1604 lines
1.4 MiB
1604 lines
1.4 MiB
{
|
|
"cells": [
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Datenvisualisierung hat mich schon immer fasziniert. Leider hatte ich nie einen wirklichen Grund dafür es einzusetzen. Und doch wollte ich es mal ausprobieren. Ich habe mich sehr von [Jemus](http://blog.jemu.name/tvshows/2015/04/so-cougar-town-ended/) inspirieren lassen. Da passiert natürlich viel viel mehr und ausführlicher. Ich habe erstmal das gemacht was ich auch verstehe :). Und zwar die Episoden Ratings darzustellen."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Als erstes importiere ich ein paar Sachen. Erstmal `choice` um per Zufall Farben aus einer Palette auszuwählen. Dann `pandas` für die `DataFrames`. Um die Daten aus der Trakt-API zu bekommen benutze ich [trakt.py](https://github.com/fuzeman/trakt.py). Wieso alles selber bauen wenn es dieses schöne Modul gibt? Dann benutze ich [Bokeh](http://bokeh.pydata.org/en/latest/) um das ganze darzustellen."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 1,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"from random import choice\n",
|
|
"\n",
|
|
"import pandas as pd\n",
|
|
"from trakt.tv import TVShow\n",
|
|
"from bokeh.plotting import figure, ColumnDataSource, output_notebook, show\n",
|
|
"from bokeh.models import HoverTool\n",
|
|
"from bokeh.palettes import Spectral9"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Wir starten die Bokeh Ausgabe in einem jupyter-Notebook."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 2,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var js_urls = ['https://cdn.pydata.org/bokeh/release/bokeh-0.11.0.min.js', 'https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.11.0.min.js', 'https://cdn.pydata.org/bokeh/release/bokeh-compiler-0.11.0.min.js'];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.set_log_level(\"info\");\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-0.11.0.min.css\");\n",
|
|
" Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-0.11.0.min.css\");\n",
|
|
" console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.11.0.min.css\");\n",
|
|
" Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.11.0.min.css\");\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
" </script>\n",
|
|
" <div>\n",
|
|
" <a href=\"http://bokeh.pydata.org\" target=\"_blank\" class=\"bk-logo bk-logo-small bk-logo-notebook\"></a>\n",
|
|
" <span>BokehJS successfully loaded.</span>\n",
|
|
" </div>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"output_notebook()"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Hier ist die Funktion die die Daten besorgt, verarbeitet und darstellt."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 3,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"def ratings(show_name):\n",
|
|
" \n",
|
|
" # Es wird die Show definiert\n",
|
|
" tv_show = TVShow(show_name)\n",
|
|
" \n",
|
|
" # Um die Staffeln ausseinander zu halten, soll jede Episode eine unterschiedliche \n",
|
|
" # Staffelfarbe haben. Bokeh hat ein paar Farbpaletten dabei. Ich benutze Spectral9.\n",
|
|
" # Dazu brauchen wir noch eine liste um alle Episoden-Staffel-Farben zu speichern\n",
|
|
" colormap = Spectral9\n",
|
|
" colors = []\n",
|
|
" \n",
|
|
" # Wir brauchen eine Episoden Liste\n",
|
|
" episodes = []\n",
|
|
" \n",
|
|
" # Damit die Episoden hintereinander auf der X-Achse dargestellt werden, brauchen sie\n",
|
|
" # eine fortlaufende Nummer\n",
|
|
" episode_number = 1\n",
|
|
" \n",
|
|
" # Dann arbeiten wir uns mal durch die Staffeln\n",
|
|
" for season in tv_show.seasons:\n",
|
|
" \n",
|
|
" # Season 0 beinhaltet die Specials. Die werden ingnoriert\n",
|
|
" if season.season == 0:\n",
|
|
" continue\n",
|
|
" \n",
|
|
" # Eine Staffel-Farbe wird per Zufall ausgewaehlt. Wir schmeissen immer die letzte Farbe\n",
|
|
" # aus einer Kopie der Farbenliste damit sie nicht nochmal gewaehlt wird\n",
