5ebcefac9c.setContent(html_0230f26ee77835fe2861fdae12cb4865);\n            \n        \n\n        circle_marker_e434fff864e4920c1365d9347675c55f.bindPopup(popup_2d84539b1b20c082cdab0f5ebcefac9c)\n        ;\n\n        \n    \n    \n            circle_marker_e434fff864e4920c1365d9347675c55f.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Male - Avg Percentage: 45.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2cd378efc7d477948843302e329e8e7c = L.circleMarker(\n                [35.06597028, -111.9638113],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.479166666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_176206e98a70ee3486d7aed3abced76e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7dcc788caa374fd3cea9cb9148c984e2 = $(`&lt;div id=\"html_7dcc788caa374fd3cea9cb9148c984e2\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arizona&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 44.79%&lt;\/div&gt;`)[0];\n                popup_176206e98a70ee3486d7aed3abced76e.setContent(html_7dcc788caa374fd3cea9cb9148c984e2);\n            \n        \n\n        circle_marker_2cd378efc7d477948843302e329e8e7c.bindPopup(popup_176206e98a70ee3486d7aed3abced76e)\n        ;\n\n        \n    \n    \n            circle_marker_2cd378efc7d477948843302e329e8e7c.bindTooltip(\n                `&lt;div&gt;\n                     Arizona - Female - Avg Percentage: 44.79%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f67c214e96b3eae6fa1ead484da6c12a = L.circleMarker(\n                [39.09058096, -76.40926010999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.475714285714286, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_81882fcef4fff0e1f2af282c38e2f00e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_72a326392ddd6bf8c3cfc1b57aa1c3d0 = $(`&lt;div id=\"html_72a326392ddd6bf8c3cfc1b57aa1c3d0\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maryland&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 44.76%&lt;\/div&gt;`)[0];\n                popup_81882fcef4fff0e1f2af282c38e2f00e.setContent(html_72a326392ddd6bf8c3cfc1b57aa1c3d0);\n            \n        \n\n        circle_marker_f67c214e96b3eae6fa1ead484da6c12a.bindPopup(popup_81882fcef4fff0e1f2af282c38e2f00e)\n        ;\n\n        \n    \n    \n            circle_marker_f67c214e96b3eae6fa1ead484da6c12a.bindTooltip(\n                `&lt;div&gt;\n                     Maryland - Male - Avg Percentage: 44.76%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_dd9d6b2f467d9c186c25531fff60cf6c = L.circleMarker(\n                [28.73204038, -81.72896054],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.473636363636364, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_e1b8c755c9e8eaf35a8c54b6fda04cab = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7b602bdae34ad6d43de8c880e449ba28 = $(`&lt;div id=\"html_7b602bdae34ad6d43de8c880e449ba28\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 44.74%&lt;\/div&gt;`)[0];\n                popup_e1b8c755c9e8eaf35a8c54b6fda04cab.setContent(html_7b602bdae34ad6d43de8c880e449ba28);\n            \n        \n\n        circle_marker_dd9d6b2f467d9c186c25531fff60cf6c.bindPopup(popup_e1b8c755c9e8eaf35a8c54b6fda04cab)\n        ;\n\n        \n    \n    \n            circle_marker_dd9d6b2f467d9c186c25531fff60cf6c.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Male - Avg Percentage: 44.74%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_70497419d270bd5b646e1636618075a8 = L.circleMarker(\n                [43.42538124, -72.31764079],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.465454545454546, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_8417c54e33b0c124b8969e13a794804a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_681dc9acea4564735614169bae7da021 = $(`&lt;div id=\"html_681dc9acea4564735614169bae7da021\" style=\"width: 100.0%; height: 100.0%;\"&gt;Vermont&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 44.65%&lt;\/div&gt;`)[0];\n                popup_8417c54e33b0c124b8969e13a794804a.setContent(html_681dc9acea4564735614169bae7da021);\n            \n        \n\n        circle_marker_70497419d270bd5b646e1636618075a8.bindPopup(popup_8417c54e33b0c124b8969e13a794804a)\n        ;\n\n        \n    \n    \n            circle_marker_70497419d270bd5b646e1636618075a8.bindTooltip(\n                `&lt;div&gt;\n                     Vermont - Male - Avg Percentage: 44.65%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0b61037256e3b8004f3edc45e4e0848f = L.circleMarker(\n                [41.84104099, -99.56572062000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.4622222222222225, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_3642aa8703b233bf2f48b431e8568134 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_fe2bde3fa38d2c30426bc7141d0f12fc = $(`&lt;div id=\"html_fe2bde3fa38d2c30426bc7141d0f12fc\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nebraska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 44.62%&lt;\/div&gt;`)[0];\n                popup_3642aa8703b233bf2f48b431e8568134.setContent(html_fe2bde3fa38d2c30426bc7141d0f12fc);\n            \n        \n\n        circle_marker_0b61037256e3b8004f3edc45e4e0848f.bindPopup(popup_3642aa8703b233bf2f48b431e8568134)\n        ;\n\n        \n    \n    \n            circle_marker_0b61037256e3b8004f3edc45e4e0848f.bindTooltip(\n                `&lt;div&gt;\n                     Nebraska - Female - Avg Percentage: 44.62%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b2488be208d162174ee1060139256039 = L.circleMarker(\n                [41.50828019, -71.32247031],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.461666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_810c99f129eb8058d9fe0cf5b98bf74f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d6a31154ee6c20a4d21e18be867a8038 = $(`&lt;div id=\"html_d6a31154ee6c20a4d21e18be867a8038\" style=\"width: 100.0%; height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 44.62%&lt;\/div&gt;`)[0];\n                popup_810c99f129eb8058d9fe0cf5b98bf74f.setContent(html_d6a31154ee6c20a4d21e18be867a8038);\n            \n        \n\n        circle_marker_b2488be208d162174ee1060139256039.bindPopup(popup_810c99f129eb8058d9fe0cf5b98bf74f)\n        ;\n\n        \n    \n    \n            circle_marker_b2488be208d162174ee1060139256039.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Male - Avg Percentage: 44.62%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_dd502ec3619432700fc62db02a73ca20 = L.circleMarker(\n                [42.66940091, -94.01649056000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.459999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_e98c33348948e565f0e7c4370b0ac68d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_30b4559ea9c135e5a0e06aeab4d1cb4a = $(`&lt;div id=\"html_30b4559ea9c135e5a0e06aeab4d1cb4a\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;South Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 43.94%&lt;\/div&gt;`)[0];\n                popup_e22e863479998f1e86d5895b7eb1b5cc.setContent(html_7a4b29503d35c151cc862be7b91c317a);\n            \n        \n\n        circle_marker_2fdae74b90106a9d162cd1b3ccaef211.bindPopup(popup_e22e863479998f1e86d5895b7eb1b5cc)\n        ;\n\n        \n    \n    \n            circle_marker_2fdae74b90106a9d162cd1b3ccaef211.bindTooltip(\n                `&lt;div&gt;\n                     South Dakota - Female - Avg Percentage: 43.94%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6dacd656f482b2166cef5830d5d45d91 = L.circleMarker(\n                [47.32227863, -120.2700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.351111111111111, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_066ea2b213eb0ed1832c151337f4505f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0367e96163ea91b3f2f053553ffe300a = $(`&lt;div id=\"html_0367e96163ea91b3f2f053553ffe300a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Washington&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 43.51%&lt;\/div&gt;`)[0];\n                popup_066ea2b213eb0ed1832c151337f4505f.setContent(html_0367e96163ea91b3f2f053553ffe300a);\n            \n        \n\n        circle_marker_6dacd656f482b2166cef5830d5d45d91.bindPopup(popup_066ea2b213eb0ed1832c151337f4505f)\n        ;\n\n        \n    \n    \n            circle_marker_6dacd656f482b2166cef5830d5d45d91.bindTooltip(\n                `&lt;div&gt;\n                     Washington - Male - Avg Percentage: 43.51%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0c7ab449e6c95a42f0f7f2645ac67aa6 = L.circleMarker(\n                [42.076870469999996, -71.88269067],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.34, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_a71e25814282010ccfdad1c33b483572 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5002071ed2a1031ffb8c8258366be42d = $(`&lt;div id=\"html_5002071ed2a1031ffb8c8258366be42d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Massachusetts&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 43.40%&lt;\/div&gt;`)[0];\n                popup_a71e25814282010ccfdad1c33b483572.setContent(html_5002071ed2a1031ffb8c8258366be42d);\n            \n        \n\n        circle_marker_0c7ab449e6c95a42f0f7f2645ac67aa6.bindPopup(popup_a71e25814282010ccfdad1c33b483572)\n        ;\n\n        \n    \n    \n            circle_marker_0c7ab449e6c95a42f0f7f2645ac67aa6.bindTooltip(\n                `&lt;div&gt;\n                     Massachusetts - Male - Avg Percentage: 43.40%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_acf6d87bcef162c2352e3c6a6e5c1e70 = L.circleMarker(\n                [43.455950109999996, -71.30036092],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.332857142857143, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_319705829189e012bc0822bf871a3619 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3e644cb47cda799eff2460b403e0d434 = $(`&lt;div id=\"html_3e644cb47cda799eff2460b403e0d434\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 43.33%&lt;\/div&gt;`)[0];\n                popup_319705829189e012bc0822bf871a3619.setContent(html_3e644cb47cda799eff2460b403e0d434);\n            \n        \n\n        circle_marker_acf6d87bcef162c2352e3c6a6e5c1e70.bindPopup(popup_319705829189e012bc0822bf871a3619)\n        ;\n\n        \n    \n    \n            circle_marker_acf6d87bcef162c2352e3c6a6e5c1e70.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire - Male - Avg Percentage: 43.33%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_335bf4e3d7bf9a7f14d9bca4677257c4 = L.circleMarker(\n                [34.94865012, -92.47449074000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.318888888888889, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_4fb99f55f03b50e62470ec92e8666ab4 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e6eae0041d09c4fd61b9c7696e7633da = $(`&lt;div id=\"html_e6eae0041d09c4fd61b9c7696e7633da\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arkansas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 43.19%&lt;\/div&gt;`)[0];\n                popup_4fb99f55f03b50e62470ec92e8666ab4.setContent(html_e6eae0041d09c4fd61b9c7696e7633da);\n            \n        \n\n        circle_marker_335bf4e3d7bf9a7f14d9bca4677257c4.bindPopup(popup_4fb99f55f03b50e62470ec92e8666ab4)\n        ;\n\n        \n    \n    \n            circle_marker_335bf4e3d7bf9a7f14d9bca4677257c4.bindTooltip(\n                `&lt;div&gt;\n                     Arkansas - Female - Avg Percentage: 43.19%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ddc7d758f553f95a53ed842ebdf08e23 = L.circleMarker(\n                [44.19319117, -89.61637074],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.29857142857143, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_214cc666f8d058118c9c0e9804324347 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_cd579127aa68ad341a61b0585513469c = $(`&lt;div id=\"html_cd579127aa68ad341a61b0585513469c\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wisconsin&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 42.99%&lt;\/div&gt;`)[0];\n                popup_214cc666f8d058118c9c0e9804324347.setContent(html_cd579127aa68ad341a61b0585513469c);\n            \n        \n\n        circle_marker_ddc7d758f553f95a53ed842ebdf08e23.bindPopup(popup_214cc666f8d058118c9c0e9804324347)\n        ;\n\n        \n    \n    \n            circle_marker_ddc7d758f553f95a53ed842ebdf08e23.bindTooltip(\n                `&lt;div&gt;\n                     Wisconsin - Male - Avg Percentage: 42.99%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_28138e2db7052f61faf55c07d570ffa3 = L.circleMarker(\n                [33.03968109, -83.82758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.279333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_26157d7c4199819fa49e144c434265c1 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0ab59c7136ac532bb2955b96f050986b = $(`&lt;div id=\"html_0ab59c7136ac532bb2955b96f050986b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Georgia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 42.79%&lt;\/div&gt;`)[0];\n                popup_26157d7c4199819fa49e144c434265c1.setContent(html_0ab59c7136ac532bb2955b96f050986b);\n            \n        \n\n        circle_marker_28138e2db7052f61faf55c07d570ffa3.bindPopup(popup_26157d7c4199819fa49e144c434265c1)\n        ;\n\n        \n    \n    \n            circle_marker_28138e2db7052f61faf55c07d570ffa3.bindTooltip(\n                `&lt;div&gt;\n                     Georgia - Female - Avg Percentage: 42.79%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_366b58b0a3d8855d23c7d12ea57619be = L.circleMarker(\n                [35.480940579999995, -85.57449091],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.273333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_2ac6c8477c067ac2271c92479a8ccbf5 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_807c9373300c96851de75fd506062c54 = $(`&lt;div id=\"html_807c9373300c96851de75fd506062c54\" style=\"width: 100.0%; height: 100.0%;\"&gt;Tennessee&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 42.73%&lt;\/div&gt;`)[0];\n                popup_2ac6c8477c067ac2271c92479a8ccbf5.setContent(html_807c9373300c96851de75fd506062c54);\n            \n        \n\n        circle_marker_366b58b0a3d8855d23c7d12ea57619be.bindPopup(popup_2ac6c8477c067ac2271c92479a8ccbf5)\n        ;\n\n        \n    \n    \n            circle_marker_366b58b0a3d8855d23c7d12ea57619be.bindTooltip(\n                `&lt;div&gt;\n                     Tennessee - Male - Avg Percentage: 42.73%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_49dd305a779d0c7a7c2afd00e3ce6820 = L.circleMarker(\n                [37.34268067, -78.25789046],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.2575, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_50db09f4d9ebe895cabaa43ec239303c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ef58d429ea01b4b283acbbfd5b1114ce = $(`&lt;div id=\"html_ef58d429ea01b4b283acbbfd5b1114ce\" style=\"width: 100.0%; height: 100.0%;\"&gt;Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 42.58%&lt;\/div&gt;`)[0];\n                popup_50db09f4d9ebe895cabaa43ec239303c.setContent(html_ef58d429ea01b4b283acbbfd5b1114ce);\n            \n        \n\n        circle_marker_49dd305a779d0c7a7c2afd00e3ce6820.bindPopup(popup_50db09f4d9ebe895cabaa43ec239303c)\n        ;\n\n        \n    \n    \n            circle_marker_49dd305a779d0c7a7c2afd00e3ce6820.bindTooltip(\n                `&lt;div&gt;\n                     Virginia - Male - Avg Percentage: 42.58%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a4591f0aeca1e8c33570b8b7ed46d54a = L.circleMarker(\n                [44.36744942, -119.9550313],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.225, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_67f8aa8d830aa0e77084f81fe25e6482 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1ceb8a3864a1ea4c4c3d429666b86f5c = $(`&lt;div id=\"html_1ceb8a3864a1ea4c4c3d429666b86f5c\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 42.25%&lt;\/div&gt;`)[0];\n                popup_67f8aa8d830aa0e77084f81fe25e6482.setContent(html_1ceb8a3864a1ea4c4c3d429666b86f5c);\n            \n        \n\n        circle_marker_a4591f0aeca1e8c33570b8b7ed46d54a.bindPopup(popup_67f8aa8d830aa0e77084f81fe25e6482)\n        ;\n\n        \n    \n    \n            circle_marker_a4591f0aeca1e8c33570b8b7ed46d54a.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Male - Avg Percentage: 42.25%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_dbc1edc6ed7246f990dfa8f014738fe5 = L.circleMarker(\n                [34.320880949999996, -106.040581],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.2155555555555555, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_7111e46c7653c437bb40c0edb7948a8b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_20c816cf0eca1d759c2418b3ec7647b1 = $(`&lt;div id=\"html_20c816cf0eca1d759c2418b3ec7647b1\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Mexico&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 42.16%&lt;\/div&gt;`)[0];\n                popup_7111e46c7653c437bb40c0edb7948a8b.setContent(html_20c816cf0eca1d759c2418b3ec7647b1);\n            \n        \n\n        circle_marker_dbc1edc6ed7246f990dfa8f014738fe5.bindPopup(popup_7111e46c7653c437bb40c0edb7948a8b)\n        ;\n\n        \n    \n    \n            circle_marker_dbc1edc6ed7246f990dfa8f014738fe5.bindTooltip(\n                `&lt;div&gt;\n                     New Mexico - Male - Avg Percentage: 42.16%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8a1ee63430a32ccc659fb9e4ff506e45 = L.circleMarker(\n                [46.86652897, -109.2244206],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.213333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_918d032193aee299136ad8dd256443d6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_736add04d0da33f6172b9e93249b72ed = $(`&lt;div id=\"html_736add04d0da33f6172b9e93249b72ed\" style=\"width: 100.0%; height: 100.0%;\"&gt;Montana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 42.13%&lt;\/div&gt;`)[0];\n                popup_918d032193aee299136ad8dd256443d6.setContent(html_736add04d0da33f6172b9e93249b72ed);\n            \n        \n\n        circle_marker_8a1ee63430a32ccc659fb9e4ff506e45.bindPopup(popup_918d032193aee299136ad8dd256443d6)\n        ;\n\n        \n    \n    \n            circle_marker_8a1ee63430a32ccc659fb9e4ff506e45.bindTooltip(\n                `&lt;div&gt;\n                     Montana - Male - Avg Percentage: 42.13%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_548cc536c5191d30a47a78934a62cb1f = L.circleMarker(\n                [39.86021014, -82.20426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.189444444444445, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_d507df97db88d67a68cddce4cdbb08c3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e933b20bab1abdb2a9161943e3d92441 = $(`&lt;div id=\"html_e933b20bab1abdb2a9161943e3d92441\" style=\"width: 100.0%; height: 100.0%;\"&gt;Ohio&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.89%&lt;\/div&gt;`)[0];\n                popup_d507df97db88d67a68cddce4cdbb08c3.setContent(html_e933b20bab1abdb2a9161943e3d92441);\n            \n        \n\n        circle_marker_548cc536c5191d30a47a78934a62cb1f.bindPopup(popup_d507df97db88d67a68cddce4cdbb08c3)\n        ;\n\n        \n    \n    \n            circle_marker_548cc536c5191d30a47a78934a62cb1f.bindTooltip(\n                `&lt;div&gt;\n                     Ohio - Male - Avg Percentage: 41.89%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4fe86a9a2fa9927136fe63bae8b7d760 = L.circleMarker(\n                [64.64507996, -147.522059],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.1850000000000005, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_592593cf85bdbfbfd806ab32c9abfe4d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5c75ed8270a1cf87d1a9af6ac17f3d06 = $(`&lt;div id=\"html_5c75ed8270a1cf87d1a9af6ac17f3d06\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.85%&lt;\/div&gt;`)[0];\n                popup_592593cf85bdbfbfd806ab32c9abfe4d.setContent(html_5c75ed8270a1cf87d1a9af6ac17f3d06);\n            \n        \n\n        circle_marker_4fe86a9a2fa9927136fe63bae8b7d760.bindPopup(popup_592593cf85bdbfbfd806ab32c9abfe4d)\n        ;\n\n        \n    \n    \n            circle_marker_4fe86a9a2fa9927136fe63bae8b7d760.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Male - Avg Percentage: 41.85%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_23658a7cd3009167dc8483f04965b140 = L.circleMarker(\n                [35.27203136, -97.32107021],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.1833333333333345, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_dfca642c6ed7d809c4728a7a67ecd4f1 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8e2081739663faadfb8424740eb38b89 = $(`&lt;div id=\"html_8e2081739663faadfb8424740eb38b89\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oklahoma&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.83%&lt;\/div&gt;`)[0];\n                popup_dfca642c6ed7d809c4728a7a67ecd4f1.setContent(html_8e2081739663faadfb8424740eb38b89);\n            \n        \n\n        circle_marker_23658a7cd3009167dc8483f04965b140.bindPopup(popup_dfca642c6ed7d809c4728a7a67ecd4f1)\n        ;\n\n        \n    \n    \n            circle_marker_23658a7cd3009167dc8483f04965b140.bindTooltip(\n                `&lt;div&gt;\n                     Oklahoma - Male - Avg Percentage: 41.83%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1b794b56a5a0649e32ccfc7601abbc12 = L.circleMarker(\n                [32.64057112, -86.43186075999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.174444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_b273ba49c3dd8b4f2c62de6b666c7939 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f3557f26e4dcdf9e22b4a302f31e7f4f = $(`&lt;div id=\"html_f3557f26e4dcdf9e22b4a302f31e7f4f\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alabama&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.74%&lt;\/div&gt;`)[0];\n                popup_b273ba49c3dd8b4f2c62de6b666c7939.setContent(html_f3557f26e4dcdf9e22b4a302f31e7f4f);\n            \n        \n\n        circle_marker_1b794b56a5a0649e32ccfc7601abbc12.bindPopup(popup_b273ba49c3dd8b4f2c62de6b666c7939)\n        ;\n\n        \n    \n    \n            circle_marker_1b794b56a5a0649e32ccfc7601abbc12.bindTooltip(\n                `&lt;div&gt;\n                     Alabama - Male - Avg Percentage: 41.74%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b94c36b98f83a70848986b6429bdd764 = L.circleMarker(\n                [38.707192, -76.836871],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.163333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_46da7dfd3f51d9e22ea77dba68e6689e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9296c4c9a4892c01e905a57d5db47e3e = $(`&lt;div id=\"html_9296c4c9a4892c01e905a57d5db47e3e\" style=\"width: 100.0%; height: 100.0%;\"&gt;District of Columbia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.63%&lt;\/div&gt;`)[0];\n                popup_46da7dfd3f51d9e22ea77dba68e6689e.setContent(html_9296c4c9a4892c01e905a57d5db47e3e);\n            \n        \n\n        circle_marker_b94c36b98f83a70848986b6429bdd764.bindPopup(popup_46da7dfd3f51d9e22ea77dba68e6689e)\n        ;\n\n        \n    \n    \n            circle_marker_b94c36b98f83a70848986b6429bdd764.bindTooltip(\n                `&lt;div&gt;\n                     District of Columbia - Male - Avg Percentage: 41.63%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_33acdd5f611b9602ec7e9853d3383615 = L.circleMarker(\n                [38.4655102, -80.51264013],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.12, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_4ddc6a0e0597904edb3f2532d42f2622 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2f1e9751b7a9cb7f6b35fe2034c363d2 = $(`&lt;div id=\"html_2f1e9751b7a9cb7f6b35fe2034c363d2\" style=\"width: 100.0%; height: 100.0%;\"&gt;West Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 41.20%&lt;\/div&gt;`)[0];\n                popup_4ddc6a0e0597904edb3f2532d42f2622.setContent(html_2f1e9751b7a9cb7f6b35fe2034c363d2);\n            \n        \n\n        circle_marker_33acdd5f611b9602ec7e9853d3383615.bindPopup(popup_4ddc6a0e0597904edb3f2532d42f2622)\n        ;\n\n        \n    \n    \n            circle_marker_33acdd5f611b9602ec7e9853d3383615.bindTooltip(\n                `&lt;div&gt;\n                     West Virginia - Male - Avg Percentage: 41.20%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7de39ef464aa5d89f6f6aeb8e0f5cd91 = L.circleMarker(\n                [32.639681089999996, -83.42758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.114, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_b98c21fdba3293f0290dcd7798ac90d8 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_50dab13755ef566172ffcc67218fa909 = $(`&lt;div id=\"html_50dab13755ef566172ffcc67218fa909\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 40.90%&lt;\/div&gt;`)[0];\n                popup_232bad281cffe488832bd001799d96bc.setContent(html_c0cb24aa5f82600df3bf32365a0af489);\n            \n        \n\n        circle_marker_09facb9129f7240f34bfea1b952f007b.bindPopup(popup_232bad281cffe488832bd001799d96bc)\n        ;\n\n        \n    \n    \n            circle_marker_09facb9129f7240f34bfea1b952f007b.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Male - Avg Percentage: 40.90%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d3615fd68ed61bf9204d30543316a4be = L.circleMarker(\n                [47.67531978, -100.318421],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.08, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_c67919ace243ca670235100609d54628 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5f76af10a606aae2fd543773355fe3e0 = $(`&lt;div id=\"html_5f76af10a606aae2fd543773355fe3e0\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 40.80%&lt;\/div&gt;`)[0];\n                popup_c67919ace243ca670235100609d54628.setContent(html_5f76af10a606aae2fd543773355fe3e0);\n            \n        \n\n        circle_marker_d3615fd68ed61bf9204d30543316a4be.bindPopup(popup_c67919ace243ca670235100609d54628)\n        ;\n\n        \n    \n    \n            circle_marker_d3615fd68ed61bf9204d30543316a4be.bindTooltip(\n                `&lt;div&gt;\n                     North Dakota - Female - Avg Percentage: 40.80%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9653aa848cc9f0a53eb4652e356b20a5 = L.circleMarker(\n                [41.36266102, -72.44984095],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 4.069166666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_6a6c3135465fe8375d86ecb0ccbc5c36 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f19cd774c89728ce977caaef4799e717 = $(`&lt;div id=\"html_f19cd774c89728ce977caaef4799e717\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 39.83%&lt;\/div&gt;`)[0];\n                popup_f1b37500318bb73e0f5c250870463967.setContent(html_f2f1c8f7ab319d3d6a477b0e86c0836c);\n            \n        \n\n        circle_marker_465b34da666d89906fae05b0c832b46d.bindPopup(popup_f1b37500318bb73e0f5c250870463967)\n        ;\n\n        \n    \n    \n            circle_marker_465b34da666d89906fae05b0c832b46d.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Male - Avg Percentage: 39.83%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a0c07412355fb287b685c09ad12107c8 = L.circleMarker(\n                [42.627001029999995, -75.34397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.9804761904761903, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_e8ecbaf654d1d45b12aa4764df31f970 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3ed686f6613697bcc83e255ae8658c97 = $(`&lt;div id=\"html_3ed686f6613697bcc83e255ae8658c97\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Delaware&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 39.27%&lt;\/div&gt;`)[0];\n                popup_b18b80f903cdd911c5c209621290ccf0.setContent(html_16312803b06a6bcfbfb27e85f8e386fe);\n            \n        \n\n        circle_marker_a33c57d56e93693060fa3c653721f62c.bindPopup(popup_b18b80f903cdd911c5c209621290ccf0)\n        ;\n\n        \n    \n    \n            circle_marker_a33c57d56e93693060fa3c653721f62c.bindTooltip(\n                `&lt;div&gt;\n                     Delaware - Male - Avg Percentage: 39.27%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2af46f6987a48ad20fdf7aed50beb778 = L.circleMarker(\n                [33.7988213, -80.84537121],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.8608333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_66b3a5ab2407e7e16d5159e879ddb3c0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_77291bf476e179eaf809b4a381c1872a = $(`&lt;div id=\"html_77291bf476e179eaf809b4a381c1872a\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Carolina&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 38.61%&lt;\/div&gt;`)[0];\n                popup_66b3a5ab2407e7e16d5159e879ddb3c0.setContent(html_77291bf476e179eaf809b4a381c1872a);\n            \n        \n\n        circle_marker_2af46f6987a48ad20fdf7aed50beb778.bindPopup(popup_66b3a5ab2407e7e16d5159e879ddb3c0)\n        ;\n\n        \n    \n    \n            circle_marker_2af46f6987a48ad20fdf7aed50beb778.bindTooltip(\n                `&lt;div&gt;\n                     South Carolina - Male - Avg Percentage: 38.61%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3247c4fa8b4daf2abeaae3688cf7ef15 = L.circleMarker(\n                [40.285010279999995, -88.79771018],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.8600000000000003, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_1ca7c0c82fe0ebb2cd657b76c85e5fdc = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_948169bdf3784fe466bd9460cb790f9e = $(`&lt;div id=\"html_948169bdf3784fe466bd9460cb790f9e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Illinois&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 38.60%&lt;\/div&gt;`)[0];\n                popup_1ca7c0c82fe0ebb2cd657b76c85e5fdc.setContent(html_948169bdf3784fe466bd9460cb790f9e);\n            \n        \n\n        circle_marker_3247c4fa8b4daf2abeaae3688cf7ef15.bindPopup(popup_1ca7c0c82fe0ebb2cd657b76c85e5fdc)\n        ;\n\n        \n    \n    \n            circle_marker_3247c4fa8b4daf2abeaae3688cf7ef15.bindTooltip(\n                `&lt;div&gt;\n                     Illinois - Male - Avg Percentage: 38.60%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f68eba957eabf561e66c3e0170afbb25 = L.circleMarker(\n                [43.482630009999994, -114.16373],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.7974999999999994, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_8f7fe763370c632c2db572336a5a58ab = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4bab63e2f12c958ae5dc1af173b693e2 = $(`&lt;div id=\"html_4bab63e2f12c958ae5dc1af173b693e2\" style=\"width: 100.0%; height: 100.0%;\"&gt;Idaho&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 37.97%&lt;\/div&gt;`)[0];\n                popup_8f7fe763370c632c2db572336a5a58ab.setContent(html_4bab63e2f12c958ae5dc1af173b693e2);\n            \n        \n\n        circle_marker_f68eba957eabf561e66c3e0170afbb25.bindPopup(popup_8f7fe763370c632c2db572336a5a58ab)\n        ;\n\n        \n    \n    \n            circle_marker_f68eba957eabf561e66c3e0170afbb25.bindTooltip(\n                `&lt;div&gt;\n                     Idaho - Male - Avg Percentage: 37.97%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_32d76fa74c45a95f44d756181d67b8f3 = L.circleMarker(\n                [38.147740299999995, -98.00078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.7788888888888885, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_48d253d92522b9aac46a3edf69c43381 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d8a4833a4dc19aa7362b16d413a2d307 = $(`&lt;div id=\"html_d8a4833a4dc19aa7362b16d413a2d307\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Minnesota&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 37.69%&lt;\/div&gt;`)[0];\n                popup_b16a305e4b23fc868c88e10f34f1c93f.setContent(html_b9edbeb04cdbb202b26f3c7324492778);\n            \n        \n\n        circle_marker_e33fb4ad9a4178a0332da2acffc1ce57.bindPopup(popup_b16a305e4b23fc868c88e10f34f1c93f)\n        ;\n\n        \n    \n    \n            circle_marker_e33fb4ad9a4178a0332da2acffc1ce57.bindTooltip(\n                `&lt;div&gt;\n                     Minnesota - Male - Avg Percentage: 37.69%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4560dd359497aeddc7f1cb6d9e9a5fcb = L.circleMarker(\n                [39.16070017, -111.38713059999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.7426315789473685, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_9b442d9090c7b6e39051cb7419070e95 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_69eca08717efb7f95d1af42020775504 = $(`&lt;div id=\"html_69eca08717efb7f95d1af42020775504\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Louisiana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 37.24%&lt;\/div&gt;`)[0];\n                popup_3bd17b4e6e5cfe3afaf9d2cab9714a7f.setContent(html_eef575b6beeed940aa1ddea24d3a0c42);\n            \n        \n\n        circle_marker_eebc3b152b3e9f7957493d2d903fec65.bindPopup(popup_3bd17b4e6e5cfe3afaf9d2cab9714a7f)\n        ;\n\n        \n    \n    \n            circle_marker_eebc3b152b3e9f7957493d2d903fec65.bindTooltip(\n                `&lt;div&gt;\n                     Louisiana - Male - Avg Percentage: 37.24%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d7348f851d1c4badca9386a703ea9d78 = L.circleMarker(\n                [39.566910449999995, -85.94996019],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 3.687499999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_9fb20af681ee5df0c581e58d62d167c8);\n        \n    \n        var popup_79e9483f248073c68a93333128a67295 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_87c60c1f66cc75ab38abdd38fef5e330 = $(`&lt;div id=\"html_87c60c1f66cc75ab38abdd38fef5e330\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Arkansas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 15.44%&lt;\/div&gt;`)[0];\n                popup_9cb7ab452a4d65a26c8dd1794af63923.setContent(html_fa434b816d61dee9aa5401032edcaa79);\n            \n        \n\n        circle_marker_4e985500d7cfefe4efaa13e00ae44683.bindPopup(popup_9cb7ab452a4d65a26c8dd1794af63923)\n        ;\n\n        \n    \n    \n            circle_marker_4e985500d7cfefe4efaa13e00ae44683.bindTooltip(\n                `&lt;div&gt;\n                     Arkansas - Female - Avg Percentage: 15.44%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9e43156acadf31449d6509a3748b60d2 = L.circleMarker(\n                [35.88094058, -85.97449091],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.54375, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_7a7b397247fdd1f3e06474bc8114ad0b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7f33403619aee3493bb3bf82d0d1c2df = $(`&lt;div id=\"html_7f33403619aee3493bb3bf82d0d1c2df\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.29%&lt;\/div&gt;`)[0];\n                popup_017d456cc8a052cc6fc1b5c110e1d6e9.setContent(html_0c04d10fd8642ef81a70da0647f4b690);\n            \n        \n\n        circle_marker_77da755734e203acf8170cd8e0d4030f.bindPopup(popup_017d456cc8a052cc6fc1b5c110e1d6e9)\n        ;\n\n        \n    \n    \n            circle_marker_77da755734e203acf8170cd8e0d4030f.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Female - Avg Percentage: 13.29%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b269e702402051f88f02a3f678a48917 = L.circleMarker(\n                [44.861319540000004, -84.91439027],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.325416666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_d81bc4555e741daac768fba723547674 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4030b40781752f3850419205b6648a4b = $(`&lt;div id=\"html_4030b40781752f3850419205b6648a4b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.25%&lt;\/div&gt;`)[0];\n                popup_d81bc4555e741daac768fba723547674.setContent(html_4030b40781752f3850419205b6648a4b);\n            \n        \n\n        circle_marker_b269e702402051f88f02a3f678a48917.bindPopup(popup_d81bc4555e741daac768fba723547674)\n        ;\n\n        \n    \n    \n            circle_marker_b269e702402051f88f02a3f678a48917.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Female - Avg Percentage: 13.25%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0d5faa70315ed236a11cf2af7b7b8fe0 = L.circleMarker(\n                [34.72088095, -106.44058100000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3158333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_c55d5a8f8cec18d5d63920b2e26aa3e6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_811b2f5ba09d84b663f988cb625da9d7 = $(`&lt;div id=\"html_811b2f5ba09d84b663f988cb625da9d7\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Mexico&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.16%&lt;\/div&gt;`)[0];\n                popup_c55d5a8f8cec18d5d63920b2e26aa3e6.setContent(html_811b2f5ba09d84b663f988cb625da9d7);\n            \n        \n\n        circle_marker_0d5faa70315ed236a11cf2af7b7b8fe0.bindPopup(popup_c55d5a8f8cec18d5d63920b2e26aa3e6)\n        ;\n\n        \n    \n    \n            circle_marker_0d5faa70315ed236a11cf2af7b7b8fe0.bindTooltip(\n                `&lt;div&gt;\n                     New Mexico - Female - Avg Percentage: 13.16%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_35343197900d2d5f392a1467d9b3fc13 = L.circleMarker(\n                [38.83579078, -92.76630005],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.315, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_b9b19c9dac84a5f32df3890e032b3e89 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_48c845dfa267e22d3a2891b6b959bb63 = $(`&lt;div id=\"html_48c845dfa267e22d3a2891b6b959bb63\" style=\"width: 100.0%; height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.15%&lt;\/div&gt;`)[0];\n                popup_b9b19c9dac84a5f32df3890e032b3e89.setContent(html_48c845dfa267e22d3a2891b6b959bb63);\n            \n        \n\n        circle_marker_35343197900d2d5f392a1467d9b3fc13.bindPopup(popup_b9b19c9dac84a5f32df3890e032b3e89)\n        ;\n\n        \n    \n    \n            circle_marker_35343197900d2d5f392a1467d9b3fc13.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Female - Avg Percentage: 13.15%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ab7ebd91d895f583669149edb55555c5 = L.circleMarker(\n                [40.260210140000005, -82.60426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3141666666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_3a2cb40a9e555e1f04e01c79b21da8ed = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1bc1febfc3017ebfe7542969299508b5 = $(`&lt;div id=\"html_1bc1febfc3017ebfe7542969299508b5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Ohio&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.14%&lt;\/div&gt;`)[0];\n                popup_3a2cb40a9e555e1f04e01c79b21da8ed.setContent(html_1bc1febfc3017ebfe7542969299508b5);\n            \n        \n\n        circle_marker_ab7ebd91d895f583669149edb55555c5.bindPopup(popup_3a2cb40a9e555e1f04e01c79b21da8ed)\n        ;\n\n        \n    \n    \n            circle_marker_ab7ebd91d895f583669149edb55555c5.bindTooltip(\n                `&lt;div&gt;\n                     Ohio - Female - Avg Percentage: 13.14%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ff2adbd4c84c19e31dde2dab652db001 = L.circleMarker(\n                [29.13204038, -82.12896054000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3033333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_e5cf01c0cdb19d4030d2d07338e9a132 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6491793b752a5f2a1484fec954d34bf3 = $(`&lt;div id=\"html_6491793b752a5f2a1484fec954d34bf3\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.03%&lt;\/div&gt;`)[0];\n                popup_e5cf01c0cdb19d4030d2d07338e9a132.setContent(html_6491793b752a5f2a1484fec954d34bf3);\n            \n        \n\n        circle_marker_ff2adbd4c84c19e31dde2dab652db001.bindPopup(popup_e5cf01c0cdb19d4030d2d07338e9a132)\n        ;\n\n        \n    \n    \n            circle_marker_ff2adbd4c84c19e31dde2dab652db001.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Female - Avg Percentage: 13.03%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_73efbea8f1966ef26687a75438aaf6ad = L.circleMarker(\n                [35.06597028, -111.9638113],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2449999999999997, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_b10f1c7973fc03a65db094e3b5ed97e4 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1a5c9239384fb6ceaf9a6fc0a9bcefa6 = $(`&lt;div id=\"html_1a5c9239384fb6ceaf9a6fc0a9bcefa6\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arizona&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.45%&lt;\/div&gt;`)[0];\n                popup_b10f1c7973fc03a65db094e3b5ed97e4.setContent(html_1a5c9239384fb6ceaf9a6fc0a9bcefa6);\n            \n        \n\n        circle_marker_73efbea8f1966ef26687a75438aaf6ad.bindPopup(popup_b10f1c7973fc03a65db094e3b5ed97e4)\n        ;\n\n        \n    \n    \n            circle_marker_73efbea8f1966ef26687a75438aaf6ad.bindTooltip(\n                `&lt;div&gt;\n                     Arizona - Female - Avg Percentage: 12.45%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b745128cb5589296e502bf104ec02a30 = L.circleMarker(\n                [35.666220980000006, -79.35925046],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.241666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_86eb9245e66289ee269501de1cc44787 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9114c3b6600015a0b8f4cd384493c8f7 = $(`&lt;div id=\"html_9114c3b6600015a0b8f4cd384493c8f7\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Carolina&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.42%&lt;\/div&gt;`)[0];\n                popup_86eb9245e66289ee269501de1cc44787.setContent(html_9114c3b6600015a0b8f4cd384493c8f7);\n            \n        \n\n        circle_marker_b745128cb5589296e502bf104ec02a30.bindPopup(popup_86eb9245e66289ee269501de1cc44787)\n        ;\n\n        \n    \n    \n            circle_marker_b745128cb5589296e502bf104ec02a30.bindTooltip(\n                `&lt;div&gt;\n                     North Carolina - Female - Avg Percentage: 12.42%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_dc593aaefc3884ede3b086e6294be7c6 = L.circleMarker(\n                [32.027240410000005, -99.62677021],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2354166666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_1fa6464daf65c2f38792e2cfbe1d1906 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c79ebdf3bef150e87655ac7ef19d64b1 = $(`&lt;div id=\"html_c79ebdf3bef150e87655ac7ef19d64b1\" style=\"width: 100.0%; height: 100.0%;\"&gt;Texas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.35%&lt;\/div&gt;`)[0];\n                popup_1fa6464daf65c2f38792e2cfbe1d1906.setContent(html_c79ebdf3bef150e87655ac7ef19d64b1);\n            \n        \n\n        circle_marker_dc593aaefc3884ede3b086e6294be7c6.bindPopup(popup_1fa6464daf65c2f38792e2cfbe1d1906)\n        ;\n\n        \n    \n    \n            circle_marker_dc593aaefc3884ede3b086e6294be7c6.bindTooltip(\n                `&lt;div&gt;\n                     Texas - Female - Avg Percentage: 12.35%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_01931596638d592f12654896c1eb787b = L.circleMarker(\n                [33.03968109, -83.82758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2279166666666668, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_f35724e8a19d957929dd5bdedb6ef225 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_400c3111d2e7bd1a97402fd0db7e4a93 = $(`&lt;div id=\"html_400c3111d2e7bd1a97402fd0db7e4a93\" style=\"width: 100.0%; height: 100.0%;\"&gt;Georgia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.28%&lt;\/div&gt;`)[0];\n                popup_f35724e8a19d957929dd5bdedb6ef225.setContent(html_400c3111d2e7bd1a97402fd0db7e4a93);\n            \n        \n\n        circle_marker_01931596638d592f12654896c1eb787b.bindPopup(popup_f35724e8a19d957929dd5bdedb6ef225)\n        ;\n\n        \n    \n    \n            circle_marker_01931596638d592f12654896c1eb787b.bindTooltip(\n                `&lt;div&gt;\n                     Georgia - Female - Avg Percentage: 12.28%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f857cd99e5f591064691c7650297cca0 = L.circleMarker(\n                [38.4655102, -80.51264013],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2204166666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_2bbea28cfd02dc83dfda8a8c308d2108 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_fba6854dfb370b8c3354315f0a3cfe5d = $(`&lt;div id=\"html_fba6854dfb370b8c3354315f0a3cfe5d\" style=\"width: 100.0%; height: 100.0%;\"&gt;West Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 12.20%&lt;\/div&gt;`)[0];\n                popup_2bbea28cfd02dc83dfda8a8c308d2108.setContent(html_fba6854dfb370b8c3354315f0a3cfe5d);\n            \n        \n\n        circle_marker_f857cd99e5f591064691c7650297cca0.bindPopup(popup_2bbea28cfd02dc83dfda8a8c308d2108)\n        ;\n\n        \n    \n    \n            circle_marker_f857cd99e5f591064691c7650297cca0.bindTooltip(\n                `&lt;div&gt;\n                     West Virginia - Male - Avg Percentage: 12.20%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_639db3ec219d68f71beb83706425255b = L.circleMarker(\n                [40.993730150000005, -78.06070029],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.204166666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_f737d86a88b9404272679fcfeadc43d7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_73598b32a1af3582dd2273297e49ba92 = $(`&lt;div id=\"html_73598b32a1af3582dd2273297e49ba92\" style=\"width: 100.0%; height: 100.0%;\"&gt;Pennsylvania&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.04%&lt;\/div&gt;`)[0];\n                popup_f737d86a88b9404272679fcfeadc43d7.setContent(html_73598b32a1af3582dd2273297e49ba92);\n            \n        \n\n        circle_marker_639db3ec219d68f71beb83706425255b.bindPopup(popup_f737d86a88b9404272679fcfeadc43d7)\n        ;\n\n        \n    \n    \n            circle_marker_639db3ec219d68f71beb83706425255b.bindTooltip(\n                `&lt;div&gt;\n                     Pennsylvania - Female - Avg Percentage: 12.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_12d12c66ad64f10dea8da502406f6768 = L.circleMarker(\n                [40.330570050000006, -74.47369129],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.198095238095238, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_251183eb98064cd4540187ddef22fe49 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5d9c0451f57aee1e8c65e581079a3197 = $(`&lt;div id=\"html_5d9c0451f57aee1e8c65e581079a3197\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.98%&lt;\/div&gt;`)[0];\n                popup_251183eb98064cd4540187ddef22fe49.setContent(html_5d9c0451f57aee1e8c65e581079a3197);\n            \n        \n\n        circle_marker_12d12c66ad64f10dea8da502406f6768.bindPopup(popup_251183eb98064cd4540187ddef22fe49)\n        ;\n\n        \n    \n    \n            circle_marker_12d12c66ad64f10dea8da502406f6768.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Female - Avg Percentage: 11.98%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_20e452f579dbce8c792d98a72de0d48b = L.circleMarker(\n                [39.208830670000005, -75.77774117],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1954166666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_57ff8caab800731aff1f6a22f9276f9e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_616902f02d4b9f477cc1771dbae89e57 = $(`&lt;div id=\"html_616902f02d4b9f477cc1771dbae89e57\" style=\"width: 100.0%; height: 100.0%;\"&gt;Delaware&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.95%&lt;\/div&gt;`)[0];\n                popup_57ff8caab800731aff1f6a22f9276f9e.setContent(html_616902f02d4b9f477cc1771dbae89e57);\n            \n        \n\n        circle_marker_20e452f579dbce8c792d98a72de0d48b.bindPopup(popup_57ff8caab800731aff1f6a22f9276f9e)\n        ;\n\n        \n    \n    \n            circle_marker_20e452f579dbce8c792d98a72de0d48b.bindTooltip(\n                `&lt;div&gt;\n                     Delaware - Female - Avg Percentage: 11.95%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_bd387c8561753aa62fb68f5713cc0df0 = L.circleMarker(\n                [18.020833, -66.390149],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.192173913043478, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_ec23211c9b803f69e4dc866d3e3149b3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_41200fd33eb05dd4ab8f4ad9ade29397 = $(`&lt;div id=\"html_41200fd33eb05dd4ab8f4ad9ade29397\" style=\"width: 100.0%; height: 100.0%;\"&gt;Puerto Rico&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.92%&lt;\/div&gt;`)[0];\n                popup_ec23211c9b803f69e4dc866d3e3149b3.setContent(html_41200fd33eb05dd4ab8f4ad9ade29397);\n            \n        \n\n        circle_marker_bd387c8561753aa62fb68f5713cc0df0.bindPopup(popup_ec23211c9b803f69e4dc866d3e3149b3)\n        ;\n\n        \n    \n    \n            circle_marker_bd387c8561753aa62fb68f5713cc0df0.bindTooltip(\n                `&lt;div&gt;\n                     Puerto Rico - Male - Avg Percentage: 11.92%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_39dbabb23cc7fde2176310192ad2b8de = L.circleMarker(\n                [41.908280190000006, -71.72247031],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.17875, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_be329309b0f98b7a13cbed1a38dcc9c4 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a35ec61768e92d3c99fbeacac94150d5 = $(`&lt;div id=\"html_a35ec61768e92d3c99fbeacac94150d5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.79%&lt;\/div&gt;`)[0];\n                popup_be329309b0f98b7a13cbed1a38dcc9c4.setContent(html_a35ec61768e92d3c99fbeacac94150d5);\n            \n        \n\n        circle_marker_39dbabb23cc7fde2176310192ad2b8de.bindPopup(popup_be329309b0f98b7a13cbed1a38dcc9c4)\n        ;\n\n        \n    \n    \n            circle_marker_39dbabb23cc7fde2176310192ad2b8de.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Female - Avg Percentage: 11.79%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_547638f5ddfd3db191de42930fff32cd = L.circleMarker(\n                [37.83864012, -121.1999995],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1779166666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_317e8f3b22b9ce1dbb120ac478ca27f7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2570d96ed0d4fd954465a833a9449f31 = $(`&lt;div id=\"html_2570d96ed0d4fd954465a833a9449f31\" style=\"width: 100.0%; height: 100.0%;\"&gt;California&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.78%&lt;\/div&gt;`)[0];\n                popup_317e8f3b22b9ce1dbb120ac478ca27f7.setContent(html_2570d96ed0d4fd954465a833a9449f31);\n            \n        \n\n        circle_marker_547638f5ddfd3db191de42930fff32cd.bindPopup(popup_317e8f3b22b9ce1dbb120ac478ca27f7)\n        ;\n\n        \n    \n    \n            circle_marker_547638f5ddfd3db191de42930fff32cd.bindTooltip(\n                `&lt;div&gt;\n                     California - Female - Avg Percentage: 11.78%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e3536c0405f71c1b2b12656996325588 = L.circleMarker(\n                [39.560700170000004, -111.7871306],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1766666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_a06a7ab0189f980712dc47e404f812a0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_790b6858f77fc369d2e125a90e6cafc2 = $(`&lt;div id=\"html_790b6858f77fc369d2e125a90e6cafc2\" style=\"width: 100.0%; height: 100.0%;\"&gt;Utah&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.77%&lt;\/div&gt;`)[0];\n                popup_a06a7ab0189f980712dc47e404f812a0.setContent(html_790b6858f77fc369d2e125a90e6cafc2);\n            \n        \n\n        circle_marker_e3536c0405f71c1b2b12656996325588.bindPopup(popup_a06a7ab0189f980712dc47e404f812a0)\n        ;\n\n        \n    \n    \n            circle_marker_e3536c0405f71c1b2b12656996325588.bindTooltip(\n                `&lt;div&gt;\n                     Utah - Female - Avg Percentage: 11.77%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6171e443a4a8d593b817a9bc3305f206 = L.circleMarker(\n                [47.722278630000005, -120.6700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.16875, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_7ef560d517bdd2234656d6a12b786f56 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_abe5d3b77b4e33a54cf65f600a6fd718 = $(`&lt;div id=\"html_abe5d3b77b4e33a54cf65f600a6fd718\" style=\"width: 100.0%; height: 100.0%;\"&gt;Washington&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.69%&lt;\/div&gt;`)[0];\n                popup_7ef560d517bdd2234656d6a12b786f56.setContent(html_abe5d3b77b4e33a54cf65f600a6fd718);\n            \n        \n\n        circle_marker_6171e443a4a8d593b817a9bc3305f206.bindPopup(popup_7ef560d517bdd2234656d6a12b786f56)\n        ;\n\n        \n    \n    \n            circle_marker_6171e443a4a8d593b817a9bc3305f206.bindTooltip(\n                `&lt;div&gt;\n                     Washington - Female - Avg Percentage: 11.69%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_27c3d63742b7a18de161e5cc908f147b = L.circleMarker(\n                [43.02700103, -75.74397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1645833333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_62f960d294865bb4f21ee7fb3327c3d0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_369ed9953b0a3f3953768115787bcf22 = $(`&lt;div id=\"html_369ed9953b0a3f3953768115787bcf22\" style=\"width: 100.0%; height: 100.0%;\"&gt;New York&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.65%&lt;\/div&gt;`)[0];\n                popup_62f960d294865bb4f21ee7fb3327c3d0.setContent(html_369ed9953b0a3f3953768115787bcf22);\n            \n        \n\n        circle_marker_27c3d63742b7a18de161e5cc908f147b.bindPopup(popup_62f960d294865bb4f21ee7fb3327c3d0)\n        ;\n\n        \n    \n    \n            circle_marker_27c3d63742b7a18de161e5cc908f147b.bindTooltip(\n                `&lt;div&gt;\n                     New York - Female - Avg Percentage: 11.65%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_99473e102b9cd5ac8b28b3947d76d3d0 = L.circleMarker(\n                [45.45422889, -69.18503134000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.15875, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_e896e20410beb9b032550d4c2d8f9b36 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9ab987e4745c4106a67b15f3415b6ad3 = $(`&lt;div id=\"html_9ab987e4745c4106a67b15f3415b6ad3\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maine&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.59%&lt;\/div&gt;`)[0];\n                popup_e896e20410beb9b032550d4c2d8f9b36.setContent(html_9ab987e4745c4106a67b15f3415b6ad3);\n            \n        \n\n        circle_marker_99473e102b9cd5ac8b28b3947d76d3d0.bindPopup(popup_e896e20410beb9b032550d4c2d8f9b36)\n        ;\n\n        \n    \n    \n            circle_marker_99473e102b9cd5ac8b28b3947d76d3d0.bindTooltip(\n                `&lt;div&gt;\n                     Maine - Female - Avg Percentage: 11.59%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a2dd0c09446b15c3f5518119db378f84 = L.circleMarker(\n                [42.47687047, -72.28269067000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1466666666666663, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_546e9bb750c61f19af4c94819781f80e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_87dc94b4a01aa946ee0078e20aa16d58 = $(`&lt;div id=\"html_87dc94b4a01aa946ee0078e20aa16d58\" style=\"width: 100.0%; height: 100.0%;\"&gt;Massachusetts&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.47%&lt;\/div&gt;`)[0];\n                popup_546e9bb750c61f19af4c94819781f80e.setContent(html_87dc94b4a01aa946ee0078e20aa16d58);\n            \n        \n\n        circle_marker_a2dd0c09446b15c3f5518119db378f84.bindPopup(popup_546e9bb750c61f19af4c94819781f80e)\n        ;\n\n        \n    \n    \n            circle_marker_a2dd0c09446b15c3f5518119db378f84.bindTooltip(\n                `&lt;div&gt;\n                     Massachusetts - Female - Avg Percentage: 11.47%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_765029b99333b5ea9da391cff3021321 = L.circleMarker(\n                [43.43554134, -108.30983040000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1358333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_9eedf288cb9cd111341f00b2c80c7e98 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_da436296b10c5933d62c49f2ce8efe33 = $(`&lt;div id=\"html_da436296b10c5933d62c49f2ce8efe33\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wyoming&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.36%&lt;\/div&gt;`)[0];\n                popup_9eedf288cb9cd111341f00b2c80c7e98.setContent(html_da436296b10c5933d62c49f2ce8efe33);\n            \n        \n\n        circle_marker_765029b99333b5ea9da391cff3021321.bindPopup(popup_9eedf288cb9cd111341f00b2c80c7e98)\n        ;\n\n        \n    \n    \n            circle_marker_765029b99333b5ea9da391cff3021321.bindTooltip(\n                `&lt;div&gt;\n                     Wyoming - Female - Avg Percentage: 11.36%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b23db40518be99245550ee6b166fd3d4 = L.circleMarker(\n                [37.44597027, -84.57497105],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1299999999999997, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_514327a9d20d2a68b70c02bfee7ff195 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c15937433c887097896419a34b9510eb = $(`&lt;div id=\"html_c15937433c887097896419a34b9510eb\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kentucky&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.30%&lt;\/div&gt;`)[0];\n                popup_514327a9d20d2a68b70c02bfee7ff195.setContent(html_c15937433c887097896419a34b9510eb);\n            \n        \n\n        circle_marker_b23db40518be99245550ee6b166fd3d4.bindPopup(popup_514327a9d20d2a68b70c02bfee7ff195)\n        ;\n\n        \n    \n    \n            circle_marker_b23db40518be99245550ee6b166fd3d4.bindTooltip(\n                `&lt;div&gt;\n                     Kentucky - Male - Avg Percentage: 11.