|
|
" if colors:\n",
|
|
" new_colormap = colormap[:]\n",
|
|
" new_colormap.remove(colors[-1])\n",
|
|
" color = choice(new_colormap)\n",
|
|
" \n",
|
|
" else:\n",
|
|
" color = choice(colormap)\n",
|
|
" \n",
|
|
" # Die Episoden \n",
|
|
" for episode in season.episodes:\n",
|
|
" \n",
|
|
" # Wenn es eine Ausstrahlungsdatum gibt, wird der Zeit-Teil weggeschnitten\n",
|
|
" if episode.first_aired:\n",
|
|
" aired = episode.first_aired.split('T')[0]\n",
|
|
" else:\n",
|
|
" aired = None\n",
|
|
" \n",
|
|
" # Nun werden die gesammelten Daten als Tupel der Episodenliste angehangen\n",
|
|
" episodes.append((episode_number,\n",
|
|
" episode.season,\n",
|
|
" '{}.{}'.format(episode.season,\n",
|
|
" episode.number), \n",
|
|
" episode.title, \n",
|
|
" aired, \n",
|
|
" episode.rating))\n",
|
|
" \n",
|
|
" # Die Episoden-Staffel-Farbe wird der Farbenliste angehangen\n",
|
|
" colors.append(color)\n",
|
|
" \n",
|
|
" # Die Episodennummer wird erhoeht\n",
|
|
" episode_number += 1\n",
|
|
" \n",
|
|
" # Es wird ein DataFrame erstellt\n",
|
|
" df = pd.DataFrame(\n",
|
|
" episodes, \n",
|
|
" columns=['episode_number', 'season', 'episode', 'title', 'aired', 'rating'])\n",
|
|
"\n",
|
|
" # Es wird ein source-Objekt gebraucht damit die tooltips funktionieren.\n",
|
|
" # Der DataFrame genuegt nicht um die Daten fuer die tooltips zu benutzen\n",
|
|
" source = ColumnDataSource(data=df)\n",
|
|
" \n",
|
|
" # Wir erstellen in figure und belabeln die Achsen\n",
|
|
" fig = figure(title=show_name)\n",
|
|
" fig.xaxis.axis_label = 'Episodes'\n",
|
|
" fig.yaxis.axis_label = 'Rating'\n",
|
|
" \n",
|
|
" # Hier bauen wir den Scatter-Plot. Wir uebergeben X und Y plus unser source-Objekt\n",
|
|
" # und Style Geschichten. Unter anderem unsere Episoden-Farbenliste\n",
|
|
" fig.scatter(df['episode_number'], df['rating'], \n",
|
|
" source=source, name='main', \n",
|
|
" fill_alpha=0.8, line_color='#000000', size=10, color=colors)\n",
|
|
" \n",
|
|
" # Ein HoverTool-Object in dem wir das Layout fuer die Tooltips festlegen\n",
|
|
" hover = HoverTool(tooltips=[('Episode', '@episode'),\n",
|
|
" ('Title', '@title'),\n",
|
|
" ('Rating', '@rating'),\n",
|
|
" ('Aired', '@aired')])\n",
|
|
" \n",
|
|
" # Das Tool wird hinzugefuegt\n",
|
|
" fig.add_tools(hover)\n",
|
|
" \n",
|
|
" # Und nun angezeigt\n",
|
|
" show(fig)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Ich gebe eigentlich nicht viel auf die Ratings. Ich selber habe über Trakt noch nie etwas bewertet. Trotzdem handelt es sich um gute Daten um ein paar Sachen auszuprobieren.\n",
|
|
"\n",
|
|
"Hier ein paar Ratings von Serien die mit entweder viel bedeuten oder die ich gerade schaue."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Roswell"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 4,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"c003301d-6be0-4af4-9d83-a645595d71f8\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"c003301d-6be0-4af4-9d83-a645595d71f8\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid 'c003301d-6be0-4af4-9d83-a645595d71f8' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"a4444eeb-7dcd-4c07-b94e-3ad610dd856b\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"a4444eeb-7dcd-4c07-b94e-3ad610dd856b\", \"modelid\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"notebook_comms_target\": \"395941fd-3b4a-4bdc-a1e0-2b654571cfc7\", \"elementid\": \"c003301d-6be0-4af4-9d83-a645595d71f8\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('Roswell')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Die erste Serie bei der ich von einem persönlichen Fandom sprechen kann. Noch bevor ich wusste das es das Wort gibt. Ich habe damals sogar alle Bücher gelesen. Kurz hatte ich nachgedacht sie wegzuschmeissen. Leicht peinlich berührt meiner Serienliebe von damals. Habe mich doch dagegen entschieden. Die erste Staffel war grossartig. Der perfekte Mix aus Highschool und SciFi/Mystery. Danach nahm es für mich drastisch ab. Die dritte Staffel habe ich noch nicht einmal schauen können. Zu gross war die Angst vor dem Zerstören meiner Liebe zur Serie."