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_dd53f930e34228108ac018f22094cd89 = L.circleMarker(\n                [13.244304000000001, 144.993731],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1231249999999997, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_a5d922e50be3b6fabce8e8fc1ebe6b94 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1af5e486af4f62610fca61e36d37f917 = $(`&lt;div id=\"html_1af5e486af4f62610fca61e36d37f917\" style=\"width: 100.0%; height: 100.0%;\"&gt;Guam&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.23%&lt;\/div&gt;`)[0];\n                popup_a5d922e50be3b6fabce8e8fc1ebe6b94.setContent(html_1af5e486af4f62610fca61e36d37f917);\n            \n        \n\n        circle_marker_dd53f930e34228108ac018f22094cd89.bindPopup(popup_a5d922e50be3b6fabce8e8fc1ebe6b94)\n        ;\n\n        \n    \n    \n            circle_marker_dd53f930e34228108ac018f22094cd89.bindTooltip(\n                `&lt;div&gt;\n                     Guam - Male - Avg Percentage: 11.23%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3aa8c1a4a3b83532a40afec6ae82138c = L.circleMarker(\n                [34.54865012, -92.07449074],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.12125, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_c7efdae27941e5607f5ae66487f2063e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_574165dbc4b6abf00422da009167c3e7 = $(`&lt;div id=\"html_574165dbc4b6abf00422da009167c3e7\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arkansas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.21%&lt;\/div&gt;`)[0];\n                popup_c7efdae27941e5607f5ae66487f2063e.setContent(html_574165dbc4b6abf00422da009167c3e7);\n            \n        \n\n        circle_marker_3aa8c1a4a3b83532a40afec6ae82138c.bindPopup(popup_c7efdae27941e5607f5ae66487f2063e)\n        ;\n\n        \n    \n    \n            circle_marker_3aa8c1a4a3b83532a40afec6ae82138c.bindTooltip(\n                `&lt;div&gt;\n                     Arkansas - Male - Avg Percentage: 11.21%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7d2397ce175699633b096880e6c34524 = L.circleMarker(\n                [31.11266064, -92.24568006999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.11375, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_10b9a8ea61d85aaaf03bad762b2ad26e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3daaa6f3afeaf581fa0ca68151772b21 = $(`&lt;div id=\"html_3daaa6f3afeaf581fa0ca68151772b21\" style=\"width: 100.0%; height: 100.0%;\"&gt;Louisiana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.14%&lt;\/div&gt;`)[0];\n                popup_10b9a8ea61d85aaaf03bad762b2ad26e.setContent(html_3daaa6f3afeaf581fa0ca68151772b21);\n            \n        \n\n        circle_marker_7d2397ce175699633b096880e6c34524.bindPopup(popup_10b9a8ea61d85aaaf03bad762b2ad26e)\n        ;\n\n        \n    \n    \n            circle_marker_7d2397ce175699633b096880e6c34524.bindTooltip(\n                `&lt;div&gt;\n                     Louisiana - Male - Avg Percentage: 11.14%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d160051d66cf75f5e5ebee7878c17b40 = L.circleMarker(\n                [43.825381240000006, -72.71764079],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1129166666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_1c408809ef789986b1eaf84ef4a4b9dc = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4a23c6e0c4eeb849a7d224f4df29b1bf = $(`&lt;div id=\"html_4a23c6e0c4eeb849a7d224f4df29b1bf\" style=\"width: 100.0%; height: 100.0%;\"&gt;Vermont&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.13%&lt;\/div&gt;`)[0];\n                popup_1c408809ef789986b1eaf84ef4a4b9dc.setContent(html_4a23c6e0c4eeb849a7d224f4df29b1bf);\n            \n        \n\n        circle_marker_d160051d66cf75f5e5ebee7878c17b40.bindPopup(popup_1c408809ef789986b1eaf84ef4a4b9dc)\n        ;\n\n        \n    \n    \n            circle_marker_d160051d66cf75f5e5ebee7878c17b40.bindTooltip(\n                `&lt;div&gt;\n                     Vermont - Female - Avg Percentage: 11.13%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_529571c4fc4698165b91dcb640ed4ba7 = L.circleMarker(\n                [13.644304, 144.59373100000002],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.112142857142857, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_e107df26a99f53ec9a287f852be39121 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ecf74f03fef7f14d94279d91691ab895 = $(`&lt;div id=\"html_ecf74f03fef7f14d94279d91691ab895\" style=\"width: 100.0%; height: 100.0%;\"&gt;Guam&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.12%&lt;\/div&gt;`)[0];\n                popup_e107df26a99f53ec9a287f852be39121.setContent(html_ecf74f03fef7f14d94279d91691ab895);\n            \n        \n\n        circle_marker_529571c4fc4698165b91dcb640ed4ba7.bindPopup(popup_e107df26a99f53ec9a287f852be39121)\n        ;\n\n        \n    \n    \n            circle_marker_529571c4fc4698165b91dcb640ed4ba7.bindTooltip(\n                `&lt;div&gt;\n                     Guam - Female - Avg Percentage: 11.12%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8dbf20344de51c3f5816b5d8c066c74b = L.circleMarker(\n                [47.26652897, -109.62442060000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.10875, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_fa0d350c027d8fd185fc44e2ccbc40cc = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4985f46e5dc22dfff4c376f5c2227385 = $(`&lt;div id=\"html_4985f46e5dc22dfff4c376f5c2227385\" style=\"width: 100.0%; height: 100.0%;\"&gt;Montana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.09%&lt;\/div&gt;`)[0];\n                popup_fa0d350c027d8fd185fc44e2ccbc40cc.setContent(html_4985f46e5dc22dfff4c376f5c2227385);\n            \n        \n\n        circle_marker_8dbf20344de51c3f5816b5d8c066c74b.bindPopup(popup_fa0d350c027d8fd185fc44e2ccbc40cc)\n        ;\n\n        \n    \n    \n            circle_marker_8dbf20344de51c3f5816b5d8c066c74b.bindTooltip(\n                `&lt;div&gt;\n                     Montana - Female - Avg Percentage: 11.09%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_760f9f9615c9e114d48fccb55f0fc64e = L.circleMarker(\n                [38.5477403, -98.40078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1058333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_d401d869128b0aa0dde80560376aaf70 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8e7d282e10a34825f7dae58920a8d958 = $(`&lt;div id=\"html_8e7d282e10a34825f7dae58920a8d958\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kansas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.06%&lt;\/div&gt;`)[0];\n                popup_d401d869128b0aa0dde80560376aaf70.setContent(html_8e7d282e10a34825f7dae58920a8d958);\n            \n        \n\n        circle_marker_760f9f9615c9e114d48fccb55f0fc64e.bindPopup(popup_d401d869128b0aa0dde80560376aaf70)\n        ;\n\n        \n    \n    \n            circle_marker_760f9f9615c9e114d48fccb55f0fc64e.bindTooltip(\n                `&lt;div&gt;\n                     Kansas - Female - Avg Percentage: 11.06%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0057f6932b431f4f3b4e9af2d3f60863 = L.circleMarker(\n                [43.88263001, -114.56373],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1058333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_505d82cc679d38601c23e83a9b2bee54 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_35060dcb37c24477a96153c46de7cf40 = $(`&lt;div id=\"html_35060dcb37c24477a96153c46de7cf40\" style=\"width: 100.0%; height: 100.0%;\"&gt;Idaho&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.06%&lt;\/div&gt;`)[0];\n                popup_505d82cc679d38601c23e83a9b2bee54.setContent(html_35060dcb37c24477a96153c46de7cf40);\n            \n        \n\n        circle_marker_0057f6932b431f4f3b4e9af2d3f60863.bindPopup(popup_505d82cc679d38601c23e83a9b2bee54)\n        ;\n\n        \n    \n    \n            circle_marker_0057f6932b431f4f3b4e9af2d3f60863.bindTooltip(\n                `&lt;div&gt;\n                     Idaho - Female - Avg Percentage: 11.06%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_808dd5f9c82a032e64bd0b41449bc461 = L.circleMarker(\n                [39.107192000000005, -77.23687100000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1058333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_b6690d27b0a93928eeb6e39638bfba7e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2ab6c720e25cfcda47faf1c767ce484f = $(`&lt;div id=\"html_2ab6c720e25cfcda47faf1c767ce484f\" style=\"width: 100.0%; height: 100.0%;\"&gt;District of Columbia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.06%&lt;\/div&gt;`)[0];\n                popup_b6690d27b0a93928eeb6e39638bfba7e.setContent(html_2ab6c720e25cfcda47faf1c767ce484f);\n            \n        \n\n        circle_marker_808dd5f9c82a032e64bd0b41449bc461.bindPopup(popup_b6690d27b0a93928eeb6e39638bfba7e)\n        ;\n\n        \n    \n    \n            circle_marker_808dd5f9c82a032e64bd0b41449bc461.bindTooltip(\n                `&lt;div&gt;\n                     District of Columbia - Female - Avg Percentage: 11.06%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ed97b1c648d4e25a1f57051d695f8ffe = L.circleMarker(\n                [37.742680670000006, -78.65789046],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.09375, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_57ec8ed3d78d2ec0746441de55dfb087 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_05d967bc2f2cf5482092787364fc670d = $(`&lt;div id=\"html_05d967bc2f2cf5482092787364fc670d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Virginia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.94%&lt;\/div&gt;`)[0];\n                popup_57ec8ed3d78d2ec0746441de55dfb087.setContent(html_05d967bc2f2cf5482092787364fc670d);\n            \n        \n\n        circle_marker_ed97b1c648d4e25a1f57051d695f8ffe.bindPopup(popup_57ec8ed3d78d2ec0746441de55dfb087)\n        ;\n\n        \n    \n    \n            circle_marker_ed97b1c648d4e25a1f57051d695f8ffe.bindTooltip(\n                `&lt;div&gt;\n                     Virginia - Female - Avg Percentage: 10.94%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6420cf62d0e365430518bc3d5312d6eb = L.circleMarker(\n                [39.49058096, -76.80926011],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0891666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_00682df10821d6c55d42c72ed1e61222 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_41eb452be3dbf620ffc04401692aad1b = $(`&lt;div id=\"html_41eb452be3dbf620ffc04401692aad1b\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Alabama&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.80%&lt;\/div&gt;`)[0];\n                popup_3c5f3d1434f84e1af0e764f361286f4c.setContent(html_f252f464afa2843f908ee3a197a6adfd);\n            \n        \n\n        circle_marker_891464ac0517461633641b6710d56d97.bindPopup(popup_3c5f3d1434f84e1af0e764f361286f4c)\n        ;\n\n        \n    \n    \n            circle_marker_891464ac0517461633641b6710d56d97.bindTooltip(\n                `&lt;div&gt;\n                     Alabama - Male - Avg Percentage: 10.80%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3496b971be30b7ae0721e519fb891fc0 = L.circleMarker(\n                [35.27203136, -97.32107021],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0775, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_476e7f7b797901f7c54e06c17384ef73 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7c5d72edf50d2ac39bfa5ef7b461057f = $(`&lt;div id=\"html_7c5d72edf50d2ac39bfa5ef7b461057f\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oklahoma&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.77%&lt;\/div&gt;`)[0];\n                popup_476e7f7b797901f7c54e06c17384ef73.setContent(html_7c5d72edf50d2ac39bfa5ef7b461057f);\n            \n        \n\n        circle_marker_3496b971be30b7ae0721e519fb891fc0.bindPopup(popup_476e7f7b797901f7c54e06c17384ef73)\n        ;\n\n        \n    \n    \n            circle_marker_3496b971be30b7ae0721e519fb891fc0.bindTooltip(\n                `&lt;div&gt;\n                     Oklahoma - Male - Avg Percentage: 10.77%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6d8a250823c80793fb09c1fb9399d512 = L.circleMarker(\n                [39.04384076, -106.3336109],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0699999999999998, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_6fe8791c7426a4771fa1877858ceedf9 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e919959a6cb19b0b46fc1839e12fb518 = $(`&lt;div id=\"html_e919959a6cb19b0b46fc1839e12fb518\" style=\"width: 100.0%; height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.70%&lt;\/div&gt;`)[0];\n                popup_6fe8791c7426a4771fa1877858ceedf9.setContent(html_e919959a6cb19b0b46fc1839e12fb518);\n            \n        \n\n        circle_marker_6d8a250823c80793fb09c1fb9399d512.bindPopup(popup_6fe8791c7426a4771fa1877858ceedf9)\n        ;\n\n        \n    \n    \n            circle_marker_6d8a250823c80793fb09c1fb9399d512.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Female - Avg Percentage: 10.70%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_102568ab2ebe07564912c3df3b07d458 = L.circleMarker(\n                [43.85595011, -71.70036092000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0679166666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_eed2ab5d5c5902ae36421b3a24c391a3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e4ce6994b1f2ebe2563760b4525baca4 = $(`&lt;div id=\"html_e4ce6994b1f2ebe2563760b4525baca4\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.68%&lt;\/div&gt;`)[0];\n                popup_eed2ab5d5c5902ae36421b3a24c391a3.setContent(html_e4ce6994b1f2ebe2563760b4525baca4);\n            \n        \n\n        circle_marker_102568ab2ebe07564912c3df3b07d458.bindPopup(popup_eed2ab5d5c5902ae36421b3a24c391a3)\n        ;\n\n        \n    \n    \n            circle_marker_102568ab2ebe07564912c3df3b07d458.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire - Female - Avg Percentage: 10.68%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2d41225bffe57edfb0c0c001bc9267a1 = L.circleMarker(\n                [44.593191170000004, -90.01637074],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0637500000000002, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_c77403b5343e5cc58f177ec62623fdff = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5e4c995d19cb48a0405615e7a6dbef37 = $(`&lt;div id=\"html_5e4c995d19cb48a0405615e7a6dbef37\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wisconsin&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.64%&lt;\/div&gt;`)[0];\n                popup_c77403b5343e5cc58f177ec62623fdff.setContent(html_5e4c995d19cb48a0405615e7a6dbef37);\n            \n        \n\n        circle_marker_2d41225bffe57edfb0c0c001bc9267a1.bindPopup(popup_c77403b5343e5cc58f177ec62623fdff)\n        ;\n\n        \n    \n    \n            circle_marker_2d41225bffe57edfb0c0c001bc9267a1.bindTooltip(\n                `&lt;div&gt;\n                     Wisconsin - Female - Avg Percentage: 10.64%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_793fcb49e4a3fb80253067fa3c90614f = L.circleMarker(\n                [32.545510099999994, -89.33803082],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.047916666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_822e5dff9f594e1f97e9992cc75916c8 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_20c38fc77158a599a543c6eeb5f031cc = $(`&lt;div id=\"html_20c38fc77158a599a543c6eeb5f031cc\" style=\"width: 100.0%; height: 100.0%;\"&gt;Mississippi&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.48%&lt;\/div&gt;`)[0];\n                popup_822e5dff9f594e1f97e9992cc75916c8.setContent(html_20c38fc77158a599a543c6eeb5f031cc);\n            \n        \n\n        circle_marker_793fcb49e4a3fb80253067fa3c90614f.bindPopup(popup_822e5dff9f594e1f97e9992cc75916c8)\n        ;\n\n        \n    \n    \n            circle_marker_793fcb49e4a3fb80253067fa3c90614f.bindTooltip(\n                `&lt;div&gt;\n                     Mississippi - Male - Avg Percentage: 10.48%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a7b90fef0905f8028c9706b17cfa6103 = L.circleMarker(\n                [65.04507996000001, -147.922059],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0450000000000002, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_b2715b06bb261e3fb0ca905c8bf3cc02 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e0392edf2c4cc49081273cbf6f497448 = $(`&lt;div id=\"html_e0392edf2c4cc49081273cbf6f497448\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.45%&lt;\/div&gt;`)[0];\n                popup_b2715b06bb261e3fb0ca905c8bf3cc02.setContent(html_e0392edf2c4cc49081273cbf6f497448);\n            \n        \n\n        circle_marker_a7b90fef0905f8028c9706b17cfa6103.bindPopup(popup_b2715b06bb261e3fb0ca905c8bf3cc02)\n        ;\n\n        \n    \n    \n            circle_marker_a7b90fef0905f8028c9706b17cfa6103.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Female - Avg Percentage: 10.45%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4d1ba98685a01e729ac3d5396bd22ae8 = L.circleMarker(\n                [35.480940579999995, -85.57449091],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.04, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_554b4c2f884a30c48fcf722212efc52f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c15380c5d1b3eb7fcf3c22fff4b9c1cf = $(`&lt;div id=\"html_c15380c5d1b3eb7fcf3c22fff4b9c1cf\" style=\"width: 100.0%; height: 100.0%;\"&gt;Tennessee&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.40%&lt;\/div&gt;`)[0];\n                popup_554b4c2f884a30c48fcf722212efc52f.setContent(html_c15380c5d1b3eb7fcf3c22fff4b9c1cf);\n            \n        \n\n        circle_marker_4d1ba98685a01e729ac3d5396bd22ae8.bindPopup(popup_554b4c2f884a30c48fcf722212efc52f)\n        ;\n\n        \n    \n    \n            circle_marker_4d1ba98685a01e729ac3d5396bd22ae8.bindTooltip(\n                `&lt;div&gt;\n                     Tennessee - Male - Avg Percentage: 10.40%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3ceeac9b480d455c16ad9c303a00fc4e = L.circleMarker(\n                [41.76266102, -72.84984095],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0345833333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_778e8f30afe20faf99d0a1ec6d22d678 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7edf217fd02ec13d9ea1cac520c497ce = $(`&lt;div id=\"html_7edf217fd02ec13d9ea1cac520c497ce\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Illinois&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.34%&lt;\/div&gt;`)[0];\n                popup_c341bdcb91d24fca69edc2ada1708c9b.setContent(html_ec5ba175bbb749614b4c13c43b5d5a44);\n            \n        \n\n        circle_marker_5658edda52ff3ca813362a7c8996b55e.bindPopup(popup_c341bdcb91d24fca69edc2ada1708c9b)\n        ;\n\n        \n    \n    \n            circle_marker_5658edda52ff3ca813362a7c8996b55e.bindTooltip(\n                `&lt;div&gt;\n                     Illinois - Female - Avg Percentage: 10.34%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_925b867180fcd68922920cd6070df23c = L.circleMarker(\n                [34.320880949999996, -106.040581],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0320833333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_98669d10984a688433636281b1195202 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7ae7139317ce1357b43d52eae3202e52 = $(`&lt;div id=\"html_7ae7139317ce1357b43d52eae3202e52\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Mexico&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.32%&lt;\/div&gt;`)[0];\n                popup_98669d10984a688433636281b1195202.setContent(html_7ae7139317ce1357b43d52eae3202e52);\n            \n        \n\n        circle_marker_925b867180fcd68922920cd6070df23c.bindPopup(popup_98669d10984a688433636281b1195202)\n        ;\n\n        \n    \n    \n            circle_marker_925b867180fcd68922920cd6070df23c.bindTooltip(\n                `&lt;div&gt;\n                     New Mexico - Male - Avg Percentage: 10.32%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_68356ba3ee0c266721475bed9e9b20aa = L.circleMarker(\n                [42.66940091, -94.01649056000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0104166666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_f1a9e9e8e22d41a7dd59597035e516b2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_092847e12922da772d34c8c6a583d641 = $(`&lt;div id=\"html_092847e12922da772d34c8c6a583d641\" style=\"width: 100.0%; height: 100.0%;\"&gt;Iowa&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.10%&lt;\/div&gt;`)[0];\n                popup_f1a9e9e8e22d41a7dd59597035e516b2.setContent(html_092847e12922da772d34c8c6a583d641);\n            \n        \n\n        circle_marker_68356ba3ee0c266721475bed9e9b20aa.bindPopup(popup_f1a9e9e8e22d41a7dd59597035e516b2)\n        ;\n\n        \n    \n    \n            circle_marker_68356ba3ee0c266721475bed9e9b20aa.bindTooltip(\n                `&lt;div&gt;\n                     Iowa - Female - Avg Percentage: 10.10%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2cfdad656878eb7ed238fb8824a4fadd = L.circleMarker(\n                [33.7988213, -80.84537121],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9887499999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_d133c7ffd73bf257fcaba34c483ace9f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b4e93f50ee32a07a39340d63ec784a44 = $(`&lt;div id=\"html_b4e93f50ee32a07a39340d63ec784a44\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Carolina&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 9.89%&lt;\/div&gt;`)[0];\n                popup_d133c7ffd73bf257fcaba34c483ace9f.setContent(html_b4e93f50ee32a07a39340d63ec784a44);\n            \n        \n\n        circle_marker_2cfdad656878eb7ed238fb8824a4fadd.bindPopup(popup_d133c7ffd73bf257fcaba34c483ace9f)\n        ;\n\n        \n    \n    \n            circle_marker_2cfdad656878eb7ed238fb8824a4fadd.bindTooltip(\n                `&lt;div&gt;\n                     South Carolina - Male - Avg Percentage: 9.89%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1029fe2b35f11f94c4295a2323c1b742 = L.circleMarker(\n                [41.84104099, -99.56572062000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9854166666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_71ddde1f42b18a9d1ed49428ccd224c2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9014e9a890b9ed546ce47956971001a6 = $(`&lt;div id=\"html_9014e9a890b9ed546ce47956971001a6\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nebraska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 9.85%&lt;\/div&gt;`)[0];\n                popup_71ddde1f42b18a9d1ed49428ccd224c2.setContent(html_9014e9a890b9ed546ce47956971001a6);\n            \n        \n\n        circle_marker_1029fe2b35f11f94c4295a2323c1b742.bindPopup(popup_71ddde1f42b18a9d1ed49428ccd224c2)\n        ;\n\n        \n    \n    \n            circle_marker_1029fe2b35f11f94c4295a2323c1b742.bindTooltip(\n                `&lt;div&gt;\n                     Nebraska - Female - Avg Percentage: 9.85%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0e0f5b56a0ee4229d32fed69c2b82b8f = L.circleMarker(\n                [32.639681089999996, -83.42758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9558333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_937dd544fd971e9fa263aa86bb7b09a3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_cabda6222e598902eae41ce9c4b77987 = $(`&lt;div id=\"html_cabda6222e598902eae41ce9c4b77987\" style=\"width: 100.0%; height: 100.0%;\"&gt;Georgia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 9.56%&lt;\/div&gt;`)[0];\n                popup_937dd544fd971e9fa263aa86bb7b09a3.setContent(html_cabda6222e598902eae41ce9c4b77987);\n            \n        \n\n        circle_marker_0e0f5b56a0ee4229d32fed69c2b82b8f.bindPopup(popup_937dd544fd971e9fa263aa86bb7b09a3)\n        ;\n\n        \n    \n    \n            circle_marker_0e0f5b56a0ee4229d32fed69c2b82b8f.bindTooltip(\n                `&lt;div&gt;\n                     Georgia - Male - Avg Percentage: 9.56%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f479d3b046c2eabfe0bf344702549d3c = L.circleMarker(\n                [28.73204038, -81.72896054],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9466666666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_a093f7ddfa8b973b424a1aab3cd40a77 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ccc2e428afe313a5ced1f049169b6dd1 = $(`&lt;div id=\"html_ccc2e428afe313a5ced1f049169b6dd1\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 9.47%&lt;\/div&gt;`)[0];\n                popup_a093f7ddfa8b973b424a1aab3cd40a77.setContent(html_ccc2e428afe313a5ced1f049169b6dd1);\n            \n        \n\n        circle_marker_f479d3b046c2eabfe0bf344702549d3c.bindPopup(popup_a093f7ddfa8b973b424a1aab3cd40a77)\n        ;\n\n        \n    \n    \n            circle_marker_f479d3b046c2eabfe0bf344702549d3c.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Male - Avg Percentage: 9.47%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c93e30bb35a713a60cb33cde5e2d0a69 = L.circleMarker(\n                [39.86021014, -82.20426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9241666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_eddf27148f4942e501fc6d4d9dc28568 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7f67e3371c8157d5717072de18cf2ec7 = $(`&lt;div id=\"html_7f67e3371c8157d5717072de18cf2ec7\" style=\"width: 100.0%; height: 100.0%;\"&gt;Ohio&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 9.24%&lt;\/div&gt;`)[0];\n                popup_eddf27148f4942e501fc6d4d9dc28568.setContent(html_7f67e3371c8157d5717072de18cf2ec7);\n            \n        \n\n        circle_marker_c93e30bb35a713a60cb33cde5e2d0a69.bindPopup(popup_eddf27148f4942e501fc6d4d9dc28568)\n        ;\n\n        \n    \n    \n            circle_marker_c93e30bb35a713a60cb33cde5e2d0a69.bindTooltip(\n                `&lt;div&gt;\n                     Ohio - Male - Avg Percentage: 9.24%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8d9a2a594d151ccec41ac3b75ff8c0d9 = L.circleMarker(\n                [38.707192, -76.836871],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9225000000000003, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_afb917757cb978aac6c4e965dab5a938 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_16f1ebb387df9735df89cca835138f46 = $(`&lt;div id=\"html_16f1ebb387df9735df89cca835138f46\" style=\"width: 100.0%; height: 100.0%;\"&gt;District of Columbia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 9.23%&lt;\/div&gt;`)[0];\n                popup_afb917757cb978aac6c4e965dab5a938.setContent(html_16f1ebb387df9735df89cca835138f46);\n            \n        \n\n        circle_marker_8d9a2a594d151ccec41ac3b75ff8c0d9.bindPopup(popup_afb917757cb978aac6c4e965dab5a938)\n        ;\n\n        \n    \n    \n            circle_marker_8d9a2a594d151ccec41ac3b75ff8c0d9.bindTooltip(\n                `&lt;div&gt;\n                     District of Columbia - Male - Avg Percentage: 9.23%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_63dcdea9b47816f7d8d6a16de18c7762 = L.circleMarker(\n                [41.50828019, -71.32247031],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.92125, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_9a8e8561448c001ee58b89fef7a11071 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b02701afc9a81ac7064ca437863b18f5 = $(`&lt;div id=\"html_b02701afc9a81ac7064ca437863b18f5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 9.21%&lt;\/div&gt;`)[0];\n                popup_9a8e8561448c001ee58b89fef7a11071.setContent(html_b02701afc9a81ac7064ca437863b18f5);\n            \n        \n\n        circle_marker_63dcdea9b47816f7d8d6a16de18c7762.bindPopup(popup_9a8e8561448c001ee58b89fef7a11071)\n        ;\n\n        \n    \n    \n            circle_marker_63dcdea9b47816f7d8d6a16de18c7762.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Male - Avg Percentage: 9.21%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8ab8797722eaf02bbf984c9f3306c493 = L.circleMarker(\n                [39.293240389999994, -116.8718406],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.917826086956522, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_f6eee7bfec3d1059326f2efc24089c7f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f00acce8b5473922ccc9ae886ee5f29e = $(`&lt;div id=\"html_f00acce8b5473922ccc9ae886ee5f29e\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;South Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.95%&lt;\/div&gt;`)[0];\n                popup_c9886ad2464be61523b8ec16f7c7dff7.setContent(html_b3843680cdf62a3312dbcfb9bc79bdee);\n            \n        \n\n        circle_marker_bf9568eae2ad737dd90c9007dc0c74bd.bindPopup(popup_c9886ad2464be61523b8ec16f7c7dff7)\n        ;\n\n        \n    \n    \n            circle_marker_bf9568eae2ad737dd90c9007dc0c74bd.bindTooltip(\n                `&lt;div&gt;\n                     South Dakota - Female - Avg Percentage: 8.95%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_fe7b98e6c4a9048804b201fc443f195e = L.circleMarker(\n                [44.36744942, -119.9550313],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8916666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_bbaf26539ab2b61ad17aebde84157d0e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_fe65ab933424265f507004690fbe0085 = $(`&lt;div id=\"html_fe65ab933424265f507004690fbe0085\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.92%&lt;\/div&gt;`)[0];\n                popup_bbaf26539ab2b61ad17aebde84157d0e.setContent(html_fe65ab933424265f507004690fbe0085);\n            \n        \n\n        circle_marker_fe7b98e6c4a9048804b201fc443f195e.bindPopup(popup_bbaf26539ab2b61ad17aebde84157d0e)\n        ;\n\n        \n    \n    \n            circle_marker_fe7b98e6c4a9048804b201fc443f195e.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Male - Avg Percentage: 8.92%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_651a9234398ea4bc9cc0b766343c6e73 = L.circleMarker(\n                [21.50485044, -158.05774939999998],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8845833333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_aab686c85b48f8136eb1434b4af1f4b2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f3203df1b324f944b3cded14e96b4b90 = $(`&lt;div id=\"html_f3203df1b324f944b3cded14e96b4b90\" style=\"width: 100.0%; height: 100.0%;\"&gt;Hawaii&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.85%&lt;\/div&gt;`)[0];\n                popup_aab686c85b48f8136eb1434b4af1f4b2.setContent(html_f3203df1b324f944b3cded14e96b4b90);\n            \n        \n\n        circle_marker_651a9234398ea4bc9cc0b766343c6e73.bindPopup(popup_aab686c85b48f8136eb1434b4af1f4b2)\n        ;\n\n        \n    \n    \n            circle_marker_651a9234398ea4bc9cc0b766343c6e73.bindTooltip(\n                `&lt;div&gt;\n                     Hawaii - Female - Avg Percentage: 8.85%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_36037f4e05d99e800a2f225d132b0b39 = L.circleMarker(\n                [46.55564874, -94.9942005],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8845833333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_7656bcdfb5d4370b48f1ebf2a5603db2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a02ccf728b9ece429c80c191ebca19f9 = $(`&lt;div id=\"html_a02ccf728b9ece429c80c191ebca19f9\" style=\"width: 100.0%; height: 100.0%;\"&gt;Minnesota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.85%&lt;\/div&gt;`)[0];\n                popup_7656bcdfb5d4370b48f1ebf2a5603db2.setContent(html_a02ccf728b9ece429c80c191ebca19f9);\n            \n        \n\n        circle_marker_36037f4e05d99e800a2f225d132b0b39.bindPopup(popup_7656bcdfb5d4370b48f1ebf2a5603db2)\n        ;\n\n        \n    \n    \n            circle_marker_36037f4e05d99e800a2f225d132b0b39.bindTooltip(\n                `&lt;div&gt;\n                     Minnesota - Female - Avg Percentage: 8.85%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e551e70134ec5553a3b7a5666743c1fe = L.circleMarker(\n                [39.93057005, -74.07369129],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8823809523809523, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_406cb7f32ede69d997d790afd5ae2624 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_71056c07ff2dd537de8b2dc11a0a8a26 = $(`&lt;div id=\"html_71056c07ff2dd537de8b2dc11a0a8a26\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.82%&lt;\/div&gt;`)[0];\n                popup_406cb7f32ede69d997d790afd5ae2624.setContent(html_71056c07ff2dd537de8b2dc11a0a8a26);\n            \n        \n\n        circle_marker_e551e70134ec5553a3b7a5666743c1fe.bindPopup(popup_406cb7f32ede69d997d790afd5ae2624)\n        ;\n\n        \n    \n    \n            circle_marker_e551e70134ec5553a3b7a5666743c1fe.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Male - Avg Percentage: 8.82%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5989b59cf0914a4892af14c29a522d0a = L.circleMarker(\n                [44.46131954, -84.51439026999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8754166666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_95f141b6f2c7351ac2ff713764c2b6a0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2d49cad9a6350da2c6fa2e9a43c8bd6b = $(`&lt;div id=\"html_2d49cad9a6350da2c6fa2e9a43c8bd6b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.75%&lt;\/div&gt;`)[0];\n                popup_95f141b6f2c7351ac2ff713764c2b6a0.setContent(html_2d49cad9a6350da2c6fa2e9a43c8bd6b);\n            \n        \n\n        circle_marker_5989b59cf0914a4892af14c29a522d0a.bindPopup(popup_95f141b6f2c7351ac2ff713764c2b6a0)\n        ;\n\n        \n    \n    \n            circle_marker_5989b59cf0914a4892af14c29a522d0a.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Male - Avg Percentage: 8.75%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d38d88c365f3ff3a5b0dd3bb349f8a87 = L.circleMarker(\n                [42.627001029999995, -75.34397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8716666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_90e3fe4a6eeb73d8491caf29498364aa = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_df777f433b835f4c1170deff14941b7d = $(`&lt;div id=\"html_df777f433b835f4c1170deff14941b7d\" style=\"width: 100.0%; height: 100.0%;\"&gt;New York&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.72%&lt;\/div&gt;`)[0];\n                popup_90e3fe4a6eeb73d8491caf29498364aa.setContent(html_df777f433b835f4c1170deff14941b7d);\n            \n        \n\n        circle_marker_d38d88c365f3ff3a5b0dd3bb349f8a87.bindPopup(popup_90e3fe4a6eeb73d8491caf29498364aa)\n        ;\n\n        \n    \n    \n            circle_marker_d38d88c365f3ff3a5b0dd3bb349f8a87.bindTooltip(\n                `&lt;div&gt;\n                     New York - Male - Avg Percentage: 8.72%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3fd86355726eb5c01249a7c624a1d9e0 = L.circleMarker(\n                [38.43579078, -92.36630004999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8712500000000001, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_78e8f22636abcd86f76c25fcab549c34 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c1932414781ef9deca4881714aa86679 = $(`&lt;div id=\"html_c1932414781ef9deca4881714aa86679\" style=\"width: 100.0%; height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.71%&lt;\/div&gt;`)[0];\n                popup_78e8f22636abcd86f76c25fcab549c34.setContent(html_c1932414781ef9deca4881714aa86679);\n            \n        \n\n        circle_marker_3fd86355726eb5c01249a7c624a1d9e0.bindPopup(popup_78e8f22636abcd86f76c25fcab549c34)\n        ;\n\n        \n    \n    \n            circle_marker_3fd86355726eb5c01249a7c624a1d9e0.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Male - Avg Percentage: 8.71%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_aa909733112e478faa5a7710057f4aac = L.circleMarker(\n                [37.438640119999995, -120.7999995],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8666666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_35b500bfd44a6f850e241c40df664f48 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_72d8b585fd430efe01427ffc772d002a = $(`&lt;div id=\"html_72d8b585fd430efe01427ffc772d002a\" style=\"width: 100.0%; height: 100.0%;\"&gt;California&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.67%&lt;\/div&gt;`)[0];\n                popup_35b500bfd44a6f850e241c40df664f48.setContent(html_72d8b585fd430efe01427ffc772d002a);\n            \n        \n\n        circle_marker_aa909733112e478faa5a7710057f4aac.bindPopup(popup_35b500bfd44a6f850e241c40df664f48)\n        ;\n\n        \n    \n    \n            circle_marker_aa909733112e478faa5a7710057f4aac.bindTooltip(\n                `&lt;div&gt;\n                     California - Male - Avg Percentage: 8.67%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5f21ccca198e9a611f18b74f937a8b0f = L.circleMarker(\n                [34.665970279999996, -111.5638113],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8612499999999998, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_65104c65f95bee241a1c6106559b292c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a0398d6549c07438295cf48e4b74a6c4 = $(`&lt;div id=\"html_a0398d6549c07438295cf48e4b74a6c4\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arizona&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.61%&lt;\/div&gt;`)[0];\n                popup_65104c65f95bee241a1c6106559b292c.setContent(html_a0398d6549c07438295cf48e4b74a6c4);\n            \n        \n\n        circle_marker_5f21ccca198e9a611f18b74f937a8b0f.bindPopup(popup_65104c65f95bee241a1c6106559b292c)\n        ;\n\n        \n    \n    \n            circle_marker_5f21ccca198e9a611f18b74f937a8b0f.bindTooltip(\n                `&lt;div&gt;\n                     Arizona - Male - Avg Percentage: 8.61%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_014ab24b4a307d65f92a2d081eb32f9b = L.circleMarker(\n                [31.627240410000002, -99.22677021],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8604166666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_65c0f095c2ef8da343f6004e1db3b350 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2566bba1506d5d052458c3d8c0bb9b68 = $(`&lt;div id=\"html_2566bba1506d5d052458c3d8c0bb9b68\" style=\"width: 100.0%; height: 100.0%;\"&gt;Texas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.60%&lt;\/div&gt;`)[0];\n                popup_65c0f095c2ef8da343f6004e1db3b350.setContent(html_2566bba1506d5d052458c3d8c0bb9b68);\n            \n        \n\n        circle_marker_014ab24b4a307d65f92a2d081eb32f9b.bindPopup(popup_65c0f095c2ef8da343f6004e1db3b350)\n        ;\n\n        \n    \n    \n            circle_marker_014ab24b4a307d65f92a2d081eb32f9b.bindTooltip(\n                `&lt;div&gt;\n                     Texas - Male - Avg Percentage: 8.60%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_99fad23a57efc636d01d7f62d4a18269 = L.circleMarker(\n                [39.566910449999995, -85.94996019],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.85125, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_281885055dedfe11581aefae47199888 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_62571adcafcc9f5960ee9f9983a6b79b = $(`&lt;div id=\"html_62571adcafcc9f5960ee9f9983a6b79b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Indiana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.51%&lt;\/div&gt;`)[0];\n                popup_281885055dedfe11581aefae47199888.setContent(html_62571adcafcc9f5960ee9f9983a6b79b);\n            \n        \n\n        circle_marker_99fad23a57efc636d01d7f62d4a18269.bindPopup(popup_281885055dedfe11581aefae47199888)\n        ;\n\n        \n    \n    \n            circle_marker_99fad23a57efc636d01d7f62d4a18269.bindTooltip(\n                `&lt;div&gt;\n                     Indiana - Male - Avg Percentage: 8.51%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_562891672a78871d1018789382aebab2 = L.circleMarker(\n                [45.05422889, -68.78503134],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8391666666666664, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_f36c6a5c413726a4108b8a0c6efe20b7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_9835c06d6f87f7e2328474b9c1fac9b6 = $(`&lt;div id=\"html_9835c06d6f87f7e2328474b9c1fac9b6\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maine&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.39%&lt;\/div&gt;`)[0];\n                popup_f36c6a5c413726a4108b8a0c6efe20b7.setContent(html_9835c06d6f87f7e2328474b9c1fac9b6);\n            \n        \n\n        circle_marker_562891672a78871d1018789382aebab2.bindPopup(popup_f36c6a5c413726a4108b8a0c6efe20b7)\n        ;\n\n        \n    \n    \n            circle_marker_562891672a78871d1018789382aebab2.bindTooltip(\n                `&lt;div&gt;\n                     Maine - Male - Avg Percentage: 8.39%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6d37231ccfe741cc61aa41f3fa9c735d = L.circleMarker(\n                [46.86652897, -109.2244206],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.83125, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_cf66a5034465e2937fb810d63e7034df = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e24759fcc36eafad9348ab3ef9b8e710 = $(`&lt;div id=\"html_e24759fcc36eafad9348ab3ef9b8e710\" style=\"width: 100.0%; height: 100.0%;\"&gt;Montana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.31%&lt;\/div&gt;`)[0];\n                popup_cf66a5034465e2937fb810d63e7034df.setContent(html_e24759fcc36eafad9348ab3ef9b8e710);\n            \n        \n\n        circle_marker_6d37231ccfe741cc61aa41f3fa9c735d.bindPopup(popup_cf66a5034465e2937fb810d63e7034df)\n        ;\n\n        \n    \n    \n            circle_marker_6d37231ccfe741cc61aa41f3fa9c735d.bindTooltip(\n                `&lt;div&gt;\n                     Montana - Male - Avg Percentage: 8.31%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8cd14224c7847ab2f488a1bd7458cbc3 = L.circleMarker(\n                [43.42538124, -72.31764079],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8304166666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_0fb468ccdaf3338f014d47f64b8c0e6c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7ff0153b7804344f3ded6b2d693f0444 = $(`&lt;div id=\"html_7ff0153b7804344f3ded6b2d693f0444\" style=\"width: 100.0%; height: 100.0%;\"&gt;Vermont&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.30%&lt;\/div&gt;`)[0];\n                popup_0fb468ccdaf3338f014d47f64b8c0e6c.setContent(html_7ff0153b7804344f3ded6b2d693f0444);\n            \n        \n\n        circle_marker_8cd14224c7847ab2f488a1bd7458cbc3.bindPopup(popup_0fb468ccdaf3338f014d47f64b8c0e6c)\n        ;\n\n        \n    \n    \n            circle_marker_8cd14224c7847ab2f488a1bd7458cbc3.bindTooltip(\n                `&lt;div&gt;\n                     Vermont - Male - Avg Percentage: 8.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f86612794395e12c5645505285a03040 = L.circleMarker(\n                [47.67531978, -100.318421],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8220833333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_95e10f3b911d61320ec40fadb18fad2a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_82cd3b1c9f8dec432e6bb16bbae28da4 = $(`&lt;div id=\"html_82cd3b1c9f8dec432e6bb16bbae28da4\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.22%&lt;\/div&gt;`)[0];\n                popup_95e10f3b911d61320ec40fadb18fad2a.setContent(html_82cd3b1c9f8dec432e6bb16bbae28da4);\n            \n        \n\n        circle_marker_f86612794395e12c5645505285a03040.bindPopup(popup_95e10f3b911d61320ec40fadb18fad2a)\n        ;\n\n        \n    \n    \n            circle_marker_f86612794395e12c5645505285a03040.bindTooltip(\n                `&lt;div&gt;\n                     North Dakota - Female - Avg Percentage: 8.22%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_dfad324c139df63d0417173f63f28c19 = L.circleMarker(\n                [47.32227863, -120.2700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8129166666666668, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_f789c743518debf243f1a7b222f976ca = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ab660865b12d8a01c47104fefea50946 = $(`&lt;div id=\"html_ab660865b12d8a01c47104fefea50946\" style=\"width: 100.0%; height: 100.0%;\"&gt;Washington&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.13%&lt;\/div&gt;`)[0];\n                popup_f789c743518debf243f1a7b222f976ca.setContent(html_ab660865b12d8a01c47104fefea50946);\n            \n        \n\n        circle_marker_dfad324c139df63d0417173f63f28c19.bindPopup(popup_f789c743518debf243f1a7b222f976ca)\n        ;\n\n        \n    \n    \n            circle_marker_dfad324c139df63d0417173f63f28c19.bindTooltip(\n                `&lt;div&gt;\n                     Washington - Male - Avg Percentage: 8.13%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a477a1cdf7d5c2e7c5c2cab43e96ed16 = L.circleMarker(\n                [42.076870469999996, -71.88269067],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8079166666666664, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_fb7ea9c5fb335140ce9b46a0a16441d7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4dd457c6f71a9db24ef20076e6dae828 = $(`&lt;div id=\"html_4dd457c6f71a9db24ef20076e6dae828\" style=\"width: 100.0%; height: 100.0%;\"&gt;Massachusetts&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.08%&lt;\/div&gt;`)[0];\n                popup_fb7ea9c5fb335140ce9b46a0a16441d7.setContent(html_4dd457c6f71a9db24ef20076e6dae828);\n            \n        \n\n        circle_marker_a477a1cdf7d5c2e7c5c2cab43e96ed16.bindPopup(popup_fb7ea9c5fb335140ce9b46a0a16441d7)\n        ;\n\n        \n    \n    \n            circle_marker_a477a1cdf7d5c2e7c5c2cab43e96ed16.bindTooltip(\n                `&lt;div&gt;\n                     Massachusetts - Male - Avg Percentage: 8.08%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7d4974e4e4ed57af1311fe7cee9bff82 = L.circleMarker(\n                [40.285010279999995, -88.79771018],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7958333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_716eaf8bd098bb02be470cf2f713e3d8 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_102d473d358146ddd43af64f0cf9dca8 = $(`&lt;div id=\"html_102d473d358146ddd43af64f0cf9dca8\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Pennsylvania&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.95%&lt;\/div&gt;`)[0];\n                popup_cbd8ba34a1fae6ba20b7fafe718ae633.setContent(html_6b79e27d3bae82c1dc07e867a890884d);\n            \n        \n\n        circle_marker_9551ed3dbcbfcd993d747755190d8407.bindPopup(popup_cbd8ba34a1fae6ba20b7fafe718ae633)\n        ;\n\n        \n    \n    \n            circle_marker_9551ed3dbcbfcd993d747755190d8407.bindTooltip(\n                `&lt;div&gt;\n                     Pennsylvania - Male - Avg Percentage: 7.95%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6ad9aa1ff5783810bed654f2bf9fe761 = L.circleMarker(\n                [41.36266102, -72.44984095],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7670833333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_f84b3563d2c834a62979fda07703544c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f23610f2a636d584b662ce07c6ec53b5 = $(`&lt;div id=\"html_f23610f2a636d584b662ce07c6ec53b5\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Hawaii&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.64%&lt;\/div&gt;`)[0];\n                popup_8951358c29118b6d8bafb7b170e1bb2e.setContent(html_3c237dc7a3a568e358c922cce86f14ee);\n            \n        \n\n        circle_marker_d90856cbc138a8359d6bb1a25617b088.bindPopup(popup_8951358c29118b6d8bafb7b170e1bb2e)\n        ;\n\n        \n    \n    \n            circle_marker_d90856cbc138a8359d6bb1a25617b088.bindTooltip(\n                `&lt;div&gt;\n                     Hawaii - Male - Avg Percentage: 7.64%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_51f5a9766031922ca86faa8885a4e927 = L.circleMarker(\n                [39.09058096, -76.40926010999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7625, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_534fb876332d614ddff1ba5335e2fc32 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c7254321ad84f26186fa5b1f62f2deb8 = $(`&lt;div id=\"html_c7254321ad84f26186fa5b1f62f2deb8\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Delaware&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.54%&lt;\/div&gt;`)[0];\n                popup_e79cffae50ba6de588cb9c786e17b3dc.setContent(html_f2b947f8ea55a5c2561d28cd58b80622);\n            \n        \n\n        circle_marker_1838ee9f86e882bb5890287759a39f84.bindPopup(popup_e79cffae50ba6de588cb9c786e17b3dc)\n        ;\n\n        \n    \n    \n            circle_marker_1838ee9f86e882bb5890287759a39f84.bindTooltip(\n                `&lt;div&gt;\n                     Delaware - Male - Avg Percentage: 7.54%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d13f5c2f5429cd4db53633b47bbf7a9b = L.circleMarker(\n                [64.64507996, -147.522059],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7473913043478262, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_f999525193cb2079b7fbc6c8071fa8f0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e9defe1b7f6abef40e96bd434a522573 = $(`&lt;div id=\"html_e9defe1b7f6abef40e96bd434a522573\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.47%&lt;\/div&gt;`)[0];\n                popup_f999525193cb2079b7fbc6c8071fa8f0.setContent(html_e9defe1b7f6abef40e96bd434a522573);\n            \n        \n\n        circle_marker_d13f5c2f5429cd4db53633b47bbf7a9b.bindPopup(popup_f999525193cb2079b7fbc6c8071fa8f0)\n        ;\n\n        \n    \n    \n            circle_marker_d13f5c2f5429cd4db53633b47bbf7a9b.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Male - Avg Percentage: 7.47%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1a362e99fc24807b830f700dc3ee89a7 = L.circleMarker(\n                [43.035541339999995, -107.9098304],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7374999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_cdceedab9e34b2aaf9b0db973e0c4527 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5ef73a26595476ff81f6003b2c3ff936 = $(`&lt;div id=\"html_5ef73a26595476ff81f6003b2c3ff936\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wyoming&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.37%&lt;\/div&gt;`)[0];\n                popup_cdceedab9e34b2aaf9b0db973e0c4527.setContent(html_5ef73a26595476ff81f6003b2c3ff936);\n            \n        \n\n        circle_marker_1a362e99fc24807b830f700dc3ee89a7.bindPopup(popup_cdceedab9e34b2aaf9b0db973e0c4527)\n        ;\n\n        \n    \n    \n            circle_marker_1a362e99fc24807b830f700dc3ee89a7.bindTooltip(\n                `&lt;div&gt;\n                     Wyoming - Male - Avg Percentage: 7.37%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_34cb05287f18957089a1a022e9fa1fcf = L.circleMarker(\n                [38.147740299999995, -98.00078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7350000000000001, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_1ee2874b1703ccaa7c9d6fcfcaf7695e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8c0ecdefc2bd109f39b0fa3be4f3a615 = $(`&lt;div id=\"html_8c0ecdefc2bd109f39b0fa3be4f3a615\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kansas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.35%&lt;\/div&gt;`)[0];\n                popup_1ee2874b1703ccaa7c9d6fcfcaf7695e.setContent(html_8c0ecdefc2bd109f39b0fa3be4f3a615);\n            \n        \n\n        circle_marker_34cb05287f18957089a1a022e9fa1fcf.bindPopup(popup_1ee2874b1703ccaa7c9d6fcfcaf7695e)\n        ;\n\n        \n    \n    \n            circle_marker_34cb05287f18957089a1a022e9fa1fcf.bindTooltip(\n                `&lt;div&gt;\n                     Kansas - Male - Avg Percentage: 7.35%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b96d35e470be4ec31dd3e21a8101b776 = L.circleMarker(\n                [44.19319117, -89.61637074],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7337499999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_d589e207840488de45e4af6badea2e01 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7c425924b6f57fae839dff7be904f297 = $(`&lt;div id=\"html_7c425924b6f57fae839dff7be904f297\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wisconsin&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.34%&lt;\/div&gt;`)[0];\n                popup_d589e207840488de45e4af6badea2e01.setContent(html_7c425924b6f57fae839dff7be904f297);\n            \n        \n\n        circle_marker_b96d35e470be4ec31dd3e21a8101b776.bindPopup(popup_d589e207840488de45e4af6badea2e01)\n        ;\n\n        \n    \n    \n            circle_marker_b96d35e470be4ec31dd3e21a8101b776.bindTooltip(\n                `&lt;div&gt;\n                     Wisconsin - Male - Avg Percentage: 7.34%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ef93a2a679b4d021248f8b5902f07a38 = L.circleMarker(\n                [37.34268067, -78.25789046],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7191666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_96eefb76490fc48c13b69bd829431f7c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a1f500a3b23079c0ff6dfc34f71e91dc = $(`&lt;div id=\"html_a1f500a3b23079c0ff6dfc34f71e91dc\" style=\"width: 100.0%; height: 100.0%;\"&gt;Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.19%&lt;\/div&gt;`)[0];\n                popup_96eefb76490fc48c13b69bd829431f7c.setContent(html_a1f500a3b23079c0ff6dfc34f71e91dc);\n            \n        \n\n        circle_marker_ef93a2a679b4d021248f8b5902f07a38.bindPopup(popup_96eefb76490fc48c13b69bd829431f7c)\n        ;\n\n        \n    \n    \n            circle_marker_ef93a2a679b4d021248f8b5902f07a38.bindTooltip(\n                `&lt;div&gt;\n                     Virginia - Male - Avg Percentage: 7.19%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_7fc8d90a24fa1692bfc6c420879b1ecd = L.circleMarker(\n                [43.482630009999994, -114.16373],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.715, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_975a6dd49e9f37ca8321985ff5b34deb = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_597c5488c1bfd344e807f7c89ab3b033 = $(`&lt;div id=\"html_597c5488c1bfd344e807f7c89ab3b033\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 6.88%&lt;\/div&gt;`)[0];\n                popup_93b880a83ef6f6e8dc49c77483faea86.setContent(html_4d7fdb9ec2e9c7b8c36816b7ab4d22d1);\n            \n        \n\n        circle_marker_a073fddbef37dc5b96b07a3bdb923ad3.bindPopup(popup_93b880a83ef6f6e8dc49c77483faea86)\n        ;\n\n        \n    \n    \n            circle_marker_a073fddbef37dc5b96b07a3bdb923ad3.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Male - Avg Percentage: 6.88%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a51b50258eb38b0cee984a72eea4d98c = L.circleMarker(\n                [39.16070017, -111.38713059999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.6791666666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_2627998ce8a453267ad412944efc95f9);\n        \n    \n        var popup_cf74800ba47e94eeaaf94f36a99fcb24 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0a62b20f55c7fc92f312c8c425cd4b12 = $(`&lt;div id=\"html_0a62b20f55c7fc92f312c8c425cd4b12\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Texas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 14.02%&lt;\/div&gt;`)[0];\n                popup_ff28084820b49ff5f1ca39ffca31af94.setContent(html_9b94d46dec89ef6a6f315bf96840478a);\n            \n        \n\n        circle_marker_a63f610fc89b6baf0224e26d05bce2cc.bindPopup(popup_ff28084820b49ff5f1ca39ffca31af94)\n        ;\n\n        \n    \n    \n            circle_marker_a63f610fc89b6baf0224e26d05bce2cc.bindTooltip(\n                `&lt;div&gt;\n                     Texas - Female - Avg Percentage: 14.02%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1a0a363d2f2a3666784f934e9e92a88d = L.circleMarker(\n                [31.51266064, -92.64568007],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.393333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_e4cf6ca44a09aa3a3b4b6aab6be63d44 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4e67695a350297924020352b7cec9460 = $(`&lt;div id=\"html_4e67695a350297924020352b7cec9460\" style=\"width: 100.0%; height: 100.0%;\"&gt;Louisiana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.93%&lt;\/div&gt;`)[0];\n                popup_e4cf6ca44a09aa3a3b4b6aab6be63d44.setContent(html_4e67695a350297924020352b7cec9460);\n            \n        \n\n        circle_marker_1a0a363d2f2a3666784f934e9e92a88d.bindPopup(popup_e4cf6ca44a09aa3a3b4b6aab6be63d44)\n        ;\n\n        \n    \n    \n            circle_marker_1a0a363d2f2a3666784f934e9e92a88d.bindTooltip(\n                `&lt;div&gt;\n                     Louisiana - Female - Avg Percentage: 13.93%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_369b7bbeb9e77468ac113e147609f253 = L.circleMarker(\n                [32.64057112, -86.43186075999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3599999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_a9e94f2004af8977906ed11cb7f93df4 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_57be6607cd2ef14fa1c47517f49b6058 = $(`&lt;div id=\"html_57be6607cd2ef14fa1c47517f49b6058\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alabama&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 13.60%&lt;\/div&gt;`)[0];\n                popup_a9e94f2004af8977906ed11cb7f93df4.setContent(html_57be6607cd2ef14fa1c47517f49b6058);\n            \n        \n\n        circle_marker_369b7bbeb9e77468ac113e147609f253.bindPopup(popup_a9e94f2004af8977906ed11cb7f93df4)\n        ;\n\n        \n    \n    \n            circle_marker_369b7bbeb9e77468ac113e147609f253.bindTooltip(\n                `&lt;div&gt;\n                     Alabama - Male - Avg Percentage: 13.60%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_fd8d4746dab410e345f9b1e5e2cf46af = L.circleMarker(\n                [34.94865012, -92.47449074000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.358888888888889, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_e873725935e88fe0d3a1e04357a7d7b7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_510ed7f309fd0c5f7801756420be6387 = $(`&lt;div id=\"html_510ed7f309fd0c5f7801756420be6387\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arkansas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.59%&lt;\/div&gt;`)[0];\n                popup_e873725935e88fe0d3a1e04357a7d7b7.setContent(html_510ed7f309fd0c5f7801756420be6387);\n            \n        \n\n        circle_marker_fd8d4746dab410e345f9b1e5e2cf46af.bindPopup(popup_e873725935e88fe0d3a1e04357a7d7b7)\n        ;\n\n        \n    \n    \n            circle_marker_fd8d4746dab410e345f9b1e5e2cf46af.bindTooltip(\n                `&lt;div&gt;\n                     Arkansas - Female - Avg Percentage: 13.59%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6b3a354ebc514bfced9e9d319b8ed5ff = L.circleMarker(\n                [34.320880949999996, -106.040581],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3577777777777775, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_4d9929a908944268521ed260cf3e5aed = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_aa9bfbfca8b0c9600ae79a98725b476e = $(`&lt;div id=\"html_aa9bfbfca8b0c9600ae79a98725b476e\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Mexico&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 13.58%&lt;\/div&gt;`)[0];\n                popup_4d9929a908944268521ed260cf3e5aed.setContent(html_aa9bfbfca8b0c9600ae79a98725b476e);\n            \n        \n\n        circle_marker_6b3a354ebc514bfced9e9d319b8ed5ff.bindPopup(popup_4d9929a908944268521ed260cf3e5aed)\n        ;\n\n        \n    \n    \n            circle_marker_6b3a354ebc514bfced9e9d319b8ed5ff.bindTooltip(\n                `&lt;div&gt;\n                     New Mexico - Male - Avg Percentage: 13.58%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_53f69ef2e0fbfa6324420de6a86d8598 = L.circleMarker(\n                [32.639681089999996, -83.42758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3533333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_485866c1e136f0c334ea69bf4b014f24 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_07d56923105d33f56e8cd6d749ee1155 = $(`&lt;div id=\"html_07d56923105d33f56e8cd6d749ee1155\" style=\"width: 100.0%; height: 100.0%;\"&gt;Georgia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 13.53%&lt;\/div&gt;`)[0];\n                popup_485866c1e136f0c334ea69bf4b014f24.setContent(html_07d56923105d33f56e8cd6d749ee1155);\n            \n        \n\n        circle_marker_53f69ef2e0fbfa6324420de6a86d8598.bindPopup(popup_485866c1e136f0c334ea69bf4b014f24)\n        ;\n\n        \n    \n    \n            circle_marker_53f69ef2e0fbfa6324420de6a86d8598.bindTooltip(\n                `&lt;div&gt;\n                     Georgia - Male - Avg Percentage: 13.53%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8e79a8ff0aa70bb2dc53d524f24fb349 = L.circleMarker(\n                [35.06597028, -111.9638113],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3425000000000002, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_4990d8c7801a248ad8195cbea44d4146 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_cfc4b561479b6717444d633beccdac10 = $(`&lt;div id=\"html_cfc4b561479b6717444d633beccdac10\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arizona&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.43%&lt;\/div&gt;`)[0];\n                popup_4990d8c7801a248ad8195cbea44d4146.setContent(html_cfc4b561479b6717444d633beccdac10);\n            \n        \n\n        circle_marker_8e79a8ff0aa70bb2dc53d524f24fb349.bindPopup(popup_4990d8c7801a248ad8195cbea44d4146)\n        ;\n\n        \n    \n    \n            circle_marker_8e79a8ff0aa70bb2dc53d524f24fb349.bindTooltip(\n                `&lt;div&gt;\n                     Arizona - Female - Avg Percentage: 13.43%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c0dcc4916bce9cec0113c6954bf446a6 = L.circleMarker(\n                [35.672031360000005, -97.72107021000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3299999999999998, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_8b51655b73d5569ca2a1cc0630bd87ed = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_eddc75e95461203c4d7764ca0f45accf = $(`&lt;div id=\"html_eddc75e95461203c4d7764ca0f45accf\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oklahoma&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.30%&lt;\/div&gt;`)[0];\n                popup_8b51655b73d5569ca2a1cc0630bd87ed.setContent(html_eddc75e95461203c4d7764ca0f45accf);\n            \n        \n\n        circle_marker_c0dcc4916bce9cec0113c6954bf446a6.bindPopup(popup_8b51655b73d5569ca2a1cc0630bd87ed)\n        ;\n\n        \n    \n    \n            circle_marker_c0dcc4916bce9cec0113c6954bf446a6.bindTooltip(\n                `&lt;div&gt;\n                     Oklahoma - Female - Avg Percentage: 13.30%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_fc2cf5c917dc8e5f046622afef2b6cc6 = L.circleMarker(\n                [32.545510099999994, -89.33803082],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3266666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_8b42279c352ced3ce8b5eec11d00b3b6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b472ffc7c7cb8a5c8aa7cb72ca054cf8 = $(`&lt;div id=\"html_b472ffc7c7cb8a5c8aa7cb72ca054cf8\" style=\"width: 100.0%; height: 100.0%;\"&gt;Mississippi&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 13.27%&lt;\/div&gt;`)[0];\n                popup_8b42279c352ced3ce8b5eec11d00b3b6.setContent(html_b472ffc7c7cb8a5c8aa7cb72ca054cf8);\n            \n        \n\n        circle_marker_fc2cf5c917dc8e5f046622afef2b6cc6.bindPopup(popup_8b42279c352ced3ce8b5eec11d00b3b6)\n        ;\n\n        \n    \n    \n            circle_marker_fc2cf5c917dc8e5f046622afef2b6cc6.bindTooltip(\n                `&lt;div&gt;\n                     Mississippi - Male - Avg Percentage: 13.27%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e506225da9fc804cd637307e5b8ca802 = L.circleMarker(\n                [38.643840759999996, -105.93361089999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3122222222222224, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_ee968fe7164c45438f7205df82d0df7e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_64060dae645bbb37a126137afafd63df = $(`&lt;div id=\"html_64060dae645bbb37a126137afafd63df\" style=\"width: 100.0%; height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 13.12%&lt;\/div&gt;`)[0];\n                popup_ee968fe7164c45438f7205df82d0df7e.setContent(html_64060dae645bbb37a126137afafd63df);\n            \n        \n\n        circle_marker_e506225da9fc804cd637307e5b8ca802.bindPopup(popup_ee968fe7164c45438f7205df82d0df7e)\n        ;\n\n        \n    \n    \n            circle_marker_e506225da9fc804cd637307e5b8ca802.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Male - Avg Percentage: 13.12%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2bc38c3138833011532cac01329fe068 = L.circleMarker(\n                [29.13204038, -82.12896054000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3108333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_21a4f0c6cb94769399327b3dc5d2447e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_98661317f572d2e78dacbeb1f090fe82 = $(`&lt;div id=\"html_98661317f572d2e78dacbeb1f090fe82\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.11%&lt;\/div&gt;`)[0];\n                popup_21a4f0c6cb94769399327b3dc5d2447e.setContent(html_98661317f572d2e78dacbeb1f090fe82);\n            \n        \n\n        circle_marker_2bc38c3138833011532cac01329fe068.bindPopup(popup_21a4f0c6cb94769399327b3dc5d2447e)\n        ;\n\n        \n    \n    \n            circle_marker_2bc38c3138833011532cac01329fe068.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Female - Avg Percentage: 13.11%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0d0c72757ea2cddc5834483d812e913a = L.circleMarker(\n                [32.9455101, -89.73803082],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.3080000000000003, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_ab2738f66c664257d130ec6c590bcf4e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e570c6532f81933129f71906b48f7c36 = $(`&lt;div id=\"html_e570c6532f81933129f71906b48f7c36\" style=\"width: 100.0%; height: 100.0%;\"&gt;Mississippi&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 13.08%&lt;\/div&gt;`)[0];\n                popup_ab2738f66c664257d130ec6c590bcf4e.setContent(html_e570c6532f81933129f71906b48f7c36);\n            \n        \n\n        circle_marker_0d0c72757ea2cddc5834483d812e913a.bindPopup(popup_ab2738f66c664257d130ec6c590bcf4e)\n        ;\n\n        \n    \n    \n            circle_marker_0d0c72757ea2cddc5834483d812e913a.bindTooltip(\n                `&lt;div&gt;\n                     Mississippi - Female - Avg Percentage: 13.08%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1d2bbeab14a45590ed76a9f857934890 = L.circleMarker(\n                [34.665970279999996, -111.5638113],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2916666666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_2238122821c2f5876bb75b0d2243f173 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f984d97ed945055126199bb1b6a3b512 = $(`&lt;div id=\"html_f984d97ed945055126199bb1b6a3b512\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arizona&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 12.92%&lt;\/div&gt;`)[0];\n                popup_2238122821c2f5876bb75b0d2243f173.setContent(html_f984d97ed945055126199bb1b6a3b512);\n            \n        \n\n        circle_marker_1d2bbeab14a45590ed76a9f857934890.bindPopup(popup_2238122821c2f5876bb75b0d2243f173)\n        ;\n\n        \n    \n    \n            circle_marker_1d2bbeab14a45590ed76a9f857934890.bindTooltip(\n                `&lt;div&gt;\n                     Arizona - Male - Avg Percentage: 12.92%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_72d37ece7b42d205b04b32742d0e7294 = L.circleMarker(\n                [34.54865012, -92.07449074],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2833333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_513557b5f3e6b279138997fb749c3206 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ddc00e19518f85ed8088184d41911e1a = $(`&lt;div id=\"html_ddc00e19518f85ed8088184d41911e1a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Arkansas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 12.83%&lt;\/div&gt;`)[0];\n                popup_513557b5f3e6b279138997fb749c3206.setContent(html_ddc00e19518f85ed8088184d41911e1a);\n            \n        \n\n        circle_marker_72d37ece7b42d205b04b32742d0e7294.bindPopup(popup_513557b5f3e6b279138997fb749c3206)\n        ;\n\n        \n    \n    \n            circle_marker_72d37ece7b42d205b04b32742d0e7294.bindTooltip(\n                `&lt;div&gt;\n                     Arkansas - Male - Avg Percentage: 12.83%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5aaaf6fe80181e376d54a3b53d5e31f2 = L.circleMarker(\n                [34.72088095, -106.44058100000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2644444444444445, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_b42a342342ccd2b768105a5548b28ce6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_873fe67b9ae39097e78b5d7155be60dc = $(`&lt;div id=\"html_873fe67b9ae39097e78b5d7155be60dc\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Mexico&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.64%&lt;\/div&gt;`)[0];\n                popup_b42a342342ccd2b768105a5548b28ce6.setContent(html_873fe67b9ae39097e78b5d7155be60dc);\n            \n        \n\n        circle_marker_5aaaf6fe80181e376d54a3b53d5e31f2.bindPopup(popup_b42a342342ccd2b768105a5548b28ce6)\n        ;\n\n        \n    \n    \n            circle_marker_5aaaf6fe80181e376d54a3b53d5e31f2.bindTooltip(\n                `&lt;div&gt;\n                     New Mexico - Female - Avg Percentage: 12.64%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c0bb13504df4d855aa14f73149073aaf = L.circleMarker(\n                [39.04384076, -106.3336109],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2533333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_73d2708196a5e89722730c15e9ba8ef4 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2db535ff35ca91fa9256dc6ddd4a09e5 = $(`&lt;div id=\"html_2db535ff35ca91fa9256dc6ddd4a09e5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Colorado&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.53%&lt;\/div&gt;`)[0];\n                popup_73d2708196a5e89722730c15e9ba8ef4.setContent(html_2db535ff35ca91fa9256dc6ddd4a09e5);\n            \n        \n\n        circle_marker_c0bb13504df4d855aa14f73149073aaf.bindPopup(popup_73d2708196a5e89722730c15e9ba8ef4)\n        ;\n\n        \n    \n    \n            circle_marker_c0bb13504df4d855aa14f73149073aaf.bindTooltip(\n                `&lt;div&gt;\n                     Colorado - Female - Avg Percentage: 12.53%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1f577d0f98c686c57a9b9ee2fc0e0868 = L.circleMarker(\n                [41.50828019, -71.32247031],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.245, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_2c87afa3196f3ff27e266a0702df91b2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1bd97d5aff4cfaa2bd68fa4af865f4a4 = $(`&lt;div id=\"html_1bd97d5aff4cfaa2bd68fa4af865f4a4\" style=\"width: 100.0%; height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 12.45%&lt;\/div&gt;`)[0];\n                popup_2c87afa3196f3ff27e266a0702df91b2.setContent(html_1bd97d5aff4cfaa2bd68fa4af865f4a4);\n            \n        \n\n        circle_marker_1f577d0f98c686c57a9b9ee2fc0e0868.bindPopup(popup_2c87afa3196f3ff27e266a0702df91b2)\n        ;\n\n        \n    \n    \n            circle_marker_1f577d0f98c686c57a9b9ee2fc0e0868.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Male - Avg Percentage: 12.45%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_97fc17c823872c0f48dcd0f4b2e3cefa = L.circleMarker(\n                [33.7988213, -80.84537121],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2308333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_341fa2e82f04bb712985a8867420f34a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f9e894ab45eedb46b22fabdc513ee0dd = $(`&lt;div id=\"html_f9e894ab45eedb46b22fabdc513ee0dd\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Carolina&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 12.31%&lt;\/div&gt;`)[0];\n                popup_341fa2e82f04bb712985a8867420f34a.setContent(html_f9e894ab45eedb46b22fabdc513ee0dd);\n            \n        \n\n        circle_marker_97fc17c823872c0f48dcd0f4b2e3cefa.bindPopup(popup_341fa2e82f04bb712985a8867420f34a)\n        ;\n\n        \n    \n    \n            circle_marker_97fc17c823872c0f48dcd0f4b2e3cefa.bindTooltip(\n                `&lt;div&gt;\n                     South Carolina - Male - Avg Percentage: 12.31%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d08f463d93cf62e93dcaac4eac4c50e1 = L.circleMarker(\n                [33.03968109, -83.82758035],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2293333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_351da846491cd29bbc68d73f5d914791 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1dab8bc4054898d50319b9f449b7635b = $(`&lt;div id=\"html_1dab8bc4054898d50319b9f449b7635b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Georgia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.29%&lt;\/div&gt;`)[0];\n                popup_351da846491cd29bbc68d73f5d914791.setContent(html_1dab8bc4054898d50319b9f449b7635b);\n            \n        \n\n        circle_marker_d08f463d93cf62e93dcaac4eac4c50e1.bindPopup(popup_351da846491cd29bbc68d73f5d914791)\n        ;\n\n        \n    \n    \n            circle_marker_d08f463d93cf62e93dcaac4eac4c50e1.bindTooltip(\n                `&lt;div&gt;\n                     Georgia - Female - Avg Percentage: 12.29%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_edfbace5771b6fe1d06eee0d02d12938 = L.circleMarker(\n                [38.4655102, -80.51264013],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2266666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_e20fa5463aac9b7f8a481ad6076611f9 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_14d185728d1fa2ebf00d297fbf93e8df = $(`&lt;div id=\"html_14d185728d1fa2ebf00d297fbf93e8df\" style=\"width: 100.0%; height: 100.0%;\"&gt;West Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 12.27%&lt;\/div&gt;`)[0];\n                popup_e20fa5463aac9b7f8a481ad6076611f9.setContent(html_14d185728d1fa2ebf00d297fbf93e8df);\n            \n        \n\n        circle_marker_edfbace5771b6fe1d06eee0d02d12938.bindPopup(popup_e20fa5463aac9b7f8a481ad6076611f9)\n        ;\n\n        \n    \n    \n            circle_marker_edfbace5771b6fe1d06eee0d02d12938.bindTooltip(\n                `&lt;div&gt;\n                     West Virginia - Male - Avg Percentage: 12.27%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_19b36174e8d6ba096438fc11fb0a839d = L.circleMarker(\n                [31.627240410000002, -99.22677021],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2158333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_51707dc77a63c5763450a1b26ab26fdf = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5b15476c56e23416037ba365daabfd32 = $(`&lt;div id=\"html_5b15476c56e23416037ba365daabfd32\" style=\"width: 100.0%; height: 100.0%;\"&gt;Texas&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 12.16%&lt;\/div&gt;`)[0];\n                popup_51707dc77a63c5763450a1b26ab26fdf.setContent(html_5b15476c56e23416037ba365daabfd32);\n            \n        \n\n        circle_marker_19b36174e8d6ba096438fc11fb0a839d.bindPopup(popup_51707dc77a63c5763450a1b26ab26fdf)\n        ;\n\n        \n    \n    \n            circle_marker_19b36174e8d6ba096438fc11fb0a839d.bindTooltip(\n                `&lt;div&gt;\n                     Texas - Male - Avg Percentage: 12.16%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_211c5693fa995f9e5bf535c41aef3a0d = L.circleMarker(\n                [39.560700170000004, -111.7871306],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2066666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_aca2a00ec3744424516780736bf0eed3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_6e55f698091a140ae919050391ac4aee = $(`&lt;div id=\"html_6e55f698091a140ae919050391ac4aee\" style=\"width: 100.0%; height: 100.0%;\"&gt;Utah&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.07%&lt;\/div&gt;`)[0];\n                popup_aca2a00ec3744424516780736bf0eed3.setContent(html_6e55f698091a140ae919050391ac4aee);\n            \n        \n\n        circle_marker_211c5693fa995f9e5bf535c41aef3a0d.bindPopup(popup_aca2a00ec3744424516780736bf0eed3)\n        ;\n\n        \n    \n    \n            circle_marker_211c5693fa995f9e5bf535c41aef3a0d.bindTooltip(\n                `&lt;div&gt;\n                     Utah - Female - Avg Percentage: 12.07%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_33de1205dcc0c70c52073fae7a420f31 = L.circleMarker(\n                [39.107192000000005, -77.23687100000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2066666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_01b5162bd3f9075733432fea562302e9 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f2edb188e540ce48df6048bff4b4030b = $(`&lt;div id=\"html_f2edb188e540ce48df6048bff4b4030b\" style=\"width: 100.0%; height: 100.0%;\"&gt;District of Columbia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.07%&lt;\/div&gt;`)[0];\n                popup_01b5162bd3f9075733432fea562302e9.setContent(html_f2edb188e540ce48df6048bff4b4030b);\n            \n        \n\n        circle_marker_33de1205dcc0c70c52073fae7a420f31.bindPopup(popup_01b5162bd3f9075733432fea562302e9)\n        ;\n\n        \n    \n    \n            circle_marker_33de1205dcc0c70c52073fae7a420f31.bindTooltip(\n                `&lt;div&gt;\n                     District of Columbia - Female - Avg Percentage: 12.07%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f7d76c860cf79a6bc140721605cee90e = L.circleMarker(\n                [44.36744942, -119.9550313],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2029629629629632, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_56a86fd4d2195f97167dd0c435efcfcd = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_36bcff490afd645587fc8f88f724779d = $(`&lt;div id=\"html_36bcff490afd645587fc8f88f724779d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 12.03%&lt;\/div&gt;`)[0];\n                popup_56a86fd4d2195f97167dd0c435efcfcd.setContent(html_36bcff490afd645587fc8f88f724779d);\n            \n        \n\n        circle_marker_f7d76c860cf79a6bc140721605cee90e.bindPopup(popup_56a86fd4d2195f97167dd0c435efcfcd)\n        ;\n\n        \n    \n    \n            circle_marker_f7d76c860cf79a6bc140721605cee90e.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Male - Avg Percentage: 12.03%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a1899272ac98f589b59a50445c3f1447 = L.circleMarker(\n                [38.8655102, -80.91264013],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.2022222222222223, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_3cb87fe1fa138087439ea541d0be5ee7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1a19ca9e803453a10cfae791070c2d1b = $(`&lt;div id=\"html_1a19ca9e803453a10cfae791070c2d1b\" style=\"width: 100.0%; height: 100.0%;\"&gt;West Virginia&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 12.02%&lt;\/div&gt;`)[0];\n                popup_3cb87fe1fa138087439ea541d0be5ee7.setContent(html_1a19ca9e803453a10cfae791070c2d1b);\n            \n        \n\n        circle_marker_a1899272ac98f589b59a50445c3f1447.bindPopup(popup_3cb87fe1fa138087439ea541d0be5ee7)\n        ;\n\n        \n    \n    \n            circle_marker_a1899272ac98f589b59a50445c3f1447.bindTooltip(\n                `&lt;div&gt;\n                     West Virginia - Female - Avg Percentage: 12.02%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_295c2fc36fa691f6efc437675bd42e35 = L.circleMarker(\n                [37.44597027, -84.57497105],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.191111111111111, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_f1f37f9b589f4c01b74fcd501d9fe3ef = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4dde7c21d2b68ce7ed57051379117048 = $(`&lt;div id=\"html_4dde7c21d2b68ce7ed57051379117048\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kentucky&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.91%&lt;\/div&gt;`)[0];\n                popup_f1f37f9b589f4c01b74fcd501d9fe3ef.setContent(html_4dde7c21d2b68ce7ed57051379117048);\n            \n        \n\n        circle_marker_295c2fc36fa691f6efc437675bd42e35.bindPopup(popup_f1f37f9b589f4c01b74fcd501d9fe3ef)\n        ;\n\n        \n    \n    \n            circle_marker_295c2fc36fa691f6efc437675bd42e35.bindTooltip(\n                `&lt;div&gt;\n                     Kentucky - Male - Avg Percentage: 11.91%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_41f574e415413a2430c422a8d25f8cfc = L.circleMarker(\n                [38.707192, -76.836871],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.188, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_11b7620475f1ab483f2697a02277dd59 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_76afd46c017a909f0803bdc359e433ca = $(`&lt;div id=\"html_76afd46c017a909f0803bdc359e433ca\" style=\"width: 100.0%; height: 100.0%;\"&gt;District of Columbia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.88%&lt;\/div&gt;`)[0];\n                popup_11b7620475f1ab483f2697a02277dd59.setContent(html_76afd46c017a909f0803bdc359e433ca);\n            \n        \n\n        circle_marker_41f574e415413a2430c422a8d25f8cfc.bindPopup(popup_11b7620475f1ab483f2697a02277dd59)\n        ;\n\n        \n    \n    \n            circle_marker_41f574e415413a2430c422a8d25f8cfc.bindTooltip(\n                `&lt;div&gt;\n                     District of Columbia - Male - Avg Percentage: 11.88%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_39d4988b980e5d84e3d1699706fd9508 = L.circleMarker(\n                [37.84597027, -84.97497105000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1844444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_3076437ee8d0f56face2bb9de839faf6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_cdd63e54da12c5982db0f5de258495e8 = $(`&lt;div id=\"html_cdd63e54da12c5982db0f5de258495e8\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kentucky&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.84%&lt;\/div&gt;`)[0];\n                popup_3076437ee8d0f56face2bb9de839faf6.setContent(html_cdd63e54da12c5982db0f5de258495e8);\n            \n        \n\n        circle_marker_39d4988b980e5d84e3d1699706fd9508.bindPopup(popup_3076437ee8d0f56face2bb9de839faf6)\n        ;\n\n        \n    \n    \n            circle_marker_39d4988b980e5d84e3d1699706fd9508.bindTooltip(\n                `&lt;div&gt;\n                     Kentucky - Female - Avg Percentage: 11.84%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6fca36897c8f7ab1572f20adfb90944f = L.circleMarker(\n                [44.46131954, -84.51439026999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1829166666666668, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_667d954dc72cab9e22f7e5dfb133f0e6 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d48def78b3f4661bb4f49150909a8393 = $(`&lt;div id=\"html_d48def78b3f4661bb4f49150909a8393\" style=\"width: 100.0%; height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.83%&lt;\/div&gt;`)[0];\n                popup_667d954dc72cab9e22f7e5dfb133f0e6.setContent(html_d48def78b3f4661bb4f49150909a8393);\n            \n        \n\n        circle_marker_6fca36897c8f7ab1572f20adfb90944f.bindPopup(popup_667d954dc72cab9e22f7e5dfb133f0e6)\n        ;\n\n        \n    \n    \n            circle_marker_6fca36897c8f7ab1572f20adfb90944f.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Male - Avg Percentage: 11.83%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_14b9c22275d0e24e83b274f12217ec06 = L.circleMarker(\n                [39.86021014, -82.20426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1755555555555555, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_7452ba576c278ecb22a5d7d78fee763b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_68bc09c0222da8fd38cd1aecbc39fd98 = $(`&lt;div id=\"html_68bc09c0222da8fd38cd1aecbc39fd98\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Maryland&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.65%&lt;\/div&gt;`)[0];\n                popup_5c4663d7ce66eb8016a79e3d77143d61.setContent(html_93485a500a003fef69fde2bb7b63a6e1);\n            \n        \n\n        circle_marker_3d949136a35bb8e8f1f7f6c7eb3b8bac.bindPopup(popup_5c4663d7ce66eb8016a79e3d77143d61)\n        ;\n\n        \n    \n    \n            circle_marker_3d949136a35bb8e8f1f7f6c7eb3b8bac.bindTooltip(\n                `&lt;div&gt;\n                     Maryland - Female - Avg Percentage: 11.65%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6b46671e1a23eb5fd20816c8f0c0ea75 = L.circleMarker(\n                [39.96691045, -86.34996019],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1583333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_ed4200c6dfe88d29142478fa38fa8b3e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d931743d0fc72a4a360216b97a5add35 = $(`&lt;div id=\"html_d931743d0fc72a4a360216b97a5add35\" style=\"width: 100.0%; height: 100.0%;\"&gt;Indiana&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.58%&lt;\/div&gt;`)[0];\n                popup_ed4200c6dfe88d29142478fa38fa8b3e.setContent(html_d931743d0fc72a4a360216b97a5add35);\n            \n        \n\n        circle_marker_6b46671e1a23eb5fd20816c8f0c0ea75.bindPopup(popup_ed4200c6dfe88d29142478fa38fa8b3e)\n        ;\n\n        \n    \n    \n            circle_marker_6b46671e1a23eb5fd20816c8f0c0ea75.bindTooltip(\n                `&lt;div&gt;\n                     Indiana - Female - Avg Percentage: 11.58%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e0237c2a25502acea6c25988c7178129 = L.circleMarker(\n                [42.66940091, -94.01649056000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1575000000000002, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_239375a7744b128356024ddb7fe19fe3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b49e760e408ff8b3d3e9ec32297785b3 = $(`&lt;div id=\"html_b49e760e408ff8b3d3e9ec32297785b3\" style=\"width: 100.0%; height: 100.0%;\"&gt;Iowa&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.58%&lt;\/div&gt;`)[0];\n                popup_239375a7744b128356024ddb7fe19fe3.setContent(html_b49e760e408ff8b3d3e9ec32297785b3);\n            \n        \n\n        circle_marker_e0237c2a25502acea6c25988c7178129.bindPopup(popup_239375a7744b128356024ddb7fe19fe3)\n        ;\n\n        \n    \n    \n            circle_marker_e0237c2a25502acea6c25988c7178129.bindTooltip(\n                `&lt;div&gt;\n                     Iowa - Female - Avg Percentage: 11.58%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a8be250fbab42d41d6fa2d0aa9eb6c62 = L.circleMarker(\n                [44.767449420000005, -120.35503130000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1570370370370369, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_b344c23093a2a6be4b0b891c3ae085f8 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f34f2e0d387996666736a3a038f42255 = $(`&lt;div id=\"html_f34f2e0d387996666736a3a038f42255\" style=\"width: 100.0%; height: 100.0%;\"&gt;Oregon&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.57%&lt;\/div&gt;`)[0];\n                popup_b344c23093a2a6be4b0b891c3ae085f8.setContent(html_f34f2e0d387996666736a3a038f42255);\n            \n        \n\n        circle_marker_a8be250fbab42d41d6fa2d0aa9eb6c62.bindPopup(popup_b344c23093a2a6be4b0b891c3ae085f8)\n        ;\n\n        \n    \n    \n            circle_marker_a8be250fbab42d41d6fa2d0aa9eb6c62.bindTooltip(\n                `&lt;div&gt;\n                     Oregon - Female - Avg Percentage: 11.57%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_fbe0a407c8e2c2ebe858d0ac33274105 = L.circleMarker(\n                [43.482630009999994, -114.16373],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1558333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_30e414eb897e2b0d8e2806d845f59f5f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_e1c61e5b572728da79086d984c73c131 = $(`&lt;div id=\"html_e1c61e5b572728da79086d984c73c131\" style=\"width: 100.0%; height: 100.0%;\"&gt;Idaho&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.56%&lt;\/div&gt;`)[0];\n                popup_30e414eb897e2b0d8e2806d845f59f5f.setContent(html_e1c61e5b572728da79086d984c73c131);\n            \n        \n\n        circle_marker_fbe0a407c8e2c2ebe858d0ac33274105.bindPopup(popup_30e414eb897e2b0d8e2806d845f59f5f)\n        ;\n\n        \n    \n    \n            circle_marker_fbe0a407c8e2c2ebe858d0ac33274105.bindTooltip(\n                `&lt;div&gt;\n                     Idaho - Male - Avg Percentage: 11.56%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_059a2fa24a9ead53180624b457929b36 = L.circleMarker(\n                [44.861319540000004, -84.91439027],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1541666666666663, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_166a8c9151a6ee96ac08208f2ebade5b = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_28b4d8a4dca21abef9bc6478aa9290dc = $(`&lt;div id=\"html_28b4d8a4dca21abef9bc6478aa9290dc\" style=\"width: 100.0%; height: 100.0%;\"&gt;Michigan&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.54%&lt;\/div&gt;`)[0];\n                popup_166a8c9151a6ee96ac08208f2ebade5b.setContent(html_28b4d8a4dca21abef9bc6478aa9290dc);\n            \n        \n\n        circle_marker_059a2fa24a9ead53180624b457929b36.bindPopup(popup_166a8c9151a6ee96ac08208f2ebade5b)\n        ;\n\n        \n    \n    \n            circle_marker_059a2fa24a9ead53180624b457929b36.bindTooltip(\n                `&lt;div&gt;\n                     Michigan - Female - Avg Percentage: 11.54%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_51c3dbeb91780870776334fe4c540349 = L.circleMarker(\n                [40.59373015, -77.66070029],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.14, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_93022c967997256de4ffc9acdba4658e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_426f4a5ebdbfb46d47f751c5596d2d56 = $(`&lt;div id=\"html_426f4a5ebdbfb46d47f751c5596d2d56\" style=\"width: 100.0%; height: 100.0%;\"&gt;Pennsylvania&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.40%&lt;\/div&gt;`)[0];\n                popup_93022c967997256de4ffc9acdba4658e.setContent(html_426f4a5ebdbfb46d47f751c5596d2d56);\n            \n        \n\n        circle_marker_51c3dbeb91780870776334fe4c540349.bindPopup(popup_93022c967997256de4ffc9acdba4658e)\n        ;\n\n        \n    \n    \n            circle_marker_51c3dbeb91780870776334fe4c540349.bindTooltip(\n                `&lt;div&gt;\n                     Pennsylvania - Male - Avg Percentage: 11.40%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_de067f173f190b239de5de9a7217049e = L.circleMarker(\n                [46.86652897, -109.2244206],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.14, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_19b2f59e3a95bbe2ba9ea4f954a98cd8 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_aa88d3b362e1dcffc103484ef700491e = $(`&lt;div id=\"html_aa88d3b362e1dcffc103484ef700491e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Montana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.40%&lt;\/div&gt;`)[0];\n                popup_19b2f59e3a95bbe2ba9ea4f954a98cd8.setContent(html_aa88d3b362e1dcffc103484ef700491e);\n            \n        \n\n        circle_marker_de067f173f190b239de5de9a7217049e.bindPopup(popup_19b2f59e3a95bbe2ba9ea4f954a98cd8)\n        ;\n\n        \n    \n    \n            circle_marker_de067f173f190b239de5de9a7217049e.bindTooltip(\n                `&lt;div&gt;\n                     Montana - Male - Avg Percentage: 11.40%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2453001abf100b5c1ea8152b81b3996a = L.circleMarker(\n                [39.16070017, -111.38713059999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.139047619047619, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_537af9e15ca906e115a86ad20030efb1 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_991fca3af3a22645a47643ef50e35cb6 = $(`&lt;div id=\"html_991fca3af3a22645a47643ef50e35cb6\" style=\"width: 100.0%; height: 100.0%;\"&gt;Utah&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.39%&lt;\/div&gt;`)[0];\n                popup_537af9e15ca906e115a86ad20030efb1.setContent(html_991fca3af3a22645a47643ef50e35cb6);\n            \n        \n\n        circle_marker_2453001abf100b5c1ea8152b81b3996a.bindPopup(popup_537af9e15ca906e115a86ad20030efb1)\n        ;\n\n        \n    \n    \n            circle_marker_2453001abf100b5c1ea8152b81b3996a.bindTooltip(\n                `&lt;div&gt;\n                     Utah - Male - Avg Percentage: 11.39%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_475d461b27799165d1a3e0b31a864d7e = L.circleMarker(\n                [38.5477403, -98.40078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1344444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_ab09df6dc1045ddd028da5b111aeef82 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3c0802e73f03931ce27b499543800320 = $(`&lt;div id=\"html_3c0802e73f03931ce27b499543800320\" style=\"width: 100.0%; height: 100.0%;\"&gt;Kansas&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.34%&lt;\/div&gt;`)[0];\n                popup_ab09df6dc1045ddd028da5b111aeef82.setContent(html_3c0802e73f03931ce27b499543800320);\n            \n        \n\n        circle_marker_475d461b27799165d1a3e0b31a864d7e.bindPopup(popup_ab09df6dc1045ddd028da5b111aeef82)\n        ;\n\n        \n    \n    \n            circle_marker_475d461b27799165d1a3e0b31a864d7e.bindTooltip(\n                `&lt;div&gt;\n                     Kansas - Female - Avg Percentage: 11.34%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_249463291ef93c7a12a8086b02c7e7fc = L.circleMarker(\n                [34.198821300000006, -81.24537121],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1233333333333335, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_53ea8a1cb968adaca689e0a7c4ea96fd = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3c55971729edb12266311c2cdff913f1 = $(`&lt;div id=\"html_3c55971729edb12266311c2cdff913f1\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Carolina&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 11.23%&lt;\/div&gt;`)[0];\n                popup_53ea8a1cb968adaca689e0a7c4ea96fd.setContent(html_3c55971729edb12266311c2cdff913f1);\n            \n        \n\n        circle_marker_249463291ef93c7a12a8086b02c7e7fc.bindPopup(popup_53ea8a1cb968adaca689e0a7c4ea96fd)\n        ;\n\n        \n    \n    \n            circle_marker_249463291ef93c7a12a8086b02c7e7fc.bindTooltip(\n                `&lt;div&gt;\n                     South Carolina - Female - Avg Percentage: 11.23%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_be9876eccc136d629a1cb06a79f91a10 = L.circleMarker(\n                [38.43579078, -92.36630004999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.1088888888888888, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_c7984327e85052d84bd32ffd0a30ea8f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_200b47a05ba26a66b05c33c345e53c08 = $(`&lt;div id=\"html_200b47a05ba26a66b05c33c345e53c08\" style=\"width: 100.0%; height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 11.09%&lt;\/div&gt;`)[0];\n                popup_c7984327e85052d84bd32ffd0a30ea8f.setContent(html_200b47a05ba26a66b05c33c345e53c08);\n            \n        \n\n        circle_marker_be9876eccc136d629a1cb06a79f91a10.bindPopup(popup_c7984327e85052d84bd32ffd0a30ea8f)\n        ;\n\n        \n    \n    \n            circle_marker_be9876eccc136d629a1cb06a79f91a10.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Male - Avg Percentage: 11.09%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_b67750daa9434ef6f8451676a1c5a9b4 = L.circleMarker(\n                [42.627001029999995, -75.34397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.09875, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_3ad3fefd92c4ef613eaf4c332075a1e9 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_75163889d3445eff683395e3c3ae2561 = $(`&lt;div id=\"html_75163889d3445eff683395e3c3ae2561\" style=\"width: 100.0%; height: 100.0%;\"&gt;New York&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.99%&lt;\/div&gt;`)[0];\n                popup_3ad3fefd92c4ef613eaf4c332075a1e9.setContent(html_75163889d3445eff683395e3c3ae2561);\n            \n        \n\n        circle_marker_b67750daa9434ef6f8451676a1c5a9b4.bindPopup(popup_3ad3fefd92c4ef613eaf4c332075a1e9)\n        ;\n\n        \n    \n    \n            circle_marker_b67750daa9434ef6f8451676a1c5a9b4.bindTooltip(\n                `&lt;div&gt;\n                     New York - Male - Avg Percentage: 10.99%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ed414b5301956978620bd07bcddc0bb1 = L.circleMarker(\n                [39.566910449999995, -85.94996019],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.09, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_7fa1d7c3d658e6bed99baff6d8a2134e = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5c11810c26b649ecc0b401af8124d2df = $(`&lt;div id=\"html_5c11810c26b649ecc0b401af8124d2df\" style=\"width: 100.0%; height: 100.0%;\"&gt;Indiana&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.90%&lt;\/div&gt;`)[0];\n                popup_7fa1d7c3d658e6bed99baff6d8a2134e.setContent(html_5c11810c26b649ecc0b401af8124d2df);\n            \n        \n\n        circle_marker_ed414b5301956978620bd07bcddc0bb1.bindPopup(popup_7fa1d7c3d658e6bed99baff6d8a2134e)\n        ;\n\n        \n    \n    \n            circle_marker_ed414b5301956978620bd07bcddc0bb1.bindTooltip(\n                `&lt;div&gt;\n                     Indiana - Male - Avg Percentage: 10.90%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_37902fe8b807a8ef15d5d60c955cef5a = L.circleMarker(\n                [38.147740299999995, -98.00078123],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0899999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_87e426515ea6cdbd4ff14eb94a1ce178 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_3e4e63418ddc808e77bd18e3715026d3 = $(`&lt;div id=\"html_3e4e63418ddc808e77bd18e3715026d3\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Missouri&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.86%&lt;\/div&gt;`)[0];\n                popup_d0753b6ef2afe908c74ecc20f9f7361a.setContent(html_58d040062d0c64c7873de1f8b4e25bd1);\n            \n        \n\n        circle_marker_0441c327cbff9639312a9578c0278a48.bindPopup(popup_d0753b6ef2afe908c74ecc20f9f7361a)\n        ;\n\n        \n    \n    \n            circle_marker_0441c327cbff9639312a9578c0278a48.bindTooltip(\n                `&lt;div&gt;\n                     Missouri - Female - Avg Percentage: 10.86%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2e9f4351606376c4687dffdad5a29d7a = L.circleMarker(\n                [39.93057005, -74.07369129],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0799999999999998, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_66b41eee28922ff91805102285ca3a23 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_a61f8cda058d2e0a14bc9ec71311698d = $(`&lt;div id=\"html_a61f8cda058d2e0a14bc9ec71311698d\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.80%&lt;\/div&gt;`)[0];\n                popup_66b41eee28922ff91805102285ca3a23.setContent(html_a61f8cda058d2e0a14bc9ec71311698d);\n            \n        \n\n        circle_marker_2e9f4351606376c4687dffdad5a29d7a.bindPopup(popup_66b41eee28922ff91805102285ca3a23)\n        ;\n\n        \n    \n    \n            circle_marker_2e9f4351606376c4687dffdad5a29d7a.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Male - Avg Percentage: 10.80%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4b96e227ba1781251355e66e0c5bf617 = L.circleMarker(\n                [39.09058096, -76.40926010999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.076, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_b246fb582dfddc24bc41441ccaaf6ab0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_dfc501775fefb19a762d61026ebc6b79 = $(`&lt;div id=\"html_dfc501775fefb19a762d61026ebc6b79\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maryland&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.76%&lt;\/div&gt;`)[0];\n                popup_b246fb582dfddc24bc41441ccaaf6ab0.setContent(html_dfc501775fefb19a762d61026ebc6b79);\n            \n        \n\n        circle_marker_4b96e227ba1781251355e66e0c5bf617.bindPopup(popup_b246fb582dfddc24bc41441ccaaf6ab0)\n        ;\n\n        \n    \n    \n            circle_marker_4b96e227ba1781251355e66e0c5bf617.bindTooltip(\n                `&lt;div&gt;\n                     Maryland - Male - Avg Percentage: 10.76%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_98c061dafa104880b387c53ea615eab0 = L.circleMarker(\n                [40.260210140000005, -82.60426006],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0750000000000002, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_3eb3f8c55ab2a15b41435b225bd0e509 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_5401b9576a3afe2ecf4e84c74f113f85 = $(`&lt;div id=\"html_5401b9576a3afe2ecf4e84c74f113f85\" style=\"width: 100.0%; height: 100.0%;\"&gt;Ohio&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.75%&lt;\/div&gt;`)[0];\n                popup_3eb3f8c55ab2a15b41435b225bd0e509.setContent(html_5401b9576a3afe2ecf4e84c74f113f85);\n            \n        \n\n        circle_marker_98c061dafa104880b387c53ea615eab0.bindPopup(popup_3eb3f8c55ab2a15b41435b225bd0e509)\n        ;\n\n        \n    \n    \n            circle_marker_98c061dafa104880b387c53ea615eab0.bindTooltip(\n                `&lt;div&gt;\n                     Ohio - Female - Avg Percentage: 10.75%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_a3b40cc642508cdafaac4aec9b511848 = L.circleMarker(\n                [28.73204038, -81.72896054],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0683333333333336, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_f2b6db777b242d6d89a34751e76096c7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d6cdaa6547dec722afd4fcc223f16092 = $(`&lt;div id=\"html_d6cdaa6547dec722afd4fcc223f16092\" style=\"width: 100.0%; height: 100.0%;\"&gt;Florida&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.68%&lt;\/div&gt;`)[0];\n                popup_f2b6db777b242d6d89a34751e76096c7.setContent(html_d6cdaa6547dec722afd4fcc223f16092);\n            \n        \n\n        circle_marker_a3b40cc642508cdafaac4aec9b511848.bindPopup(popup_f2b6db777b242d6d89a34751e76096c7)\n        ;\n\n        \n    \n    \n            circle_marker_a3b40cc642508cdafaac4aec9b511848.bindTooltip(\n                `&lt;div&gt;\n                     Florida - Male - Avg Percentage: 10.68%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0543c6e77eebedb75d581ab09470264c = L.circleMarker(\n                [44.19319117, -89.61637074],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.068, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_a39da9bcd7eda5b5adff361ee5ed736c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_786112b0e6128b60dc7110637a668560 = $(`&lt;div id=\"html_786112b0e6128b60dc7110637a668560\" style=\"width: 100.0%; height: 100.0%;\"&gt;Wisconsin&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.68%&lt;\/div&gt;`)[0];\n                popup_a39da9bcd7eda5b5adff361ee5ed736c.setContent(html_786112b0e6128b60dc7110637a668560);\n            \n        \n\n        circle_marker_0543c6e77eebedb75d581ab09470264c.bindPopup(popup_a39da9bcd7eda5b5adff361ee5ed736c)\n        ;\n\n        \n    \n    \n            circle_marker_0543c6e77eebedb75d581ab09470264c.bindTooltip(\n                `&lt;div&gt;\n                     Wisconsin - Male - Avg Percentage: 10.68%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f9650b7c3622378bf2c02a3291eea260 = L.circleMarker(\n                [41.44104099, -99.16572062],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.06, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_fe4ec689206778a267681fc3ac235927 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_c67da0259113a8c1570d6c369e2fdfc0 = $(`&lt;div id=\"html_c67da0259113a8c1570d6c369e2fdfc0\" style=\"width: 100.0%; height: 100.0%;\"&gt;Nebraska&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.60%&lt;\/div&gt;`)[0];\n                popup_fe4ec689206778a267681fc3ac235927.setContent(html_c67da0259113a8c1570d6c369e2fdfc0);\n            \n        \n\n        circle_marker_f9650b7c3622378bf2c02a3291eea260.bindPopup(popup_fe4ec689206778a267681fc3ac235927)\n        ;\n\n        \n    \n    \n            circle_marker_f9650b7c3622378bf2c02a3291eea260.bindTooltip(\n                `&lt;div&gt;\n                     Nebraska - Male - Avg Percentage: 10.60%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c29bede1ffa25aacadbc32998059ae32 = L.circleMarker(\n                [37.83864012, -121.1999995],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0566666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_184b362adca34e7ba7d475b892d4a3e2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_2963cf9505bfd971c738d944acb54e66 = $(`&lt;div id=\"html_2963cf9505bfd971c738d944acb54e66\" style=\"width: 100.0%; height: 100.0%;\"&gt;California&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.57%&lt;\/div&gt;`)[0];\n                popup_184b362adca34e7ba7d475b892d4a3e2.setContent(html_2963cf9505bfd971c738d944acb54e66);\n            \n        \n\n        circle_marker_c29bede1ffa25aacadbc32998059ae32.bindPopup(popup_184b362adca34e7ba7d475b892d4a3e2)\n        ;\n\n        \n    \n    \n            circle_marker_c29bede1ffa25aacadbc32998059ae32.bindTooltip(\n                `&lt;div&gt;\n                     California - Female - Avg Percentage: 10.57%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e91793d71341480de31d409909fe0ac3 = L.circleMarker(\n                [41.908280190000006, -71.72247031],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0441666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_5e63ff2aca79592ee9aa3808c035e799 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_85ba793e9edae58193e337b81b523299 = $(`&lt;div id=\"html_85ba793e9edae58193e337b81b523299\" style=\"width: 100.0%; height: 100.0%;\"&gt;Rhode Island&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.44%&lt;\/div&gt;`)[0];\n                popup_5e63ff2aca79592ee9aa3808c035e799.setContent(html_85ba793e9edae58193e337b81b523299);\n            \n        \n\n        circle_marker_e91793d71341480de31d409909fe0ac3.bindPopup(popup_5e63ff2aca79592ee9aa3808c035e799)\n        ;\n\n        \n    \n    \n            circle_marker_e91793d71341480de31d409909fe0ac3.bindTooltip(\n                `&lt;div&gt;\n                     Rhode Island - Female - Avg Percentage: 10.44%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_d4fb7d04a218c59e6205caac6f5a6546 = L.circleMarker(\n                [41.36266102, -72.44984095],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0416666666666665, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_f7916f1ea46a6f38f8d74698d80f24a0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_302ca278d6ef58f601ba26e82adb9ae1 = $(`&lt;div id=\"html_302ca278d6ef58f601ba26e82adb9ae1\" style=\"width: 100.0%; height: 100.0%;\"&gt;Connecticut&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.42%&lt;\/div&gt;`)[0];\n                popup_f7916f1ea46a6f38f8d74698d80f24a0.setContent(html_302ca278d6ef58f601ba26e82adb9ae1);\n            \n        \n\n        circle_marker_d4fb7d04a218c59e6205caac6f5a6546.bindPopup(popup_f7916f1ea46a6f38f8d74698d80f24a0)\n        ;\n\n        \n    \n    \n            circle_marker_d4fb7d04a218c59e6205caac6f5a6546.bindTooltip(\n                `&lt;div&gt;\n                     Connecticut - Male - Avg Percentage: 10.42%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1e3298c1cd3b66e95259ffdacf006cad = L.circleMarker(\n                [46.15564874, -94.5942005],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0411111111111109, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_1fcec3ae7145b5f1096846577fa29d1f = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_f8505980b0981eb9387d25b45412e08a = $(`&lt;div id=\"html_f8505980b0981eb9387d25b45412e08a\" style=\"width: 100.0%; height: 100.0%;\"&gt;Minnesota&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.41%&lt;\/div&gt;`)[0];\n                popup_1fcec3ae7145b5f1096846577fa29d1f.setContent(html_f8505980b0981eb9387d25b45412e08a);\n            \n        \n\n        circle_marker_1e3298c1cd3b66e95259ffdacf006cad.bindPopup(popup_1fcec3ae7145b5f1096846577fa29d1f)\n        ;\n\n        \n    \n    \n            circle_marker_1e3298c1cd3b66e95259ffdacf006cad.bindTooltip(\n                `&lt;div&gt;\n                     Minnesota - Male - Avg Percentage: 10.41%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f17dc3e476636e349159389c981b4227 = L.circleMarker(\n                [43.02700103, -75.74397043],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0370833333333331, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_2f8491a4dd8a18730c0495523070d0a3 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1ddf1cccc93d2b502dda21226154be39 = $(`&lt;div id=\"html_1ddf1cccc93d2b502dda21226154be39\" style=\"width: 100.0%; height: 100.0%;\"&gt;New York&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.37%&lt;\/div&gt;`)[0];\n                popup_2f8491a4dd8a18730c0495523070d0a3.setContent(html_1ddf1cccc93d2b502dda21226154be39);\n            \n        \n\n        circle_marker_f17dc3e476636e349159389c981b4227.bindPopup(popup_2f8491a4dd8a18730c0495523070d0a3)\n        ;\n\n        \n    \n    \n            circle_marker_f17dc3e476636e349159389c981b4227.bindTooltip(\n                `&lt;div&gt;\n                     New York - Female - Avg Percentage: 10.37%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_03f1ec025f5751295ab9f57c77982b1a = L.circleMarker(\n                [47.32227863, -120.2700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0322222222222222, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_0848bb9b9002ff9760adf827967cd20c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_121836d7634fd7f7810644a3d8862629 = $(`&lt;div id=\"html_121836d7634fd7f7810644a3d8862629\" style=\"width: 100.0%; height: 100.0%;\"&gt;Washington&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.32%&lt;\/div&gt;`)[0];\n                popup_0848bb9b9002ff9760adf827967cd20c.setContent(html_121836d7634fd7f7810644a3d8862629);\n            \n        \n\n        circle_marker_03f1ec025f5751295ab9f57c77982b1a.bindPopup(popup_0848bb9b9002ff9760adf827967cd20c)\n        ;\n\n        \n    \n    \n            circle_marker_03f1ec025f5751295ab9f57c77982b1a.bindTooltip(\n                `&lt;div&gt;\n                     Washington - Male - Avg Percentage: 10.32%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_c2ea0aed0c14b53d3ce4be603c00e1da = L.circleMarker(\n                [37.34268067, -78.25789046],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0266666666666668, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_a3678119c536db5e7c4f6a78bddfb9a7 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_1e4d384c21d12b224a95d5a45149e55d = $(`&lt;div id=\"html_1e4d384c21d12b224a95d5a45149e55d\" style=\"width: 100.0%; height: 100.0%;\"&gt;Virginia&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.27%&lt;\/div&gt;`)[0];\n                popup_a3678119c536db5e7c4f6a78bddfb9a7.setContent(html_1e4d384c21d12b224a95d5a45149e55d);\n            \n        \n\n        circle_marker_c2ea0aed0c14b53d3ce4be603c00e1da.bindPopup(popup_a3678119c536db5e7c4f6a78bddfb9a7)\n        ;\n\n        \n    \n    \n            circle_marker_c2ea0aed0c14b53d3ce4be603c00e1da.bindTooltip(\n                `&lt;div&gt;\n                     Virginia - Male - Avg Percentage: 10.27%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_300970288895b6be4007a8c019080ba9 = L.circleMarker(\n                [21.10485044, -157.6577494],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0253333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_17aa2c104f4adf169d9acde48dfcb52a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_48c18fc4d2204591d7124e56bdde0296 = $(`&lt;div id=\"html_48c18fc4d2204591d7124e56bdde0296\" style=\"width: 100.0%; height: 100.0%;\"&gt;Hawaii&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.25%&lt;\/div&gt;`)[0];\n                popup_17aa2c104f4adf169d9acde48dfcb52a.setContent(html_48c18fc4d2204591d7124e56bdde0296);\n            \n        \n\n        circle_marker_300970288895b6be4007a8c019080ba9.bindPopup(popup_17aa2c104f4adf169d9acde48dfcb52a)\n        ;\n\n        \n    \n    \n            circle_marker_300970288895b6be4007a8c019080ba9.bindTooltip(\n                `&lt;div&gt;\n                     Hawaii - Male - Avg Percentage: 10.25%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5dc07a85ba160fd2568660b001521854 = L.circleMarker(\n                [64.64507996, -147.522059],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.018888888888889, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_dec9874aac6ba6076fd37b12d13df2e1 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_8aba53b5914755602034f1ef9382e796 = $(`&lt;div id=\"html_8aba53b5914755602034f1ef9382e796\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.19%&lt;\/div&gt;`)[0];\n                popup_dec9874aac6ba6076fd37b12d13df2e1.setContent(html_8aba53b5914755602034f1ef9382e796);\n            \n        \n\n        circle_marker_5dc07a85ba160fd2568660b001521854.bindPopup(popup_dec9874aac6ba6076fd37b12d13df2e1)\n        ;\n\n        \n    \n    \n            circle_marker_5dc07a85ba160fd2568660b001521854.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Male - Avg Percentage: 10.19%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8a167d26b432242d0872e1fbf144db19 = L.circleMarker(\n                [42.269400909999995, -93.61649056],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0158333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_94462f95a420cb10b778353abdece0aa = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_431e901a82b81946ce0fc3d5f5ef0d0b = $(`&lt;div id=\"html_431e901a82b81946ce0fc3d5f5ef0d0b\" style=\"width: 100.0%; height: 100.0%;\"&gt;Iowa&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.16%&lt;\/div&gt;`)[0];\n                popup_94462f95a420cb10b778353abdece0aa.setContent(html_431e901a82b81946ce0fc3d5f5ef0d0b);\n            \n        \n\n        circle_marker_8a167d26b432242d0872e1fbf144db19.bindPopup(popup_94462f95a420cb10b778353abdece0aa)\n        ;\n\n        \n    \n    \n            circle_marker_8a167d26b432242d0872e1fbf144db19.bindTooltip(\n                `&lt;div&gt;\n                     Iowa - Male - Avg Percentage: 10.16%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_10195eadf0980f1f1a35799e7b270d46 = L.circleMarker(\n                [45.05422889, -68.78503134],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.01, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_bc05f264f91807d9a03d71a16abd6151 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_052caeb654c8db4d26a9530a357f7468 = $(`&lt;div id=\"html_052caeb654c8db4d26a9530a357f7468\" style=\"width: 100.0%; height: 100.0%;\"&gt;Maine&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 10.10%&lt;\/div&gt;`)[0];\n                popup_bc05f264f91807d9a03d71a16abd6151.setContent(html_052caeb654c8db4d26a9530a357f7468);\n            \n        \n\n        circle_marker_10195eadf0980f1f1a35799e7b270d46.bindPopup(popup_bc05f264f91807d9a03d71a16abd6151)\n        ;\n\n        \n    \n    \n            circle_marker_10195eadf0980f1f1a35799e7b270d46.bindTooltip(\n                `&lt;div&gt;\n                     Maine - Male - Avg Percentage: 10.10%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_9949b821d94b0cec5bddd030634fd029 = L.circleMarker(\n                [40.993730150000005, -78.06070029],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 1.0091666666666668, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_340a1a568a99c6b16702554c8bd56456 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0af1dd3b3ad3b3b9e0ed2f8e55357f0f = $(`&lt;div id=\"html_0af1dd3b3ad3b3b9e0ed2f8e55357f0f\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Idaho&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 10.04%&lt;\/div&gt;`)[0];\n                popup_67833b9d55849b94deb1f4e341df1221.setContent(html_699d42e38d767114d9c1d27550044bd2);\n            \n        \n\n        circle_marker_6fce1451a32b017b55ba1d9def91ba9b.bindPopup(popup_67833b9d55849b94deb1f4e341df1221)\n        ;\n\n        \n    \n    \n            circle_marker_6fce1451a32b017b55ba1d9def91ba9b.bindTooltip(\n                `&lt;div&gt;\n                     Idaho - Female - Avg Percentage: 10.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_79c6ec4c03045059cc089f4cdf7860ae = L.circleMarker(\n                [47.722278630000005, -120.6700108],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9966666666666667, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_8620404204116b91c9b64121ed5201a5 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_001f8a2875b0444bfa4aa7121d44cf55 = $(`&lt;div id=\"html_001f8a2875b0444bfa4aa7121d44cf55\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Nebraska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 9.77%&lt;\/div&gt;`)[0];\n                popup_32862701375ccee6cc62ceb455336802.setContent(html_f394e500399b5caa7d1b685306da5a9a);\n            \n        \n\n        circle_marker_6dcd58d8148b746fcaf7b479f4f7bf92.bindPopup(popup_32862701375ccee6cc62ceb455336802)\n        ;\n\n        \n    \n    \n            circle_marker_6dcd58d8148b746fcaf7b479f4f7bf92.bindTooltip(\n                `&lt;div&gt;\n                     Nebraska - Female - Avg Percentage: 9.77%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_4f8f65cc734a494877afe7da6394e0d1 = L.circleMarker(\n                [43.42538124, -72.31764079],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9724999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_d46d20d13a262e37af897d57d1c0b59a = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_86a7525c90d8d552cd5dfc5332a40bfd = $(`&lt;div id=\"html_86a7525c90d8d552cd5dfc5332a40bfd\" style=\"width: 100.0%; height: 100.0%;\"&gt;Vermont&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 9.72%&lt;\/div&gt;`)[0];\n                popup_d46d20d13a262e37af897d57d1c0b59a.setContent(html_86a7525c90d8d552cd5dfc5332a40bfd);\n            \n        \n\n        circle_marker_4f8f65cc734a494877afe7da6394e0d1.bindPopup(popup_d46d20d13a262e37af897d57d1c0b59a)\n        ;\n\n        \n    \n    \n            circle_marker_4f8f65cc734a494877afe7da6394e0d1.bindTooltip(\n                `&lt;div&gt;\n                     Vermont - Male - Avg Percentage: 9.72%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3c75085c506a72ff5669375654c7ece9 = L.circleMarker(\n                [65.04507996000001, -147.922059],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9633333333333333, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_aacb4845731b5a918ade767cee99e113 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_403ba660c38a0970c2b98439fdea0bd5 = $(`&lt;div id=\"html_403ba660c38a0970c2b98439fdea0bd5\" style=\"width: 100.0%; height: 100.0%;\"&gt;Alaska&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 9.63%&lt;\/div&gt;`)[0];\n                popup_aacb4845731b5a918ade767cee99e113.setContent(html_403ba660c38a0970c2b98439fdea0bd5);\n            \n        \n\n        circle_marker_3c75085c506a72ff5669375654c7ece9.bindPopup(popup_aacb4845731b5a918ade767cee99e113)\n        ;\n\n        \n    \n    \n            circle_marker_3c75085c506a72ff5669375654c7ece9.bindTooltip(\n                `&lt;div&gt;\n                     Alaska - Female - Avg Percentage: 9.63%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_0624738abc138407d960471908c63fe9 = L.circleMarker(\n                [45.45422889, -69.18503134000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.9566666666666664, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_0b741f1c485274295a2c2baee9581401 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ba189b467bc7011866650744d42615e9 = $(`&lt;div id=\"html_ba189b467bc7011866650744d42615e9\" style=\"width: 100.0%; 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height: 100.0%;\"&gt;Hawaii&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.90%&lt;\/div&gt;`)[0];\n                popup_6b12e3a84fd7633c9a66a37df4e52f60.setContent(html_eb77b65e6f06da46b4f48b159292228e);\n            \n        \n\n        circle_marker_1c5b526a3bb126d9ad5b686034522350.bindPopup(popup_6b12e3a84fd7633c9a66a37df4e52f60)\n        ;\n\n        \n    \n    \n            circle_marker_1c5b526a3bb126d9ad5b686034522350.bindTooltip(\n                `&lt;div&gt;\n                     Hawaii - Female - Avg Percentage: 8.90%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_2f66b4319dfbfd5a0a5551cf57adfe14 = L.circleMarker(\n                [42.076870469999996, -71.88269067],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8833333333333334, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_967a7efb1903910d572028762d6798ab = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b49885d76dbd12cc6da62ea8075354db = $(`&lt;div id=\"html_b49885d76dbd12cc6da62ea8075354db\" style=\"width: 100.0%; height: 100.0%;\"&gt;Massachusetts&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.83%&lt;\/div&gt;`)[0];\n                popup_967a7efb1903910d572028762d6798ab.setContent(html_b49885d76dbd12cc6da62ea8075354db);\n            \n        \n\n        circle_marker_2f66b4319dfbfd5a0a5551cf57adfe14.bindPopup(popup_967a7efb1903910d572028762d6798ab)\n        ;\n\n        \n    \n    \n            circle_marker_2f66b4319dfbfd5a0a5551cf57adfe14.bindTooltip(\n                `&lt;div&gt;\n                     Massachusetts - Male - Avg Percentage: 8.83%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_5aa06b006a7e0776b54ba7d2d723fd97 = L.circleMarker(\n                [40.285010279999995, -88.79771018],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8799999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_1ebd9bc7e772187973b3dc9c8764c805 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_4ddd0fdd9bd059f96f9c08589160ea59 = $(`&lt;div id=\"html_4ddd0fdd9bd059f96f9c08589160ea59\" style=\"width: 100.0%; height: 100.0%;\"&gt;Illinois&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.80%&lt;\/div&gt;`)[0];\n                popup_1ebd9bc7e772187973b3dc9c8764c805.setContent(html_4ddd0fdd9bd059f96f9c08589160ea59);\n            \n        \n\n        circle_marker_5aa06b006a7e0776b54ba7d2d723fd97.bindPopup(popup_1ebd9bc7e772187973b3dc9c8764c805)\n        ;\n\n        \n    \n    \n            circle_marker_5aa06b006a7e0776b54ba7d2d723fd97.bindTooltip(\n                `&lt;div&gt;\n                     Illinois - Male - Avg Percentage: 8.80%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_de640a5d69c465190475eed1c70c8a49 = L.circleMarker(\n                [40.330570050000006, -74.47369129],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8616666666666666, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_1bbbd7e7a07cf9e424297a56757100ac = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_dfa75a88d569b5c312ec6fc4d06e5767 = $(`&lt;div id=\"html_dfa75a88d569b5c312ec6fc4d06e5767\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Jersey&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.62%&lt;\/div&gt;`)[0];\n                popup_1bbbd7e7a07cf9e424297a56757100ac.setContent(html_dfa75a88d569b5c312ec6fc4d06e5767);\n            \n        \n\n        circle_marker_de640a5d69c465190475eed1c70c8a49.bindPopup(popup_1bbbd7e7a07cf9e424297a56757100ac)\n        ;\n\n        \n    \n    \n            circle_marker_de640a5d69c465190475eed1c70c8a49.bindTooltip(\n                `&lt;div&gt;\n                     New Jersey - Female - Avg Percentage: 8.62%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_3ba9d9b731c17f4a5d32e93cf9621588 = L.circleMarker(\n                [35.666220980000006, -79.35925046],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8555555555555555, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_ec7fe1c3bf9d72d1a7ef3ec6bc7de218 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_45b1b60e83cf1e3d9cacfc24588e90c4 = $(`&lt;div id=\"html_45b1b60e83cf1e3d9cacfc24588e90c4\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Carolina&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.56%&lt;\/div&gt;`)[0];\n                popup_ec7fe1c3bf9d72d1a7ef3ec6bc7de218.setContent(html_45b1b60e83cf1e3d9cacfc24588e90c4);\n            \n        \n\n        circle_marker_3ba9d9b731c17f4a5d32e93cf9621588.bindPopup(popup_ec7fe1c3bf9d72d1a7ef3ec6bc7de218)\n        ;\n\n        \n    \n    \n            circle_marker_3ba9d9b731c17f4a5d32e93cf9621588.bindTooltip(\n                `&lt;div&gt;\n                     North Carolina - Female - Avg Percentage: 8.56%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_6b22752bfe832e1b15c6d600cba8a86b = L.circleMarker(\n                [44.55313005, -100.5735306],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.85, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_e2a0937918f2399701a314bf1baa17a0 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_35f18017abbcffb91792e59a80b57e7e = $(`&lt;div id=\"html_35f18017abbcffb91792e59a80b57e7e\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.50%&lt;\/div&gt;`)[0];\n                popup_e2a0937918f2399701a314bf1baa17a0.setContent(html_35f18017abbcffb91792e59a80b57e7e);\n            \n        \n\n        circle_marker_6b22752bfe832e1b15c6d600cba8a86b.bindPopup(popup_e2a0937918f2399701a314bf1baa17a0)\n        ;\n\n        \n    \n    \n            circle_marker_6b22752bfe832e1b15c6d600cba8a86b.bindTooltip(\n                `&lt;div&gt;\n                     South Dakota - Female - Avg Percentage: 8.50%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_133d637c541315ec9d6c9ab09c5ef347 = L.circleMarker(\n                [44.153130049999994, -100.17353059999999],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8399999999999999, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_9f4a48ffdf9f81b447aba44c7187fe0c = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b7cce829928c72f685c50683c0087ee4 = $(`&lt;div id=\"html_b7cce829928c72f685c50683c0087ee4\" style=\"width: 100.0%; height: 100.0%;\"&gt;South Dakota&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.40%&lt;\/div&gt;`)[0];\n                popup_9f4a48ffdf9f81b447aba44c7187fe0c.setContent(html_b7cce829928c72f685c50683c0087ee4);\n            \n        \n\n        circle_marker_133d637c541315ec9d6c9ab09c5ef347.bindPopup(popup_9f4a48ffdf9f81b447aba44c7187fe0c)\n        ;\n\n        \n    \n    \n            circle_marker_133d637c541315ec9d6c9ab09c5ef347.bindTooltip(\n                `&lt;div&gt;\n                     South Dakota - Male - Avg Percentage: 8.40%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_ceafe05b1c6862f81fb28b4629229b2b = L.circleMarker(\n                [46.55564874, -94.9942005],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8222222222222222, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_ac4151f4d4f6661df0797a3207949d62 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_bc34b524440f100f88602f50ccae1e53 = $(`&lt;div id=\"html_bc34b524440f100f88602f50ccae1e53\" style=\"width: 100.0%; height: 100.0%;\"&gt;Minnesota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.22%&lt;\/div&gt;`)[0];\n                popup_ac4151f4d4f6661df0797a3207949d62.setContent(html_bc34b524440f100f88602f50ccae1e53);\n            \n        \n\n        circle_marker_ceafe05b1c6862f81fb28b4629229b2b.bindPopup(popup_ac4151f4d4f6661df0797a3207949d62)\n        ;\n\n        \n    \n    \n            circle_marker_ceafe05b1c6862f81fb28b4629229b2b.bindTooltip(\n                `&lt;div&gt;\n                     Minnesota - Female - Avg Percentage: 8.22%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_e7d455161f494ba3b1babe5bf1d24724 = L.circleMarker(\n                [43.455950109999996, -71.30036092],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8133333333333332, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_f2910db1ee7d31d956cea9c27140611d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_ccc1c83f649e750da970bd746127a320 = $(`&lt;div id=\"html_ccc1c83f649e750da970bd746127a320\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 8.13%&lt;\/div&gt;`)[0];\n                popup_f2910db1ee7d31d956cea9c27140611d.setContent(html_ccc1c83f649e750da970bd746127a320);\n            \n        \n\n        circle_marker_e7d455161f494ba3b1babe5bf1d24724.bindPopup(popup_f2910db1ee7d31d956cea9c27140611d)\n        ;\n\n        \n    \n    \n            circle_marker_e7d455161f494ba3b1babe5bf1d24724.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire - Male - Avg Percentage: 8.13%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8e7e070202b578575feaf29503e92401 = L.circleMarker(\n                [47.67531978, -100.318421],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.8044444444444444, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_f619c369148157295ca57fbb55556549 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_7fbb04fe358dede06de6839a2631a4d2 = $(`&lt;div id=\"html_7fbb04fe358dede06de6839a2631a4d2\" style=\"width: 100.0%; height: 100.0%;\"&gt;North Dakota&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 8.04%&lt;\/div&gt;`)[0];\n                popup_f619c369148157295ca57fbb55556549.setContent(html_7fbb04fe358dede06de6839a2631a4d2);\n            \n        \n\n        circle_marker_8e7e070202b578575feaf29503e92401.bindPopup(popup_f619c369148157295ca57fbb55556549)\n        ;\n\n        \n    \n    \n            circle_marker_8e7e070202b578575feaf29503e92401.bindTooltip(\n                `&lt;div&gt;\n                     North Dakota - Female - Avg Percentage: 8.04%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_f72c400121004cdab627149cccb07e26 = L.circleMarker(\n                [43.85595011, -71.70036092000001],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.788888888888889, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_873dbc7f37db6d39092113575fb359c9 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_0d94ee5aaa1ba2f7acc516cb1d6e745e = $(`&lt;div id=\"html_0d94ee5aaa1ba2f7acc516cb1d6e745e\" style=\"width: 100.0%; height: 100.0%;\"&gt;New Hampshire&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 7.89%&lt;\/div&gt;`)[0];\n                popup_873dbc7f37db6d39092113575fb359c9.setContent(html_0d94ee5aaa1ba2f7acc516cb1d6e745e);\n            \n        \n\n        circle_marker_f72c400121004cdab627149cccb07e26.bindPopup(popup_873dbc7f37db6d39092113575fb359c9)\n        ;\n\n        \n    \n    \n            circle_marker_f72c400121004cdab627149cccb07e26.bindTooltip(\n                `&lt;div&gt;\n                     New Hampshire - Female - Avg Percentage: 7.89%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_8be550683940c3ee93479678875d4ed5 = L.circleMarker(\n                [40.68501028, -89.19771018],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7877777777777778, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_93d161000a5ccb02cf0c5f9258ddbc45 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_b50664a795dc89bd97e935cb5cf6d65e = $(`&lt;div id=\"html_b50664a795dc89bd97e935cb5cf6d65e\" style=\"width: 100.0%; height: 100.0%;\"&gt;Illinois&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 7.88%&lt;\/div&gt;`)[0];\n                popup_93d161000a5ccb02cf0c5f9258ddbc45.setContent(html_b50664a795dc89bd97e935cb5cf6d65e);\n            \n        \n\n        circle_marker_8be550683940c3ee93479678875d4ed5.bindPopup(popup_93d161000a5ccb02cf0c5f9258ddbc45)\n        ;\n\n        \n    \n    \n            circle_marker_8be550683940c3ee93479678875d4ed5.bindTooltip(\n                `&lt;div&gt;\n                     Illinois - Female - Avg Percentage: 7.88%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_95d56b3fc39455c930d9b0c27e84df32 = L.circleMarker(\n                [38.80883067, -75.37774117],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7344444444444445, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_1f3439834f3857320de2ffc72f2c0f9d = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_be03c96e353d9292cbe162b91b0eb325 = $(`&lt;div id=\"html_be03c96e353d9292cbe162b91b0eb325\" style=\"width: 100.0%; height: 100.0%;\"&gt;Delaware&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.34%&lt;\/div&gt;`)[0];\n                popup_1f3439834f3857320de2ffc72f2c0f9d.setContent(html_be03c96e353d9292cbe162b91b0eb325);\n            \n        \n\n        circle_marker_95d56b3fc39455c930d9b0c27e84df32.bindPopup(popup_1f3439834f3857320de2ffc72f2c0f9d)\n        ;\n\n        \n    \n    \n            circle_marker_95d56b3fc39455c930d9b0c27e84df32.bindTooltip(\n                `&lt;div&gt;\n                     Delaware - Male - Avg Percentage: 7.34%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_71d332d0b99f7a34033f706d70fdd2cf = L.circleMarker(\n                [18.020833, -66.390149],\n                {\"bubblingMouseEvents\": true, \"color\": \"blue\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"blue\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.7160000000000001, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_0c1ee4e97c12ac98d78392027d049f62 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_21f69e5c68ee334a1d3a4a1b757860b9 = $(`&lt;div id=\"html_21f69e5c68ee334a1d3a4a1b757860b9\" style=\"width: 100.0%; height: 100.0%;\"&gt;Puerto Rico&amp;lt;br&amp;gt;Male&amp;lt;br&amp;gt;Avg Percentage: 7.16%&lt;\/div&gt;`)[0];\n                popup_0c1ee4e97c12ac98d78392027d049f62.setContent(html_21f69e5c68ee334a1d3a4a1b757860b9);\n            \n        \n\n        circle_marker_71d332d0b99f7a34033f706d70fdd2cf.bindPopup(popup_0c1ee4e97c12ac98d78392027d049f62)\n        ;\n\n        \n    \n    \n            circle_marker_71d332d0b99f7a34033f706d70fdd2cf.bindTooltip(\n                `&lt;div&gt;\n                     Puerto Rico - Male - Avg Percentage: 7.16%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n    \n            var circle_marker_1092034758b162c351dc83496653df00 = L.circleMarker(\n                [18.420833, -66.790149],\n                {\"bubblingMouseEvents\": true, \"color\": \"#C71585\", \"dashArray\": null, \"dashOffset\": null, \"fill\": true, \"fillColor\": \"#C71585\", \"fillOpacity\": 0.8, \"fillRule\": \"evenodd\", \"lineCap\": \"round\", \"lineJoin\": \"round\", \"opacity\": 1.0, \"radius\": 0.525, \"stroke\": true, \"weight\": 3}\n            ).addTo(map_cef4972729b56c87afb5c377adc31570);\n        \n    \n        var popup_ad80df4317352d91760160d2451b1da2 = L.popup({\"maxWidth\": \"100%\"});\n\n        \n            \n                var html_d5ae526f3349a000aff0cc0fc53a1511 = $(`&lt;div id=\"html_d5ae526f3349a000aff0cc0fc53a1511\" style=\"width: 100.0%; height: 100.0%;\"&gt;Puerto Rico&amp;lt;br&amp;gt;Female&amp;lt;br&amp;gt;Avg Percentage: 5.25%&lt;\/div&gt;`)[0];\n                popup_ad80df4317352d91760160d2451b1da2.setContent(html_d5ae526f3349a000aff0cc0fc53a1511);\n            \n        \n\n        circle_marker_1092034758b162c351dc83496653df00.bindPopup(popup_ad80df4317352d91760160d2451b1da2)\n        ;\n\n        \n    \n    \n            circle_marker_1092034758b162c351dc83496653df00.bindTooltip(\n                `&lt;div&gt;\n                     Puerto Rico - Female - Avg Percentage: 5.25%\n                 &lt;\/div&gt;`,\n                {\"sticky\": true}\n            );\n        \n&lt;\/script&gt;\n&lt;\/html&gt;' style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" webkitallowfullscreen=\"\"><\/iframe><\/div><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=589c543f-565d-4296-a0da-cec0aab85edc\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p><b> Insight(s): <\/b> In Tennessee, Oklahoma and Puerto Rico, more men reported that their cognitive decline or memory loss was happening more often or was getting worse in the past 12 months.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=6053e3e2-7f44-438c-b23d-f0d211b9103b\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Assessing-the-relationship-between-frequent-mental-distress-and-cognitive-decline\">Assessing the relationship between frequent mental distress and cognitive decline<a class=\"anchor-link\" href=\"#Assessing-the-relationship-between-frequent-mental-distress-and-cognitive-decline\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=49c2d5e9-a396-4927-8461-57f9ac5af373\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>Here, we calculate the median and average to calculate the Average Mental Distress and Cognitive Decline. As the \"Frequent mental distress\" is skewed, we use the Median as it provides a better measure of central tendency (reflects the typical experience of most individuals). Since the data on \"Cognitive decline\" is more normally distributed, we compute the Average for the same.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=c2f23056-a35f-4183-ac49-6c7c3860771e\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[32]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">sql_query5<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"\"\"  <\/span>\n<span class=\"s2\">    SELECT <\/span>\n<span class=\"s2\">        LocationDesc,<\/span>\n<span class=\"s2\">        Geolocation,<\/span>\n<span class=\"s2\">        MEDIAN(CASE WHEN Topic = 'Frequent mental distress' THEN Data_Value END) AS Avg_Mental_Distress,<\/span>\n<span class=\"s2\">        AVG(CASE WHEN lower(Topic) LIKE '%cognitive decline%' THEN Data_Value END) AS Avg_Cognitive_Decline<\/span>\n<span class=\"s2\">    FROM <\/span>\n<span class=\"s2\">        Alzheimer_Analysis<\/span>\n<span class=\"s2\">    WHERE <\/span>\n<span class=\"s2\">        (Topic ='Frequent mental distress' OR Lower(Topic) LIKE '%cognitive decline%')<\/span>\n<span class=\"s2\">        AND Data_Value IS NOT NULL<\/span>\n<span class=\"s2\">    GROUP BY <\/span>\n<span class=\"s2\">        LocationDesc, <\/span>\n<span class=\"s2\">        Geolocation<\/span>\n<span class=\"s2\">\"\"\"<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=b74aee0d-4ca3-4e18-aade-a86f86abae60\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[33]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Setup the URL to be used to invoke the GridDB WebAPI to retrieve data from the container<\/span>\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'sql'<\/span>\n\n<span class=\"c1\"># Construct the request body<\/span>\n<span class=\"n\">request_body<\/span> <span class=\"o\">=<\/span> <span class=\"n\">json<\/span><span class=\"o\">.<\/span><span class=\"n\">dumps<\/span><span class=\"p\">([<\/span>\n    <span class=\"p\">{<\/span>\n        <span class=\"s2\">\"type\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"sql-select\"<\/span><span class=\"p\">,<\/span>\n        <span class=\"s2\">\"stmt\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">sql_query5<\/span>\n    <span class=\"p\">}<\/span>\n<span class=\"p\">])<\/span>\n\n<span class=\"c1\">#Invoke the GridDB WebAPI<\/span>\n<span class=\"n\">data_req5<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=4fab703d-29c4-431e-91b2-33324a6e4f79\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[34]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Process the response received and construct a Pandas dataframe with the data from the response<\/span>\n<span class=\"n\">myJson<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_req5<\/span><span class=\"o\">.<\/span><span class=\"n\">json<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">Relationship_df<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">(<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"results\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"n\">myJson<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">][<\/span><span class=\"n\">i<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">i<\/span> <span class=\"ow\">in<\/span> <span class=\"nb\">range<\/span><span class=\"p\">(<\/span><span class=\"mi\">4<\/span><span class=\"p\">)])<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=e44cb720-9b45-4173-a507-c34db9e6ef72\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[35]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Assuming Relationship_df is your DataFrame containing the data<\/span>\n<span class=\"n\">valid_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">Relationship_df<\/span><span class=\"o\">.<\/span><span class=\"n\">dropna<\/span><span class=\"p\">(<\/span><span class=\"n\">subset<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Avg_Mental_Distress'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Avg_Cognitive_Decline'<\/span><span class=\"p\">])<\/span>\n\n<span class=\"c1\"># Set up the plot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">figure<\/span><span class=\"p\">(<\/span><span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"p\">(<\/span><span class=\"mi\">10<\/span><span class=\"p\">,<\/span> <span class=\"mi\">6<\/span><span class=\"p\">))<\/span>\n\n<span class=\"c1\"># Create a scatter plot with color gradient and no legend or color bar<\/span>\n<span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">scatterplot<\/span><span class=\"p\">(<\/span>\n    <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">valid_data<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">x<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Avg_Mental_Distress'<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Avg_Cognitive_Decline'<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">hue<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Avg_Mental_Distress'<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">palette<\/span><span class=\"o\">=<\/span><span class=\"s1\">'RdYlGn_r'<\/span><span class=\"p\">,<\/span>  <span class=\"c1\"># Red to Green gradient<\/span>\n    <span class=\"n\">size<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Avg_Cognitive_Decline'<\/span><span class=\"p\">,<\/span>  <span class=\"c1\"># Optional: Size of the points based on cognitive decline<\/span>\n    <span class=\"n\">sizes<\/span><span class=\"o\">=<\/span><span class=\"p\">(<\/span><span class=\"mi\">20<\/span><span class=\"p\">,<\/span> <span class=\"mi\">200<\/span><span class=\"p\">),<\/span>  <span class=\"c1\"># Adjust sizes of points<\/span>\n    <span class=\"n\">alpha<\/span><span class=\"o\">=<\/span><span class=\"mf\">0.6<\/span><span class=\"p\">,<\/span>  <span class=\"c1\"># Transparency<\/span>\n    <span class=\"n\">edgecolor<\/span><span class=\"o\">=<\/span><span class=\"s1\">'w'<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">legend<\/span><span class=\"o\">=<\/span><span class=\"kc\">False<\/span>  <span class=\"c1\"># Disable the legend box<\/span>\n<span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Add titles and labels<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Mental Distress vs. Cognitive Decline'<\/span><span class=\"p\">,<\/span> <span class=\"n\">fontsize<\/span><span class=\"o\">=<\/span><span class=\"mi\">16<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">xlabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Frequent Mental Distress'<\/span><span class=\"p\">,<\/span> <span class=\"n\">fontsize<\/span><span class=\"o\">=<\/span><span class=\"mi\">14<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">ylabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Cognitive Decline'<\/span><span class=\"p\">,<\/span> <span class=\"n\">fontsize<\/span><span class=\"o\">=<\/span><span class=\"mi\">14<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">axhline<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">,<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"s1\">'gray'<\/span><span class=\"p\">,<\/span> <span class=\"n\">lw<\/span><span class=\"o\">=<\/span><span class=\"mi\">1<\/span><span class=\"p\">)<\/span>  <span class=\"c1\"># Add x-axis line<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">axvline<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">,<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"s1\">'gray'<\/span><span class=\"p\">,<\/span> <span class=\"n\">lw<\/span><span class=\"o\">=<\/span><span class=\"mi\">1<\/span><span class=\"p\">)<\/span>  <span class=\"c1\"># Add y-axis line<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">grid<\/span><span class=\"p\">(<\/span><span class=\"kc\">True<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Show the plot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">tight_layout<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img decoding=\"async\" alt=\"No description has been provided for this image\" class=\"\" 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\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class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=714d09af-e47c-4a27-9815-2cafb4bee2bc\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p><b> Insight(s): <\/b> There seems to be a moderate positive correlation between average mental distress and average cognitive decline. As mental distress increases, cognitive decline also tends to increase.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=f59b4c74-ebbf-4408-8d20-3d2c3b09bde0\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[36]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">valid_data_cleaned<\/span> <span class=\"o\">=<\/span> <span class=\"n\">valid_data<\/span><span class=\"o\">.<\/span><span class=\"n\">dropna<\/span><span class=\"p\">()<\/span>\n<span class=\"c1\"># One-Hot Encoding for the 'Location' column<\/span>\n<span class=\"n\">valid_data_encoded<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">get_dummies<\/span><span class=\"p\">(<\/span><span class=\"n\">valid_data_cleaned<\/span><span class=\"p\">,<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Geolocation'<\/span><span class=\"p\">])<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=4f82a5ee-1d74-4991-9785-31cc7402d195\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[40]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"nb\">print<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"OMP_NUM_THREADS:\"<\/span><span class=\"p\">,<\/span> <span class=\"n\">os<\/span><span class=\"o\">.<\/span><span class=\"n\">environ<\/span><span class=\"o\">.<\/span><span class=\"n\">get<\/span><span class=\"p\">(<\/span><span class=\"s1\">'OMP_NUM_THREADS'<\/span><span class=\"p\">))<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text\/plain\" tabindex=\"0\">\n<pre>OMP_NUM_THREADS: 1\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=8244ba3e-5fba-4818-a7af-30388cd1b06f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[42]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Selecting only the numerical columns for clustering (excluding 'Location')<\/span>\n<span class=\"n\">X<\/span> <span class=\"o\">=<\/span> <span class=\"n\">valid_data<\/span><span class=\"p\">[[<\/span><span class=\"s1\">'Avg_Mental_Distress'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Avg_Cognitive_Decline'<\/span><span class=\"p\">]]<\/span>\n\n<span class=\"c1\"># Running KMeans clustering<\/span>\n<span class=\"n\">kmeans<\/span> <span class=\"o\">=<\/span> <span class=\"n\">KMeans<\/span><span class=\"p\">(<\/span><span class=\"n\">n_clusters<\/span><span class=\"o\">=<\/span><span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"n\">random_state<\/span><span class=\"o\">=<\/span><span class=\"mi\">42<\/span><span class=\"p\">)<\/span>  <span class=\"c1\"># Adjust 'n_clusters' based on your need<\/span>\n<span class=\"n\">valid_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Cluster'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">kmeans<\/span><span class=\"o\">.<\/span><span class=\"n\">fit_predict<\/span><span class=\"p\">(<\/span><span class=\"n\">X<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Plotting the clusters in a scatter plot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">figure<\/span><span class=\"p\">(<\/span><span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"p\">(<\/span><span class=\"mi\">10<\/span><span class=\"p\">,<\/span> <span class=\"mi\">6<\/span><span class=\"p\">))<\/span>\n\n<span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">scatterplot<\/span><span class=\"p\">(<\/span>\n    <span class=\"n\">x<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Avg_Mental_Distress'<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Avg_Cognitive_Decline'<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">hue<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Cluster'<\/span><span class=\"p\">,<\/span>  <span class=\"c1\"># Coloring by clusters<\/span>\n    <span class=\"n\">palette<\/span><span class=\"o\">=<\/span><span class=\"s1\">'viridis'<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">valid_data<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">s<\/span><span class=\"o\">=<\/span><span class=\"mi\">100<\/span><span class=\"p\">,<\/span>  <span class=\"c1\"># Point size<\/span>\n    <span class=\"n\">marker<\/span><span class=\"o\">=<\/span><span class=\"s1\">'o'<\/span><span class=\"p\">,<\/span>  <span class=\"c1\"># Shape of the points<\/span>\n    <span class=\"n\">edgecolor<\/span><span class=\"o\">=<\/span><span class=\"s1\">'k'<\/span>  <span class=\"c1\"># Black edges for points<\/span>\n<span class=\"p\">)<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Clustering Based on Avg Mental Distress and Avg Cognitive Decline'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">xlabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Average Mental Distress'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">ylabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Average Cognitive Decline'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Display the plot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img decoding=\"async\" alt=\"No description has been provided for this image\" class=\"\" 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\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ZDnIu3xPaTePQN9RS527dyBNm3aqHV8IQTCw8OxY8cOJCQmwtTEBDVr1kTv3r1hZGSkpUdFRETaJhFqzpnIzc3FkCFDsH79egghoK+vD7lcjqCgIKxYsQJSafErn5emlJQUWFpaIjk5mRWMiIjewOPHj1G3Xn3AthKcGnaDnr4BhBB4euEAYi8ehKG5DWx86sHQzBpCIUfm0wd4duc8vLy88M+qFahVq5auHwKuXbuGeX\/+hS3\/\/YeU5CQYyoxQrVo1jB87Br169cp3760qtmzZgu+nTsPdO3dh6eEHGJoCijxkP70PkZ2Ojz\/+CNOmToWpqamWHhEREalDndxA7UTphXv37uHChQtQKBSoXbs2vLy8ShSstjFRIiLSjAaNGiMyFXBu2hsSiQRCCDwM+xepj27DvfUAmDp5FBo5kudkIf5yGJ5dP4b9ofvQuHFjHUWveT\/8+CN+nvEL7Ou2h413XUgN\/zd6JIRA2pN7SLiwD2525jh0YD9sbGx0GC0REQFaTpTCwsLQvHnzNwqwNDFRIiJ6c+fOnUPjJk1RNeg7SGXGAIDYS4cRe+UofHqMhYGp5Wv7x187juTLB3D71k04OjqWRshatWTJEowZPwGVOn0KY5tX38+kkOfh8cF\/UNnBDMePHilzsy6IiN416uQGahdzaNu2LSpWrIjJkyfj6tWrJQ6SiIjeHnPn\/Qlrr7rKJEnI5Xh66RDcmvUuNkkCADvfJjC0ccWiRYu0HarW5eTkYNLkr+DyXp\/XJkkAoCfVh2uLIFy9cQu7d+8upQiJiEgT1E6Unjx5gkmTJuHo0aPw9\/eHv78\/Zs2ahUePHmkjPiIiKgMOhYXBrGJ15f+THlyBnr4hLNx8VD6GhU8DzPvrb+TlFV+muyz777\/\/IJdIYeFevfjGAPQMDGHpVR9\/zJmr5ciIiEiT1E6U7OzsMHr0aBw\/fhz37t1Dv379sGrVKlSqVAmtWrXSRoxERKRj6WlpytEkAEiOug7rKnUgkaj+MWJRsTpSU9Nw6dIlbYRYapavWAVTz7pqPXabqg1w+OABrjdIRPQWUTtRepmHhwcmT56MmTNnokaNGggLC9NUXEREVIaYmZtDnp2p\/L88OwMGJuZqHUOipwcjU3M8e\/ZM0+GVqsfR0ZBZ2qnVx8DUAgaGMjx9+lQrMQkhcObMGQwaPAS16gSgqm8NvNe8JebPn4\/U1FStnJOIqLwrcaJ0\/PhxjBw5Es7OzggKCoKvry927typydiIiKiMaNWyBdKirin\/ryc1gCJP\/YVl5Xm5MDY2Lr5hGaanpweUoGCsQqHQSjGHy5cvw79WHTRr3hL7LtxDsm115LgFIEJhjW+n\/wpHJ2d89933UCgUGj83EVF5pvaCs19\/\/TXWrVuHJ0+eoE2bNggODkb37t1hYmKijfiIiMq9Cxcu4Pjx40hLS4OFhQVatGiB6tVVu\/+ltIwbMwZrGjaCQ71O0JcZw9jWBamP78CxVkuVj5H17Cmy0lLg46P6fU1lkbdXFRy78xioUlvlPlnPngIQcHZ+ffEHdZ0+fRqtWreBVbXG8Anqm69EOQDA7z2kP43EnPmLcPfePaz5Z\/XzRI+IiIqldnnwxo0bY8CAAejXrx\/s7PJPPbh48WKZWFDwZSwPTkRlkRACGzZswMxZv+HG9WuwrugNSA0hcrOQEHkLjk7OqOrjherVqqFOnTro16+fzr+Qatz0PdxLzIVLs77Iy0jFtTU\/olq\/L1WehhZ9chuaVXXGhvXrtBypdh04cABduveEd\/9voSdV7fvG6JPb0KyaCzasW6uxOOLi4uDtUxVm1ZvBvkaz17bNzUhF5K6\/MemzMfj2m280FgMR0dumVBacfSE5ORlr1qzBkiVLcOnSJcjl8jc5nMYxUSKisuTFvSRfTv4Kp8LPwr5WG9h4B+QrlJCXmYaEm2cQcz4URjZOMIAc8swUfPzRR\/jxhx9gamqqk9ijo6MRUL8B5BYucGrUA5FhGwCFApXaDiy2sEHWs6e4v30eDh3Yj0aNGpVSxNohhIBnFS\/kufjD3u+9YtvnpCXh7ubfcHB\/qEYX3J0xYwZmL1oNt\/Yfq9Q+9dFtxB3bgJjoJzAyMiq+AxFROaTVdZReOHjwID744AM4Oztj3rx56NixI86ePVvSwxERlWtyuRzLli2Db42aaNK0GU6En0eV7uNhX+O9fEkSAOgbm8Gxdiv49ByPnJREmHrWgXPLQVjx73Y0ea8ZkpKSdPIYnJ2dcebUSTgb5eHWuukwMDRC+tNIPAzbCKF49ZdkmYkxeLh3KcaPG\/vWJ0kAIJFIsHTxIsSG70HSg9evJ5ibkYJHocvRp3dvjT52uVyOuX\/+BXPvBir3MXP1AgyMsWnTJo3FQURUnqmVKD169AjTp0+Hp6cn+vfvD2tra+Tm5mLz5s2YPn06atdWfb42EdG7IisrC527dsP4SV8jybQCFAo5qnT+FIbm1q\/tZ2TtCI\/AIYgO3wMjGydU7PAJHifnolOXrjq7Md\/V1RXnz4Zj\/74QNPerCJlU4Nnd87i25ifEXgpDXnYGgOejLumxUXhy5F\/c2zoHY0cNx4yff9ZJzNrQqlUrrF+3Fk\/C1uHJsc3IiH+cb39edgZiL4chYvs8BLZogmVLl0AikWjs\/NeuXUNiYiIsK\/mq3EcikcCkkj82\/7dVY3EQEZVnKhdz6NixI44dO4bOnTtj3rx5aN++PaRSKRYsWKDN+IiI3mpCCPTrH4TTl26gUtcxiL14GBYVq8HI2lGl\/mZOHjCxq4DEW2fh4N8MLi2DcHHjLwgNDUVgYKCWoy+aRCJBkyZN0KRJEwBAdnY2tmzZgtnBc3F2+bcwNDKGPDcXhjIZBg4ciDEbFsPPz08nsWpTjx49cO5sOH797XesW\/cXTG0cYGBsDiHPRVJ0JGrWqo3f5v+Jfv36aTRJAoBnz57ByNQcEj31qujpG5sjISFeo7EQEZVXKidK+\/btw9ixYzFixAh4eXlpMyYionJj37592H\/gECr3nAB9mQkSb51BxRb91DqGXfVGiL10GA7+zSA1kMHSqx7+mDNXZ4lSQTKZDP3790f\/\/v3x9OlTJCQkQCaTwcXF5a0vBV4cX19frFi+DH\/M\/h2HDh1CYmIiTExMUKNGDdSoUUNr5zU2NoY8N0ftfgp5LkwsyvfvhIhIU1ROlI4ePYply5YhICAAVatWxcCBA9Gvn3of9kRE75o\/5syFpXd96BubQSjkyM1IgZGNeiWijWyckJOWpPy\/tU8D7Fv\/M1JTU2Furt6ir9rm6OgIR0fVRsvKE2tra\/Ts2bPUzuft7Y3c7CxkJjyBsa2Lyv1yYu6jfuvu2guMiKgcUfkepUaNGmHx4sWIjo7G8OHDsX79eri6ukKhUCA0NJQrfxMRFRAbG4v9+\/bCpprqN9wXTQLgfwVKDc2tAQHEx3MK1bvKysoKffv2xbObp1Tuk52SiMTI6\/jkY9Wq5BERvevUrnpnYmKCYcOG4dixY7hy5QomTpyImTNnwsHBAV27dtVGjET0FnvxZUr3Hj3hU90Plb180Kjpe1iwYAHS0tJ0HZ5WPXz4EIbGpjA0e160QaInhb6xObKSYtU6TtazpzAwtfrfBiEghAL6+mqvGU7lyPhxY\/Hs9llkJjwptq0QAnHnQtC+Q0dUqFChFKIjInr7vdHy3D4+Ppg1axYePXqEdevUX0Bw\/vz58Pf3h4WFBSwsLNCoUSPs2bNHuV8IgalTpyrnubdo0QLXrl17k5CJqBQdOXIEnlW80L1XH5yJSkVuxQaAVzM8kjji6x9\/gYOjE6b\/9BPecDm3Mksul0NPL\/\/brI13ABKun1TrOAnXT8LGO0D5\/8z4xzAyNoa9vb1G4qS3U926dTF58pd4uHdpoap7LxMKOaJP\/Af9tBgsWbSwFCMkInq7aeTrSKlUiu7du6N79+5q9atQoQJmzpyJKlWqAABWrlyJbt264cKFC\/D19cWsWbMwe\/ZsrFixAt7e3pg+fTratm2LW7dulbl5+USU3+7du9GjZy84BLSHV5vG0JPmf7ux822M9JgI\/PJ7MCIiI7F44UKNVwbTNWdnZ2SmpyIvKx36Rs8XibWr3gg3NvyC7OQ4yCyLT3TSY6OQHhsJj8Ahym1Jt07hgw8GctFQwtQpU2Cgb4AffvwBNpVrwdKnIUwc3SGRSJCXnYHEW+FIvXMG9lbmOHD8GJycnHQdMhHRW0MiythXuTY2Nvj1118xbNgwuLi4YPz48fjyyy8BPC9B6+joiF9++QXDhw9X6XjqrL5LRJpx\/\/59+NXwh2PjnrCuUht52Rl4duccspPiIRRy6BubwapyLRjbOCEn7RkidvyFmdOnYfTo0boOXePqN2yMx3r2cKzZQrnt0fGtSHl4E15dRsLA9NXvS9nJ8biz\/S\/Y+TaBU502\/9u2+XecDT8Df39\/bYdPb4mbN29i3p9\/YcWKFcjKzIDUwAC52dkIqN8QE8aPRc+ePSGTyXQdJhGRzqmTG5SZREkul2Pjxo0YPHgwLly4ACMjI1SuXBnnz5\/Pt5Btt27dYGVlhZUrVxZ5nOzsbGRnZyv\/n5KSAjc3NyZKRKVo3PjxWB9yDA4NuuDJmd14dvcCTOwqwMShIiR6UuSkJiI54ipMHd3hVDcQ8ux0ZF7dj0dRkZBK1VsXpqxbv349ho8eD48eE6CnbwAAEAoFosI2IPXxHTjXbQfrKnWgZ2Co7CPPzkTinbOIORsKG58AuDTsAolEgpzURESFLMGQAf0wd06wjh4RlWVZWVmIjo5GVlYWbG1t4eDgoOuQiIjKlLcqUbpy5QoaNWqErKwsmJmZYe3atejYsSNOnDiBJk2a4PHjx3Bx+V\/p008++QSRkZHYu3dvkcebOnUqpk2bVmg7EyWi0pGRkQEHJ2fY1e+K6NO7YOJQEU512xYqYZyXlY74G6fw9FwoKjTtiYQL+7D+n5Xo3LmzjiLXjpycHDRs3ASPUuVwbR4Eyf8nggqFAok3TyPu2jHkpibBzLUK9PQNIc\/OQNqTezCycYKDfwtYV6mF3IwUJN48jaQbJzCg\/\/tYMP\/vQvc+ERERUfHUSZR0XjLJx8cHFy9eRFJSEjZv3ozBgwcjLCxMub\/gPQtCiNfex\/DVV19hwoQJyv+\/GFEiotJx+vRpQE+K6PA9sPSoAdfG3Yq8ZvWNTOFUuzVM7d1wP2QZLNyqYsfOneUuUTI0NMTePbvRvGUrRO5ZCH1rF6Q+voOsZ08BoYBE3xCmDhWRm5GGzLhIuLm5IVMqgSHykH73DNJuHsOzmId4r1kzTFizGp07dy5393IRERGVRTpPlAwNDZXFHAICAhAeHo45c+Yo70uKiYmBs\/P\/FmeMjY197WKGMpmM87CJdOjZs2cQkMDA2ByujbsW+0e9eQVvONdrj\/9r777jqqr\/P4C\/7r2sexmXvafIEAeOFFfulYpapjkyR1mpuVOzsvz2rczMNDXLyp07V2qpuDeiiDgZCogMQbnsfe\/5\/eFPvoIo9+q9XJDX8\/Hg8Yh7Pp97XgdOyJvPOOlXT+H+g4xqSlm97Ozs8NnsTzBq9BgY5OXCPrATzJy9IZYYoDgvCw9uhkIRfRENGzXBiWNHIBaLceLECWRmZkImkyEwMLDs5yQRERFVD70XShUJgoCioiJ4eXnB0dERISEhZWuUiouLcfz4ccyfP1\/PKYnoaUxMTFCUnwe3ln0hEqk3PczGPwjJ5\/9FcWGhjtPpx+bNm\/Hue2Ph1mUYLL3Kb8BgaCqHqb07XFoHI\/n4ZrRt\/ypCz55BcHCwntISERER8ILPUXpRn376KU6ePIn4+HhcuXIFn332GY4dO4bhw4dDJBJhypQp+Pbbb7Fz505cvXoVo0aNgkwmw7Bhw\/QZm4ieobS0FIIgQO7VSO0+EmMprLwDkZ+fp8Nk+hEfH49Ro0fDpcvbTxRJj5MYmcC1ywik56vw4fgJ1ZiQXtSdO3cwe\/an8PUPgL2jE9w8vdB\/wOs4fPjwS\/uMMCKiukCvI0r37t3DiBEjkJKSArlcjiZNmmD\/\/v3o3r07AGDmzJkoKCjA+PHjoVAoEBQUhIMHD\/IZSkQ1mCAIMLGwfuK5SVUxtrSHhaVUR6n05+flyyF3bwC5e4Mq24okEti37o+\/tv6IxT8u5I5lNVxBQQHGvDcW27ZugY1XI5h6tYKlvwVUyhKcT4xB8IA34Ohgj+3btpbbvZWIiGoHvRZKK1eufOZxkUiEuXPnYu7cudUTiIhemEQigaHhc\/xoEVSQSV+uQqmoqAi\/\/\/4H7Nq\/pXYfE0t7yF298ccff+DTTz\/VYTp6EYWFhejctRui76bB\/61PYGRuXe64hasvHFr0RPrlY2jX\/lUcPXIYQUFBekpLRETPo8atUSKi2q1evXrIV6RDWVQAibH6hU+pIgU+9XX7i2R4eDh2796NBxkZkEmlaNSoEQYNGgSpjgq0mJgYFBQWwszFR6N+Ji7+OHz0OAulGmzCRxMRnXgP7r3GQmxgVGkbscQADs27QWJojF6v9UZ83G3I5fJqTkpERM+LD+IgIq0KCAhAw0aNkRF9Qe0+xbmZUMRfx+jRo3WS6e+\/\/0bT5q+gTdt2+HXrP9h28irW7j+HyTM\/g72jI6ZNn47c3FytnzcnJwdGJlKNt\/MWG5ogOydH63lIO9LT07F+3To4tnvzqUXS42wbvwqxqRXWrVtXDemIiEhbWCgRkdZNmzIJ2TfPQFms3i529y8fRZdu3eDh4aH1LN9\/vwCDhwzFfZkb\/IfNgUunYXBp0w8u7V6H54CpcOo0Amu27UVQm7a4f\/++Vs9tYWGB4oJ8CIJKo37KogJYyuvGA7JLSkqQkJCA69evIyUlpVZsfrBy5UrIXbxhYvX0R1VUZO4bhB8XL6kV10dERA+xUCIirRsyZAiaNgpA0pH1UJYUPbNteuRx5CVEYsniRVrP8eeff+KLuf+BZ58PYd+4wxNTAUUiEcycveHe6z2kF0nQq3cflJSUaO38vr6+MDe3QHZilEb9Cu9eR68e3bWWoyZKTEzEp59+BntHJ3h5eaFp8+ZwdnaGf0AjrFixQusjfDk5OUhOTkZ2dvYLFyt\/7\/0HUnf1d3UEAMt6gUiIu4XExMQXOjcREVUfFkpEpHWGhobY8\/cuNHC3R8LfS3H\/+tlyBZMgCMhJisHdQ2uRe+MkjhwKgZ+fn1YzlJaWYvqMmXBqNxAyW9dnthVLDODccQiib8Xj77\/\/1loGQ0NDjBv3AXKizqndp+BBMnLu3dHZNMSaYN26dfCu74M\/tu2DTZuBCBy7AI1Gz0OTd+eh0KERZn81D\/Xq++Dy5csvdJ78\/HysXLkSDRsHwsLCAi4uLpDL5fD1D8Avv\/yCnOec3piZlQUDE1ON+ogNDGFkIkV2dvZznZOIiKqfSHjJ5wFkZ2dDLpcjKysLFhZ1YyoLUU1RXFyMNWvWYOGin5BwJwEWdi4QiSUozM4ASoswdux7mDJ5Mlxdn13IPI\/du3fj7dHvof6gWRCJJWr1uRdxGJ4GOTh98rjWciQlJaG+jy8c270Jq\/pNn9lWVVqCOwd+x8BeXfD7byu0lqEmWbduHd7\/cBzcur4Dc1ffStsIgoD0iCPIun4S50PPoUGDqrdWr+j8+fN4rXcfCIYymPm2gqVXE0iMZVAWFyAr\/hpyo0NRmqfAnr93o0OHDhq9d8vWbZAm84KNX0u1+wiCCpF\/zEJsTAy8vLw0vRwiItISTWoDFkpEpHOCIODChQuIiYlBcXEx7O3t0aVLF5iYmOjsnANefwPn7+bD8ZWeavcpKcjFtfVzkXT3LpycnLSWZd++fXhj4JtwbNMf1n4tIRI9OZhfkp+D5GMbUM\/RCieOHdXZTnz6lJKSAg9PL7j3GA2LpxRJj0s9vw\/WJem4cjlCow0xwsPD0f7VDrBp2g22jTs8te+DG2dxL3QvDh8KQbt27dR+\/2nTp2PDvuNw6Txc7T7ZiTehOLcTqSlJMDQ0VLsfERFplya1AbcHJyKdE4lEaNmyJVq2VP8v8C\/qbnIKjCy8NepjKDWDidQUqampWi2U+vTpg3179+CtIUORefU4zH1awczZGyKJIUryspBzOxwZsZfRp08fbPhz\/UtZJAHAb7\/9BktXH7WKJACwa9YNURv\/i9DQULRu3VqtPkqlEv36vw7rJp1g16TjM9vaNGgDQaVC\/wGvI+luIoyNjdU6x\/hx47BkyVLYBwXDUKbeH+Cyo0Ix7sMPWCQREdUiXKNERC8lsVis8W5zAKASVJBI1Juqp4lu3bohJTkJK5YugiseIOXwGsTvWYbc8D0Y1DUIVyIvY9fOHTA11WztS22hUqnw8\/JfYe6r\/rOyJIbGsPJ5BUuX\/ax2n3\/++QeZuXmwa9JJrfY2AW1RKjLE9u3b1T5H\/fr10alzZ6Sd36fWxhDZiTeRlXgTH3zwvtrnICIi\/WOhREQvJd\/63ihWJGvUpyj7AUqLi3SyZgoAjIyMMGTIEJw7cwpZigwU5OchNTkJy5Yuhb+\/v07OWVPcv38f6WmpMHfV7OG7Muf6CLsYrnb7RT8tgdynldrr0kQiEcx8WuHHxUs0yvXnurWQ5KQg5fR2CErlU9tl3bmBu0f+xKqVK+Hm5qbROYiISL9YKBHRSyMhIQF79uzB1q1b0aJ5MyiiLkBVUqx2\/4wbZ9G3bz9YW1vrMGXdVFBQAJFIBJFEs6lnIokhCgsL1G5\/8eJFmLtpVnRauPsjMuKSRn0cHR0RevYMrFRZiN32HVIvHkRR9gOoSotRWpgHRWwEEv\/9DXcPr8eaVSsxfLj665mIiKhm4BolItKKgoICKBQKGBsbw9LSUifT1yojCAIOHDiAhYsW49iRI7Cwc4LY0AjFedkoKS5C7D+\/waPTEBjLbZ\/5PiX5OciKDsPkhburJXddY2VlBUEQUFqQC0OZudr9SgtyYCm3VLt9YUEBxIZGGmUTGxihpKQYpaWlMDBQ\/59FNzc3XI28jH\/++QeLflqCY5u+LZuK5+LmjhkfTcCYMWNga\/vse4+IiGomFkpE9NxUKhUOHDiART8twaGDB8p+SbSyscWH77+PDz\/8AO7u7jo9\/4SPJmLt+j9h6d8GfkNmw8jMEsDDAirvXjzSLh\/DzW0\/wLPHSMjdK99muqQgF3dDViG4bx8EBgbiypUrUCqVcHBw0OqmDnWZhYUFWga1QXLMRdgHdlK7X378Zbw76i2125uZm6O0ME+jbKWFeTCRyjQqkh6RSCQIDg5GcHAwiouLkZWVBalUClNTU4126iMiopqHU++I6LmkpaWhRctWGDR0OK4+ENBg6Kdo+v4CBL77HaxbD8Qff+2Dt3d9LFq0SGcZpk6bjg1bt8Or3yQ4vtKzrEgC\/n\/tiaMX6vUcDfdObyHuwGrcvxlarr+yqADpV04iYc9SNKrvgYLCQtg7OKBl6zZo274DXFxd0abdq9i2bRtKSkp0dh11xbQpk5ATc17tTTaKstKhSIzG2LFj1T7Ha716Ift2hEa5sm5HoHv37hr1qYyRkRHs7OxgZmbGIomI6CXA5ygRkcYUCgVeaRWEXIkcTq8Ogtig8nUnefcSkHhoDb78\/FPMmjlTqxkuX76MlkGt4fPGtCqn1QFA2uVjSAnbDwsbexiZySEoS5GZkoCAgABITYxx6XIkrPyCYO0fBGO5HYCHI00ZUeeRE3MePl4e2P\/PPtjZ2Wn1OuqS4uJi+PkHoFDuBseg4GcWE8qSIiTu\/x39e3TC6lUr1T5HWFgY2nfoCP9hcyAxqvo5XSplKaI3fY29u3eiS5cuap+HiIhqJz5w9jEslIi0b9jwtxFyLhKu3UZCJH72wHR++l3E7V2Oc2fPoFmzZlrL8O5772Ff6A04t39Trfaq0hJEbfoas2d+DCcnJ0ilUgQEBODbed\/h8KlQuHYfA0PTyn9GqEpLkHxiM2wMinH+3FmYm6u\/xobKi42NReu27WDgUB\/2LXrBQGr2RJtCxT2kntyKAG83HA45qPbzjR5p2\/5VxN4vgEunoZU+3PcRQRCQcno77MR5iIy4xFEgIqI6QJPagFPviEgj6enp+GvbNti16lNlkQQAMjtXWPm0wJKly7SWoaCgABs2bICln3oPIQUAsYEhLH1b4sq16xg7dizefvttREVF4cDho3Dt+e5Ti6RHfV06DkNabik+nzNHG5dQZ9WvXx\/hF8JQ38oQNzZ+jaTjW5ARcxGZcVdx\/\/pZJO7\/DbE7FmFgn+7PVSQBwO6dO2BanImkoxtRUpBbaZvSonwkn9wKseIO\/t23l0USERE9gYUSEWlk1apVkLt6w8TSXu0+lv6tsXHjRmRmZmolQ0pKCkqKiyG1ddGon4mtK25GRZd9vnDRT5A3aAdDadUjRCKJBDbNumPlqtXIz8\/XOLO2FBcXY+vWrejSrQfq+fjBy9sHr3bshLVr16KwsFBvuTTh7u6OUyeO4XLEJQzs\/Aqss6JheCcUziXJ+PjDUUhOTsLvv614riIJAOzs7BB2\/hwau9vg5savkXR8EzLjIpGTHIus+KtIPrkVNzf8F\/WtjXDhfKjOnptFRES1GwslItLI6bPnYORQX6M+MlsXGJrIcOPGDa1kKCkpgVgi0XgUQCSWlG3KcPXqVURGXoa1Xyu1+5s6esHI1BJbtmzR6LzasnXrVji5uGLs+EmIyjOCyLcjJP6dEVdqickzP4ODoxN+++03rZ5TqVSiqKhIq+\/5SEBAAJb\/vAzhYecRdf0qzp05hVmzZmllO21bW1scDjmIyMsRGNi5FSTxoci98DdEt88guG0TXAg7j9MnT8DZ2VkLV0JERC8jbg9OVMcJgoDIyEgkJiYCAFxdXREYGPjUIiQ3Lw9iQ83X+xkaGSMvT7Ntm5\/Gzs4OpSUlKMnLfuaUuYqKszPg7uAAALhy5QosHd1hYCxVu79IJIKhnSeuXLmiceYX9euvv2LK1Olwav8mLL2blFt7Y+HeAHaNOyA78SYmT\/sY99LSMOfzz5\/7XPfv38eqVauw9OdfcPdOPADARCrFGwMHYvLEiWjVSv3iUt8aNGiA5T9rb9onERHVHSyUiOqogoICrFu3Dj8uXoL4+DiYWT3czS1XkQ5PTy9MmzIJ77zzDqTS8oWEtZUVlPHZGp1LEFQozM+BpaWlVrJbW1ujY6cuiIk6D4fm3dTMICDv9kWM+u6\/AIDCwkKIJM\/xI1BigLxqnnp36tQpTJ46DR4934OZk1elbUQiEeTuDWDU+wN8M+87BDZpgn79+ml8rpUrV2Lc+AmQO3nBzLcDGnZ4ByKJBMXZCuw\/exRbNreHl6cnxo8fh379+sHb2\/tFL4+IiKhG4tQ7ojooLS0NQW3a4pMvv0aBQyP4D\/8CHv2nwKP\/FPgP\/wIFDo3wydxv0Kp1G9y7d69c3359+yA\/4Qo02TAzJzEKMqkUTZo00do1TJ0yCdnRoVCVqvd8o9zkWJQWZOOttx4+vNTa2hrFeVman7goF3ZamBqmiW+\/mw+bgHZPLZIeJ7Vxhm1gN\/z3m3kan+fnn3\/GR5OmwKPnGLi99j6s6jeFoakc2Qk3kHhyGzITo2Dq4oN0pQm+WLAMfv4N0LlrNxw6dOh5LouIiKhGY6FEVMfk5OSgc9duSC0Qw6PfJNg2aA2J4f8WzUsMjWHboDU8gifiXpEBOnfthpycnLLjgwcPhqowF7nJsWqfMzs6FOM+\/ABGRkYvlF0QBOTm5iI\/Px+9e\/eGj7cXkk9sgaBUPrNfUfYDJB\/fjC+\/+LJshKxz584oyM5Afnqi2udXFhciK+4q+vfv\/0LXoYnExESEHDgA6wZt1O5j7d8SlyMuITIyUu0+kZGRmDb9Y7j1GA1zFx8AgKBSIuHIRqRcOADbgLZoNOJLeL\/2Hur1HA2f\/h+hwbDPEJ1jhL79+mPBDz9ofG1EREQ1GQslojpmwQ8\/ICWzAM4dh0D8jKlnYokBXDoMQWpWIb5fsKDsdRMTE0ydOgVp53ahtLDqNUcZ0ReQl3Ib4z788LkzX716Fe9\/8CFMzcxhbm4OU1NT2Nk7oHVQK5grc5AYsgr5aU8WPCplKTJiwhG\/ZxneHfUOpk+bWnbMwsICI94egcwbZ9XOkRF9ET6+vmjZsuVzX4umQkJCYOVaD0bmVmr3MTCWwcqzAfbv3692n5+WLIGVT3OYOf5v1OruqZ0ouJ8EvzemwDagTbmCGgAMZRZwaNEdnr0\/xBdz\/4NVq1apfT4iIqKajmuUiOqQkpISLP\/lV1i90u+ZRdIjIokEVo07Yfkvv+KLOXNgaGgIAPhizhxEXI7E8X9+hVOnYZBaOz3RV6UsxYNrp5EefhB79\/wNFxfNtvIGHm6FPebd97BlyxbY+DaHW493YWxpBwgCCh4kY\/vhc3gQH4dGjRsj6t8VkFk7wtC+HsQGhlAW5iI3\/gpsrC2xZNFCjBkz5okNKj6ePg1\/\/tkcUhdfWHk3fWaWggfJSA\/fjyV\/rtf4Ol5EZmYmxMammnc0kqm9HXtWVhY2bNgAz77jy14reJCMB1HnETBkNgxlz94+XWbnCucOQzB56jQMHTr0iXVtREREtRELJap1VCoVjh49ilu3bqGkpASOjo7o1asXTE2f45fJOuaff\/5BsRKwcPNXu4+Fuz\/un\/8be\/fuxeuvvw4AkEgk2PHXNnw8YyZ+XvYT5M71IKvXDEZmlhCUpci\/F4+s6POwsbbCkcOH0LZtW42zKpVKvD7wTZy5GAn\/IbNhaCovd9zc1Rfmrr6waXoPt0NWY9iwYWjRvBnCwy8hNz8ftjbe6L9wDrp27QrxUx6M6+fnh7+2bcUbA99ESW4mbAPaQmxYfnqgoFIhK\/4KUk5tx5zPPi37GlQXmUwGQc11WI8TKUshk8nUahsZGQlDqRlktv97ntD962dhVb+Z2iNZFu4NkBFujq1bt2LkyJEa563tVCoVYmJikJGRAalUCm9vb5ibV\/18LiIiqrlYKFGtkZeXh59\/\/hk\/LV2GrOxcmNq5QCQWoyj7AYrzsjF61EjM+PhjeHh46DtqjRUdHQ2ZvRtETykcKiMSiSG1c0dMTEy51yUSCRb9uBCffTobq1atwoZNW3A\/9j6MjYzRPKABJn27Fd26dXtqkVKVn376CafOXYBH3\/EwMHl6EWxi5QC3Xu9j89Zl6NP7Nfzxx+8anadPnz44FHIQ7479AFGbjsDSpwWMrJ0hEolRnHMfObEXYWIowS8\/L8WoUaOe61peRIsWLZCVdAuOJUVPTH17GkGpRG5yDJo3b65W+9zcXBgamfyvv0qFjOgLqN\/3A7VzikQimPm0xC8rfqtThZJCocCaNWuw6KelSEm+CxNTc5QWF0MQlBg+bBgmTZyIwMBAfcckIqLnIBI02bqqFsrOzoZcLkdWVhYsLDR\/9gvVDGlpaejavQfu3s+GZcNXYenZGCKJBMDDBf759xKguH4KxWlxOLD\/XwQFBek5cc307bffYsmfu+HccYha7QVBhZzEKNw9tQMSZTEAAWbm5uj92muYNPEjNGvWTCc5VSoV3Dw8YeTfGVb1m6rVJy3iCFxFCpw7c+q5zikIAs6cOYNfV\/yG6NhYlJYq4eLshDGjRqJv374wMNDP35UEQUDjwGbItvSBbUP1RuYUty6j+MYR3ImPg+T\/\/z95ltOnT6Nn72D4DP0cIpEIpYV5uLJmDpq8O0\/t4gwAcpJikH9pL5IS76jdpza7dOkSuvfsBZhYwMy3NSzrNSmb0pqffhdZUeeQEROOOZ9\/js8++1TjByQTEZH2aVIbcESJaryCggJ079nr4S5tfcY9sbZGJBLB1NETpo6eSI88gW49euLC+VD4+fnpKXHNZW9vD2WeQq22BQ+SEXdwLZQlhbDxD4LcPQBiQyOUFubh37BIbGjTFkFBQdi5\/S\/Yanm77AMHDiArOxc+Xo3V7mPtH4SLG\/6La9euoWHDhhqfUyQSoV27dmjXrp3GfXVJJBLh42lTMHHaDMi9Gle5XkhZVADF5cP47ONJahVJAB4WvIISeanxam1B\/oy0eLn\/9PY\/N27cQIdOnSEPeBV2gZ2fKIJkdq6Q2b0JuX8bzFuwEBKJBLNnf6KntERE9DxYKFGNt2rVKtxJfQCP4I+q3IDArkkHFOfcx8czZ2HP7l3VE7AW6devH8aNnwC7zDSYWNqjJD8bD26EIiMqDMV5mQAAI1NLmLn6IiPmIhwCO8GhWdcnvu7mLj6wb9kbUae3o1VQa4SdD4WNjY3WcoaGhsLU1bds1FAdBiamsHL1Rmho6HMVSjXZO++8g33\/\/IuQg3\/AtdtoGJlZVtqutDAPdw+tRYvGDTB16tRK21RGJpNhzOhR2HLwDMycvCAxMoHYwAhFijTI7N3Ufp\/CzHtwcdV8047aaPiIkTCv\/wrsm3Z5ZjuZrQvceozBl3O\/xIAB\/dGgQYNqSkhERC+K24NTjSYIAn5cvAQWDdqptUsbANg27oT9\/\/yDpKQkHaerfezt7THg9dfx4OoppFw4gGt\/\/he5qbfh3KYv\/Ad9DP9BH8O5TV8UKe5BUJYAggCRuPJixcBYCpdOw5ArscCQYcO1mjM3NxeQGGrcT2xgjLy8qrcsr23EYjE2bvgTA3p1Q8y275F8ajvy79+FoFRCUClRkJGKlLO7Eb31O7z6SmPs3bNb46mCEz\/6CFnxV5GVcA0isQRWPs1xX4Ot0wVBQF5sGD54711NL6\/WCQ8Px9WrV2AX+Owi6RGZrQusvZti2c\/LdZyMiIi0iYUS1Wjnz59HckoyrLzVXwxtbGENKw8\/rF9fvds41xZzPvsUD6LO48H1c\/B9Ywrq9\/kAll5NYGJpDxNLe1h6NYFP\/wnwe2MqHkSFIen0LjxtKaNILIZD29dx7OgR3Lx5U2sZ5XI5RCVFGvdTFue\/tGsRDQ0NsWb1Kpw9cxq9XvFF3J7liPh9BiJ+m4HYnYvQwd8JR0IOYteO7c+1PbePjw\/Wr1uHu0c3IiP6ImwC2kIRE46SvGy1+ucmxaA4R4GhQ4dqfO7a5udffoG1T3NIjNX\/Osv9WmPNmjUoKCjQYTIiItImFkpUo8XHx8PMxgliA6OqGz9GbOGAW7du6yhV7Xbz5k0YGBnDZ8BHkNk+fZqUzNYFPv3GQ3HrEjJvRTy1naHUDDb1m2Hpsp+1lrFr167IvHMdSg2KpeIcBRRJt9GpUyet5aiJmjdvjjWrVyE7KxNJSUlITExEdlYWtmzehLZt277QhgGDBg3C9m1bkXXpX9w7sQkm1o649c9vVT5YuCAjFUnHNmL+d\/PqxDb9lyIuw8Res7VcMgcPFBUWcqSbiKgWYaFENZpKpcJz\/donEkGpUmk7zkth3vwFsG3aFcYWVa8pMrawgWPz7kiLPP7MdjL3RjgYckhbEdGmTRt4enhCEROudp+Mm+fwaoeOiIqKwu7du3HixAkUFhZqLVNNY2xsDGdnZ7i6umr1Aa99+\/ZFakoyli\/+AQ29nKHMU+Dmth+QEX0BqgrPcyotzEPa5WOI37scMz+ehgkTJmgtR01WVFQMsYZTG0UiEQwMjV7qe5KI6GXDzRyoRnN2dkZ+ZjoElfKpa2Uqo8rNgLtbzdq9rCa4dOkSrl27igbD1H9oqrXvK0gO3Yf89ETI7Cpf2G9gLEVWtnpTtNQhEonw+aef4N0PxsHc1bfKoi4\/LRH3Io7hHlSIuHoDEgMjFOZlQwIVxo59DxM\/+ojP19KAsbExhg0bhmHDhkGpVOLXX3\/FgoWLEH1+LyxcfAADIwjF+ciIv4FmzVtg+aYN6Nevn75jVxsbG2vczsvSqI+yuBBFhfla3fSEiIh0i4US1Wjt27eHmakMWQnXYOnVRK0+Jfk5yLh9BcOGbdJxutrnxIkTsHL302hthcRYCnNXH+Sm3H5qoaQsKYSZmZm2YgJ4uE5JWVKMmN3L4NVjFEwdnix0BEFATuJNxB1aD5WghFeP0bD0bFh2LDc5Fuv+PoxffvkVu3ftRLdu3bSasS6QSCSYMGECxo8fj6NHj+LChQvIy8uDhYUFevbsiUaNGuk7YrUbOngQPv96AdC4g9p9MqIvoEnT5nByctJhMiIi0iYWSlSjSSQSTPpoAhauWAO5ZyOIRFXPFn1w7TTatmsPX1\/fakhYu+Tk5ECkwQNEH5EYSaF6xnqhvMQbeK1D+xeJ9oT\/\/PdrOLToBUFVipg9yyGzdYVNg9YwsbQHBAEFD5Jx\/\/oZFOdkwLVNPxRkpCAz9lJZoSQSiWDu4gNzFx88iApD3+B+OHrkMNq0aaPVnHWFSCRCly5d0KWLeju9vczefvttTJv+MfLuJVRawFckCCrkxoTi6\/nfVEM6IiLSFhZKVOONGzcOv674Hann\/oZj6\/7PXKyeefsyMq6dxIJjR6sxYe1hbm4O4bl2kyuE+CkFlrKoABkx4Zi8XnubOVy+fBmRly\/Df3g\/GBjLYNuwLTJuhiH9ykmU5GdDJBLByMwKto3aw6p+M0gMjVGYmYabWxegJL\/\/Ew9ltfFrCWVBLt4ZNRrRN2+80IYHRObm5pg+bRqWrvgD7n3GwVD69IcAC4KA1NC9sJAaY\/DgwdWYkoiIXhQLJarxrKyscORwCDp26oK7h9bCOrALTO3dy7UpzlHgwfXTUNw4i21btyAoKEhPaWu2V199FZmzPoFjUYHa0++URQXIuRsNx+bdnzgmCALuhe1D8+bN0bRpU63l3LdvH6y8GsLAWAYAMDCWwT6wI+wDOz61j4mlPaS2Lsi5GwVr31eeOG7bqB2iNh3FyZMn0aGD+lOmiCrz1Vf\/QXRMDPbv\/QWO7QbC1KneEwV4SV4W0i4egOp+HE6ePqXVTTeIiEj3WChRrVC\/fn2EXwzDF1\/Oxbp1v0Fm7QADSydAJIZQkImMhJvo3qMnvv79JFq0aKHvuDVW8+bN0SCgIR5EX4Bd41fV6pMRcwEm1o6Q2Zdfn6RSliL13N9Qpd\/GX\/+GaTWnQqEAjGQa9zOQmkNZVPlzasQGRrD0eQXLlv\/CQolemFgsxuZNG\/Gfr77Cj4sWwUAmh8yjCQxkFhBKS1B07zYybl9Bpy5dsPrABbi6uuo7MhERaYiFEtUaDg4OWPHrL\/hhwffYunUrbt++jZKSEjg4OGDQoEFwd3ev+k0Is2fNwJixH8DCI6DK3eSKsjOQErYfcs9GKMp+ALGhEUoL8pB1KwJZMefh5uKMA6HntP5LoFQqBVRKjfsJpSUQGxg+9biJnTtu3LzyItGIyojFYvxn7lzMmjkTW7ZswV87duL+gzuQSaV4pX9XjPtwG+rVq6fvmERE9JxYKFGtY25ujnfffVffMWqtwYMH48TJU1i3cQVcu42C1Ma50nYFD5Jx99AadGzfFvcfZODq5u+gUilhYGiIrt26Y+o3m9G9e3eIxdp\/HFtgYCAKlq+AoFJBpOb7K4sLkZeWAOegPk9tIxJLUFxcrK2YRAAAmUyG0aNHY\/To0fqOQkREWsRCiaiOEYlEWLZ0CaysLDF\/\/nxYufnBzKclTKwcAQCFilTkxoRBkRiFiRMnwsXZGYuXLIPq\/0d4SktKkJ6ejvv376OkpATGxprvoleVfv36wejD8chOvAm5R4BafTJiLsLE0v6JKYKPK85RwM3BXlsxiYiI6CUmEgRB0HcIXcrOzoZcLkdWVhYsLCz0HYeoRklJScHvv\/+O3\/5YhXupyQAAe0cnvP\/uGLi7u2PCRx9BZucGc59WsHBvALGBEUoL86CIvYTcmFCYGhsg5MB+BASoV8xoYu5\/\/oOfVqyBR+8PITY0embbkoJcRG9fBMdXesLGv1WlbQRBQMLun7Dg6y84IqklKSkpOH78OLKysmBqaoqWLVvCz89P37GIiIieSpPagIUSEQF4WEgAD0ec9uzZgzcHDYZzh7dg5R34lPYqpF08iNzY87hw\/jx8fHy0mqewsBCdOndBbGomXLqMgMTIpNJ2JXnZuPXv7zCW28Gz29tPfdZWTnIsUo6sR9q9VMhkmm8UQf9z7tw5zF\/wA\/b+\/Tfkjm4wMDGFsqQImcnxCGrdBjOmT0X\/\/v31HZOIiOgJLJQew0KJSDMKhQIurq5waDfoqUXS41LO7YGtKgOREZe0\/nyi7OxsDHhjIELPX4DctyWs\/YNgZG4NQRBQlJmG9KunkBEVBrlXY7h3egtiSeWziYtzFIjftxyfzfoYsz\/5RKsZ65pff\/0Vk6dOg7V\/a1g3aA1juV3ZsZKCHGTcPA\/FtZMYM2oklvy0WCdr2IiIiJ6XJrUB1yhVg8LCQmzfvh3Xrl1DUVERbGxs0L9\/fzRs2FDf0YiesGbNGshsXdUqkgDAvkUPRG38L0JDQ9G6dWutZrGwsMChgwdw6NAhLPppCQ5s+hYSiQSCSoBILELv3n1wIdMehaUFKMpMe2JjCkGlRFb8Vdw79zdGDH0Ln8yapdV8dc2mTZswZdp0ePR8D2ZOXk8cN5Saw6FZV1h6N8W6jb\/DzNQU3303Tw9JiYiIXhxHlHQoJycH\/\/nqK\/z++x8QGZvCxN4TgkgCFOci4\/ZVvNKyJb6a+yW6d3\/yQZ5E+iAIAjy8vCGu3w7WPs3V7pdyZhc6NnTF5o0bdJgOyMzMRFpaGsRiMRwcHGBubg6FQoGp06Zj06ZNMHdwg6F9PYglhlAW5iIv4QrMZCaY89mnGDdunNZHvOqSwsJCODg6wab1AFh6Nam6veIeYrb\/iJs3b8Db27saEhIREVWNU+8eo69CKT09HR07d8G97GJYN+0GM2fvcr+klRbm4cHNc7h\/6TAW\/fgjxo8fV23ZiJ7m0f8vjUd\/DQNj9dfxZN25ASHqGG7HRusw3bMpFAqsW7cOYRcuIjcvD3Y2Nujfvx9ee+01SCQSveV6Waxfvx4TP\/4EXq9PV7vgTDq6AW\/37YSFP\/yg43RERETqYaH0GH0USsXFxQhq0xZJuSq4dBwG0TN+SctLjUf8\/t+xeeMGvP7669WSj+hpUlNT4eTkhMCx3z91vU9lcpNvITtsF1KT7+owHelT63btcRd2sG\/SQe0+OUkxSDuxCZmKDI7mERFRjaBJbcBVtjqwfft23L6TBOcOQ55ZJAGAqaMnHFv3x5Rp06FSqaopIVHl5HI5AEBZmKdRv9LCXFj8f196OcXHxUNm66JRH6mtC7KzMpGbm6ujVERERLrDQkkHfly8BOY+QRAbGKrV3sqnOe4\/UODw4cM6Tkb0bFKpFC2D2kARe0mjfnkJV9Cvb28dpaKaQKVSAk\/Zev1pHm3VrlQqdRGJiIhIp1goaVlCQgIuhV+AtX9LtfuIJQaw8G6O1WvW6jAZkXqmTZmEnOhQCIJ6I5wleVnIuHUFE8aP13Ey0icHB0cUZaVr1KcoKx1GxiZ8NAMREdVKLJS0LCUlBVJTC40WwgOAkdwWd+4m6SgVkfreeOMNyE2luBe2v8q2KmUpUk5uRZ\/gYHh5PbldNL083hszCnm3LmjUJzPqPIYMGcJnKRERUa3Ef720TCwWq\/2X+McJgsBfJqhGMDIyQsjB\/SiIC0fK2d1QFhdW2q44NxN3Q1bDWW6M9WvXVG9IqnYjR45Ebvpd5N1LUKt9SUEuFDEXMXnSRB0nIyIi0g3+Zq5l7u7uKMjLQXFupkb9ihUp8K1fTzehiDTk5+eHC2Hn4SjJxc2N\/0Xy6R3ISriGnKRYKG5FIOnIetzc\/C06NG+I0ydPwNzcXN+RSccsLS3x2WefIenonyjKznhmW2VxIZIOr0Wfvn3RvLn6z+MiIiKqSVgoaZmjoyO6dO0GRVSo2n2UJUXIjAnH+2PH6jAZkWa8vb1x6eIFnDpxHN2b1oMo9hTywvfAOCkcIwd0R0x0NHZs38YiqQ75\/LPPMHL4UMTvXYYHN89DVVpc7rigUiEr\/ioS9i1HUz8vbPxzvZ6SEhERvTg+R0kH9u3bh7eGjUC9N6bBwMS0yvb3Io7AMvcOrkZG8FkjRFSjCYKAtWvX4utvv0NSchIsPBoChlJAWYyCpGiYGBlg8sSPMHPmTBgaqrfzJxERUXXhA2cfo49CSaVSoW+\/\/jgXeROu3UbDwFj61LaKWxFIObkNhw+FoF27dtWSj7Tj\/v37OHToEBQKBaRSKZo2bYqmTZvqOxZRtRAEAadOncLBgweRlZUFMzMztGrVCn379oWBgfoPKyYiIqpOLJQeo49CCQDy8\/Mx4I03EHrxMuQNO8CqfjNIDI3\/d\/x+EjJvnkXWrQj8tW0r+vTpU23Z6MVERERg\/vcLsP2vv2Bu5wxDmQUEZQkUyXEICGiI6VMnY\/jw4dycg4iIiKiGYaH0GH0VSgBQWlqKVatW4cfFSxCfEA+5owdEEgOU5GYhN+Mehg4dipkzPkZAQEC15qLnt3XrVox4ZySs\/VrB0r81pNaOZceURQXIiL6AzOsn0atbF2zc8CenHhERERHVICyUHqPPQukRQRBw\/vx5XLt2DYWFhbCxsUGPHj1gZWWllzz0fA4cOIB+\/QfAtesIyN0bPLVdSX4OEg\/8geAenbFu7RquOyMiIiKqIVgoPaYmFEpU+6lUKnh41YPIsxVsA9pU2b4kLwsxfy3AsSOH0bp162pISERERERV0aQ24CIKIjWEhIQgIzML1n4t1WpvaCqHlc8r+GnJUh0nIyIiIiJdYKFEpIZfVvwGef2WEEvU383LqkEb\/PXXNuTm5uowGRERERHpAgslIjXcuh0HYxsnjfoYW9pDUAlITU3VUSoiIiIi0hUWSkRqUCqVEIk0+99FJBJBJBZDqVTqKBURERER6QoLJSI1uLq6oDArXaM+xbkKKEtLYG9vr6NURERERKQrLJSI1PDuqJHIjj4PQVCp3efB9bPo3rMXt4EnIiIiqoVYKBGpITg4GAU5mchOuK5We2VJEdKvnUbXzp10mouIiIiIdIOFEpEaQkJCYGhkjISjm1DwIPmZbVWlxYg7uBYSYxlOnzlXTQmJiIiISJvU3+uYqA777Y+VsG7YHhCJEbN7GZxavgZr31cgMZaWtREEFXLuxiAl7F+IRGJ4dR+Jfbt+QlZWFuRyuR7TExEREZGmWCgRqSE+4Q5MnJrCsl4gTKwccO\/SYSSH7oPcsyEMpOZQKUuQezcGypJC2DRoA8fmXSE2MIJILMa9e\/dYKBERERHVMiyUiDRk6dUYll6NkZ+eiKyE61AWFcDAWAanVq9B7tVYo4fSEhEREVHNxN\/oiNTg6eGOS\/fulXtNZucGmZ3bU\/sUZd2HSqmCg4ODruMRERERkZZxMwciNYx9dwxyYi9AUKm\/PXjGzXPoG9yP0+6IiIiIaiEWSkRq6Nu3L2TGhlDcilCrfWlhHrKiwzB1yiTdBiMiIiIinWChRKQGAwMDLFvyE1JOb0duStwz2yqLCnD30Fp07dIZHTt2rKaERERERKRNXKNEpKZBgwbhwYMHmDx1GmwadYBNg9YwNP3ftDqVshSZty8j88pRtGjcEFs2b4JIJNJjYiIiIiJ6XiJBEAR9h9Cl7OxsyOVyZGVlwcLCQt9x6CVw\/PhxfP3tPBw7cgRW7r4QG5sCqlLkJN+CrY01pk2ZjAkTJsDAgH+HICIiIqpJNKkNWCgRVSIlJQV\/\/PEHLl6KQH5BAexsbfDmG28gODi4rAC6ffs2\/v33XygUCshkMgQGBqJz584QizmjlYiIiKgmYqH0GBZKpInU1FSMm\/AR9v79N6w8\/GBo5wmxgSFK8rKRF38ZJoYSfPH5Z\/joo484rY6IiIioltGkNuDcIKL\/l5CQgLbtX0WJzB6+g2bAWG5b7rjQ8jVk37mO2XPm4vr1G1i+\/GcWS0REREQvKRZKRAAKCgrQpVt3qKw94dJmQKUFkEgshtyzEaQ2Lli\/6WfUq1cPM2Z8rIe0RERERKRrXExBBGDr1q14kJ0Px9b9qxwlMjK3guOrg\/H1N9+gsLCwmhISERERUXVioUQE4MfFS2DuGwSRmhsxmLv4QGQsw7Zt23ScjIiIiIj0Qa+F0rx589CyZUuYm5vD3t4eAwYMQFRUVLk2o0aNgkgkKvfRunVrPSWml9Hdu3dxJTIC1r6vqN1HJBLB1Ks5\/ty4WYfJiIiIiEhf9FooHT9+HBMmTMC5c+cQEhKC0tJS9OjRA3l5eeXa9erVCykpKWUf\/\/zzj54S08soPT0dJlJTSIxMNOpnZG6FtPR0HaUiIiIiIn3S62YO+\/fvL\/f56tWrYW9vj4sXL6JDhw5lrxsbG8PR0bG641EdYWRkBKWyVON+KmUpjIyMdJCIiIiIiPStRq1RysrKAgBYW1uXe\/3YsWOwt7eHr68vxo4di7S0tKe+R1FREbKzs8t9ED2Lu7s7IAjIv5+kUb+i9Dto0ihAR6mIiIiISJ9qTKEkCAKmTZuG9u3bo1GjRmWvv\/baa9iwYQOOHDmChQsXIiwsDF26dEFRUVGl7zNv3jzI5fKyDzc3t+q6BKqlzM3N8dZbbyHz5jm1+yiLCpARcxHjx43TYTIiIiIi0heRIAiCvkMAwIQJE7Bv3z6cOnUKrq6uT22XkpICDw8PbN68GW+88cYTx4uKisoVUdnZ2XBzc1Pr6btUd128eBFt27WH9+tTYWJpV2X71PP\/wgEKXLoYVg3pnt+dO3fwyy+\/YvfefcjOyoRUZoo2Qa0wedJEtGjRQt\/xiIiIiKpVdnY25HK5WrVBjRhRmjhxIv7++28cPXr0mUUSADg5OcHDwwMxMTGVHjc2NoaFhUW5D6KqtGjRApMmTsTdgytRlPXsDRruXzmJ7OhzWLdmVTWl01xubi4GDX4L9by9sWr7vyhwDIQ0sDdUXm1w8NIttG3XHs1faYVbt27pOyoRERFRjaTXzRwEQcDEiROxc+dOHDt2DF5eXlX2efDgARITE+Hk5FQNCakumT\/\/O5QqS\/HriiWw9G0F6watYSx\/OLokqFTIvnMd2dGhKMlIxqGQg2jcuLGeE1cuNzcX7Tt0xN2MfPi\/NRtG5lbljss9G8GhZW+kXNiPV1q2wrmzZ+Dn56entEREREQ1k16n3o0fPx4bN27E7t27y\/2iJpfLIZVKkZubi7lz52LgwIFwcnJCfHw8Pv30U9y5cwc3btyAubl5lefQZHiNCABOnDiBxT8txZ49uyEzt4LE0BAFuVmwMDfHR+PH4f3334eDg4O+Yz7Vm4MG41jYFbj2GAOx5Nl\/C0k9vw8G928hNiaKO\/gRERHRS0+T2kCvhZJIJKr09dWrV2PUqFEoKCjAgAEDcOnSJWRmZsLJyQmdO3fGf\/\/7X7U3aWChRM8rLS0NUVFRKCgogLW1NZo2bQoDA70OwlYpPj4ePj6+8BsyG0ZmllW2FwQVbm9fgBVLF2PIkCG6D0hERESkR7WmUKoOLJSoLpk5axbW7gqBS5cRave5d\/kYXFTpOH\/ujA6TEREREelfrdvMgYi0Y\/eefZB5aLZ2yrp+M4SFnkVeXp6OUhERERHVPiyUiF4i2VlZMDAx06iPgfRh+0cPfCYiIiIiPe96V1dcv34dy3\/5FZcuR6KwsBB2trYY+tYgDB48GFKpVN\/x6CUik8mgKi3WqI+q5GF7U1NTXUQiIiIiqpU4oqRD0dHRaNu+AwKbNsNfR87jrtgBD8zr40qGCFNmfQ4HRyd8O28eXvJlYlSNglq1RH5StEZ9shNvwtXdg2v4iIiIiB7DESUdiYyMxKsdOkLmGYgGw+fAwKT8X+uFpp2RmxyLeQsWITo6BqtXrXzqLoBE6po08SPs6NIV9i1fg8TQWK0+OdGhmD1pIu8\/IiIiosdwREkHMjMz0a1HT5j7tYFTm\/5PFEnAw63RzV184Nl3PLbv3oP587\/XQ1J62QQFBcHH1xfp4QfVap8ZF4m89ESMGjVKt8GIiIiIahkWSjqwdu1aKA1NYdesW5VtDU3lcGj3Jr6bPx9FRUXVkI5eZiKRCNu3bkFe3CWkXtj\/zGmdmXGRSDq+BZs2boSNjU01piQiIiKq+VgoaZkgCPhx8RKY+7ZWeyqTuYsPYCjFX3\/9peN0VBf4+vrizKlTQMp1xO1YiLQrJ1BSkANBUEFZXAhFbATu\/LsCyce3YMumjRgwYIC+IxMRERHVOFyjpGVRUVFITrqLht0D1e4jEokg8wzElm1\/Yfjw4TpMR3VFw4YNcTs2Bn\/99Rd+XLwEl9buKjvm4uaOWRM\/wpgxYziSRERERPQULJS0LCMjA1IzC4glmn1pDU3lSL+fpKNUVBeZmJjg7bffxttvv43s7GxkZWXB1NQUVlZW3LiBiIiIqAoslLTMxMQEyhLNnmMDACplCWR8phLpiIWFBbf\/JiIiItIA1yhpmbe3N0pLilGQkaJRv+K0ODRvpv50PSIiIiIi0h0WSloml8sxePBgKG6cVbtPSV4WHty6gg8\/+ECHyYiIiIiISF0slHRg8qSJUERfQKHiXpVtBUFAWvhBdOzUCd7e3tWQjoiIiIiIqsJCSQdeeeUVTJs2FXcO\/IGCjNSnthMEFe6F\/YPSe7FY9cfv1ZiQiIiIiIiehZs56Mi333wDsViMBT8shLVPc1j6t4HM1gUAoCwpgiL2EnKjQyGTCDhz6iQ8PDz0nJiIiIiIiB4RCYIg6DuELmVnZ0MulyMrK0svu35FRETgp6VLsWnjRggQw8DQEIX5uajv44fpUydj2LBhMDMzq\/ZcRERERER1jSa1AQulapKTk4OEhAQUFhbCxsYGnp6efJYNEREREVE10qQ24NS7amJubo5GjRrpOwYREREREamBmzkQERERERFVwEKJiIiIiIioAhZKREREREREFbBQIiIiIiIiqoCFEhERERERUQUslIiIiIiIiCpgoURERERERFQBCyUiIiIiIqIKWCgRERERERFVwEKJiIiIiIioAhZKREREREREFRjoO4CuCYIAAMjOztZzEiIiIiIi0qdHNcGjGuFZXvpCKScnBwDg5uam5yRERERERFQT5OTkQC6XP7ONSFCnnKrFVCoVkpOTYW5uDpFIpO84VM2ys7Ph5uaGxMREWFhY6DsOURnem1ST8f6kmoz3J70IQRCQk5MDZ2dniMXPXoX00o8oicViuLq66jsG6ZmFhQV\/mFKNxHuTajLen1ST8f6k51XVSNIj3MyBiIiIiIioAhZKREREREREFbBQopeasbExvvzySxgbG+s7ClE5vDepJuP9STUZ70+qLi\/9Zg5ERERERESa4ogSERERERFRBSyUiIiIiIiIKmChREREREREVAELJSIiIiIiogpYKNFLp7S0FJ9\/\/jm8vLwglUpRr149fPXVV1CpVPqORnXQiRMnEBwcDGdnZ4hEIuzatavccUEQMHfuXDg7O0MqlaJTp064du2afsJSnfOs+7OkpASzZs1C48aNYWpqCmdnZ7zzzjtITk7WX2CqM6r62fm4Dz74ACKRCIsXL662fFQ3sFCil878+fPx66+\/YtmyZbhx4wa+\/\/57LFiwAEuXLtV3NKqD8vLyEBgYiGXLllV6\/Pvvv8ePP\/6IZcuWISwsDI6OjujevTtycnKqOSnVRc+6P\/Pz8xEeHo45c+YgPDwcO3bsQHR0NPr166eHpFTXVPWz85Fdu3YhNDQUzs7O1ZSM6hJuD04vnb59+8LBwQErV64se23gwIGQyWRYv369HpNRXScSibBz504MGDAAwMPRJGdnZ0yZMgWzZs0CABQVFcHBwQHz58\/HBx98oMe0VNdUvD8rExYWhlatWiEhIQHu7u7VF47qtKfdm0lJSQgKCsKBAwfQp08fTJkyBVOmTNFLRno5cUSJXjrt27fH4cOHER0dDQC4fPkyTp06hd69e+s5GVF5cXFxSE1NRY8ePcpeMzY2RseOHXHmzBk9JiOqXFZWFkQiESwtLfUdheo4lUqFESNGYMaMGWjYsKG+49BLykDfAYi0bdasWcjKyoK\/vz8kEgmUSiW++eYbDB06VN\/RiMpJTU0FADg4OJR73cHBAQkJCfqIRPRUhYWF+OSTTzBs2DBYWFjoOw7VcfPnz4eBgQEmTZqk7yj0EmOhRC+dLVu24M8\/\/8TGjRvRsGFDREREYMqUKXB2dsbIkSP1HY\/oCSKRqNzngiA88RqRPpWUlGDIkCFQqVRYvny5vuNQHXfx4kX89NNPCA8P589K0ilOvaOXzowZM\/DJJ59gyJAhaNy4MUaMGIGpU6di3rx5+o5GVI6joyOA\/40sPZKWlvbEKBORvpSUlGDw4MGIi4tDSEgIR5NI706ePIm0tDS4u7vDwMAABgYGSEhIwPTp0+Hp6anvePQSYaFEL538\/HyIxeVvbYlEwu3Bqcbx8vKCo6MjQkJCyl4rLi7G8ePH0bZtWz0mI3roUZEUExODQ4cOwcbGRt+RiDBixAhERkYiIiKi7MPZ2RkzZszAgQMH9B2PXiKcekcvneDgYHzzzTdwd3dHw4YNcenSJfz4448YM2aMvqNRHZSbm4vY2Niyz+Pi4hAREQFra2u4u7tjypQp+Pbbb+Hj4wMfHx98++23kMlkGDZsmB5TU13xrPvT2dkZb775JsLDw7F3714olcqy0U9ra2sYGRnpKzbVAVX97KxYtBsaGsLR0RF+fn7VHZVeYtwenF46OTk5mDNnDnbu3Im0tDQ4Oztj6NCh+OKLL\/gPO1W7Y8eOoXPnzk+8PnLkSKxZswaCIOA\/\/\/kPVqxYAYVCgaCgIPz8889o1KiRHtJSXfOs+3Pu3Lnw8vKqtN\/Ro0fRqVMnHaejuqyqn50VeXp6cntw0joWSkRERERERBVwjRIREREREVEFLJSIiIiIiIgqYKFERERERERUAQslIiIiIiKiClgoERERERERVcBCiYiIiIiIqAIWSkRERERERBWwUCIiIiIiIqqAhRIREdEL8PT0xOLFi2vcexER0YthoUREVAucOXMGEokEvXr10ncUnYuPj4dIJIKBgQGSkpLKHUtJSYGBgQFEIhHi4+O1el6RSIRdu3Zp9T0BYO7cuRCJRGXXZGtriw4dOmDx4sUoKioq1zYsLAzvv\/++Wu\/LooqISLdYKBER1QKrVq3CxIkTcerUKdy5c0en51IqlVCpVDo9hzqcnZ2xbt26cq+tXbsWLi4uekr0\/Bo2bIiUlBTcuXMHR48exaBBgzBv3jy0bdsWOTk5Ze3s7Owgk8m0dt6a8r0kIqqNWCgREdVweXl52Lp1K8aNG4e+fftizZo1ZcfatGmDTz75pFz79PR0GBoa4ujRowCA4uJizJw5Ey4uLjA1NUVQUBCOHTtW1n7NmjWwtLTE3r17ERAQAGNjYyQkJCAsLAzdu3eHra0t5HI5OnbsiPDw8HLnunnzJtq3bw8TExMEBATg0KFDT4zMJCUl4a233oKVlRVsbGzQv39\/tUaDRo4cidWrV5d7bc2aNRg5cuQTba9fv47evXvDzMwMDg4OGDFiBO7fv192vFOnTpg0aRJmzpwJa2trODo6Yu7cuWXHPT09AQCvv\/46RCJR2ee3bt1C\/\/794eDgADMzM7Rs2RKHDh2qMntFBgYGcHR0hLOzMxo3boyJEyfi+PHjuHr1KubPn18ux+OjRHPnzoW7uzuMjY3h7OyMSZMmlV1PQkICpk6dWjZa9ejrU9n3sqp7ICEhAcHBwbCysoKpqSkaNmyIf\/75BwCgUCgwfPhw2NnZQSqVwsfH54nvCxHRy4iFEhFRDbdlyxb4+fnBz88Pb7\/9NlavXg1BEAAAw4cPx6ZNm8o+f9TewcEBHTt2BACMHj0ap0+fxubNmxEZGYlBgwahV69eiImJKeuTn5+PefPm4Y8\/\/sC1a9dgb2+PnJwcjBw5EidPnsS5c+fg4+OD3r17l42AqFQqDBgwADKZDKGhofjtt9\/w2Weflcuen5+Pzp07w8zMDCdOnMCpU6dgZmaGXr16obi4+JnX3a9fPygUCpw6dQoAcOrUKWRkZCA4OLhcu5SUFHTs2BFNmzbFhQsXsH\/\/fty7dw+DBw8u127t2rUwNTVFaGgovv\/+e3z11VcICQkB8HDKGwCsXr0aKSkpZZ\/n5uaid+\/eOHToEC5duoSePXsiODhYK6N6\/v7+eO2117Bjx45Kj\/\/1119YtGgRVqxYgZiYGOzatQuNGzcGAOzYsQOurq746quvkJKSgpSUlLJ+lX0vq7oHJkyYgKKiIpw4cQJXrlzB\/PnzYWZmBgCYM2cOrl+\/jn\/\/\/Rc3btzAL7\/8Altb2xe+fiKiGk8gIqIarW3btsLixYsFQRCEkpISwdbWVggJCREEQRDS0tIEAwMD4cSJE2Xt27RpI8yYMUMQBEGIjY0VRCKRkJSUVO49u3btKsyePVsQBEFYvXq1AECIiIh4Zo7S0lLB3Nxc2LNnjyAIgvDvv\/8KBgYGQkpKSlmbkJAQAYCwc+dOQRAEYeXKlYKfn5+gUqnK2hQVFQlSqVQ4cOBApeeJi4sTAAiXLl0SpkyZIowePVoQBEEYPXq0MHXqVOHSpUsCACEuLk4QBEGYM2eO0KNHj3LvkZiYKAAQoqKiBEEQhI4dOwrt27cv16Zly5bCrFmzyj5\/PPezBAQECEuXLi373MPDQ1i0aNFT23\/55ZdCYGBgpcdmzZolSKXSSt9r4cKFgq+vr1BcXFxp38rOW9n3Up17oHHjxsLcuXMrPU9wcHDZ94CIqC7hiBIRUQ0WFRWF8+fPY8iQIQAeTuF66623sGrVKgAP17R0794dGzZsAADExcXh7NmzGD58OAAgPDwcgiDA19cXZmZmZR\/Hjx\/HrVu3ys5jZGSEJk2alDt3WloaPvzwQ\/j6+kIul0MulyM3N7dsNCUqKgpubm5wdHQs69OqVaty73Hx4kXExsbC3Ny87NzW1tYoLCwsd\/6neffdd7Ft2zakpqZi27ZtGDNmzBNtLl68iKNHj5a7Pn9\/fwAod46K1+fk5IS0tLRnnj8vLw8zZ85EQEAALC0tYWZmhps3b2ptnZggCGXT5ioaNGgQCgoKUK9ePYwdOxY7d+5EaWlple9Z8Xupzj0wadIkfP3112jXrh2+\/PJLREZGlvUfN24cNm\/ejKZNm2LmzJk4c+bMC141EVHtYKDvAERE9HQrV65EaWlpuQ0MBEGAoaEhFAoFrKysMHz4cEyePBlLly7Fxo0b0bBhQwQGBgJ4OD1OIpHg4sWLkEgk5d770dQqAJBKpU\/8wj5q1Cikp6dj8eLF8PDwgLGxMdq0aVM2Ze5Zv+Q\/olKp0KJFi7JC7nF2dnZVXn+jRo3g7++PoUOHokGDBmjUqBEiIiKeOEdwcHC5tT6PODk5lf23oaFhuWMikajKjQ5mzJiBAwcO4IcffkD9+vUhlUrx5ptvVjltUF03btyAl5dXpcfc3NwQFRWFkJAQHDp0COPHj8eCBQtw\/PjxJ67lcRW\/l+rcA++99x569uyJffv24eDBg5g3bx4WLlyIiRMn4rXXXkNCQgL27duHQ4cOoWvXrpgwYQJ++OEHLXwFiIhqLo4oERHVUKWlpVi3bh0WLlyIiIiIso\/Lly\/Dw8OjrPgYMGAACgsLsX\/\/fmzcuBFvv\/122Xs0a9YMSqUSaWlpqF+\/frmPx0eCKnPy5ElMmjQJvXv3RsOGDWFsbFxugwR\/f3\/cuXMH9+7dK3vt0dqeR5o3b46YmBjY29s\/cX65XK7W12HMmDE4duxYpaNJj85x7do1eHp6PnEOU1NTtc4BPCyklEpluddOnjyJUa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class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=e34dbb0a-8d4a-4956-8d41-03c871d764f5\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[45]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Calculate the silhouette score<\/span>\n<span class=\"n\">silhouette_avg<\/span> <span class=\"o\">=<\/span> <span class=\"n\">silhouette_score<\/span><span class=\"p\">(<\/span><span class=\"n\">X<\/span><span class=\"p\">,<\/span> <span class=\"n\">valid_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Cluster'<\/span><span class=\"p\">])<\/span>\n<span class=\"nb\">print<\/span><span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s1\">'Silhouette Score: <\/span><span class=\"si\">{<\/span><span class=\"n\">silhouette_avg<\/span><span class=\"si\">:<\/span><span class=\"s1\">.2f<\/span><span class=\"si\">}<\/span><span class=\"s1\">'<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text\/plain\" tabindex=\"0\">\n<pre>Silhouette Score: 0.59\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=9c8ae9e1-380e-4bbb-bc69-a5568ca45fe7\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>This Silhouette Score is generally considered good, indicating that the clusters are reasonably well-separated.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=34e0c736-e0d6-4cf8-ad80-cc0d86303c6c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h3 id=\"Interpretation\">Interpretation<a class=\"anchor-link\" href=\"#Interpretation\">\u00b6<\/a><\/h3>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=10ef7e35-3ae1-415f-892f-92830696d8c7\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>Cluster 0 is a low-risk group that constitutes 'Emotionally Stable &amp; Cognitively Healthy individuals'. This suggests a population that copes well with stress and maintains cognitive abilities.<\/p>\n<p>Cluster 1 comprises At-Risk Individuals. Focuses on those experiencing significant mental distress and cognitive issues.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=12553954-2785-4958-99d7-8227a60f8c2c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Concluding-Remarks\">Concluding Remarks<a class=\"anchor-link\" href=\"#Concluding-Remarks\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=a8949cbd-60d5-4fa0-917f-658bbaf11ab2\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>From the analysis, we observe variations in cognitive decline based on gender, race\/ethnicity, and age group across different regions. These insights help us understand the demographic disparities in cognitive health among older individuals. These insights can be used to create targeted interventions and healthcare strategies for high-risk demographics.<\/p>\n<p>GridDB has proven to be instrumental in this analysis due to its efficient handling of large datasets and the ease of integrating with Python for advanced analytics. By leveraging GridDB\u2019s high-performance capabilities, we could process and query vast amounts of health data quickly. GridDB's smooth handling of complex queries and fast retrieval times help us generate deep insights in near-real time.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n\n    <\/div>\n    <div class=\"nbconvert-labels\">\n      <label class=\"github-link\">\n        <a href=\"https:\/\/github.com\/SubhaGanapathi\/GridDB\/blob\/837e7fbb87e29c93672e5a72520f8d8021fb242c\/Milestone_16_Exploring%20Alzheimer's%20Cognitive%20Decline%20and%20Mental%20Distress%20through%20the%20Lens%20of%20GridDB.ipynb\" target=\"_blank\">Also available on Github<\/a>\n        <label class=\"github-last-update\"> Last updated: 05\/10\/2024 15:45:18<\/label>\n      <\/label>\n      <\/div>\n  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