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Veronica Mars"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 5,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"0ff0b9c2-c47f-4c8e-8fff-7c8263552fc8\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"0ff0b9c2-c47f-4c8e-8fff-7c8263552fc8\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '0ff0b9c2-c47f-4c8e-8fff-7c8263552fc8' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"34d23b52-0e47-4598-af48-49ae35b9e885\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"34d23b52-0e47-4598-af48-49ae35b9e885\", \"modelid\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"notebook_comms_target\": \"6d85020d-6367-456f-98fb-aa2229128cd9\", \"elementid\": \"0ff0b9c2-c47f-4c8e-8fff-7c8263552fc8\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('Veronica Mars')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Vielleicht meine absolute Lieblingsserie. Veronica Mars habe ich vielleicht 4 oder 5 mal durchgeschaut. Und ich glaube dabei wird es nicht bleiben. Es so eine Serie die immer herhalten muss wenn es mir mal nicht so gut geht. Ein paar Folgen Veronica Mars sind immer eine gute Ablenkung. Alle drei Staffeln haben ungefähr die gleiche Bewertung. Dies deckt sich auch mit meiner Meinung. Drei gleich starke Staffeln. Wieso nur wurde die Serie abgesetzt? Das College-Szenario hätte noch soviel zu bieten gehabt. "
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Akte X"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 6,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"57624239-b024-45b7-b286-18315177a1b6\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"57624239-b024-45b7-b286-18315177a1b6\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '57624239-b024-45b7-b286-18315177a1b6' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"d5b92ebe-48cb-4599-9728-6c9ef09445bb\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, \"name\": \"main\"}, \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The X-Files\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"ResizeTool\", \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ResetTool\", \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"HelpTool\", \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"HoverTool\", \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"Grid\", \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"Grid\", \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}}, \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}}, \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}}, \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Deep Throat\", \"Squeeze\", \"Conduit\", \"The Jersey Devil\", \"Shadows\", \"Ghost in the Machine\", \"Ice\", \"Space\", \"Fallen Angel\", \"Eve\", \"Fire\", \"Beyond the Sea\", \"Gender Bender\", \"Lazarus\", \"Young at Heart\", \"E.B.E.\", \"Miracle Man\", \"Shapes\", \"Darkness Falls\", \"Tooms\", \"Born Again\", \"Roland\", \"The Erlenmeyer Flask\", \"Little Green Men\", \"The Host\", \"Blood\", \"Sleepless\", \"Duane Barry (1)\", \"Ascension (2)\", \"3\", \"One Breath\", \"Firewalker\", \"Red Museum\", \"Excelsis Dei\", \"Aubrey\", \"Irresistible\", \"Die Hand Die Verletzt\", \"Fresh Bones\", \"Colony (1)\", \"End Game (2)\", \"Fearful Symmetry\", \"D\\u00f8d Kalm\", \"Humbug\", \"The Calusari\", \"F. Emasculata\", \"Soft Light\", \"Our Town\", \"Anasazi (1)\", \"The Blessing Way (2)\", \"Paper Clip (3)\", \"D.P.O.\", \"Clyde Bruckman's Final Repose\", \"The List\", \"2Shy\", \"The Walk\", \"Oubliette\", \"Nisei (1)\", \"731 (2)\", \"Revelations\", \"War of the Coprophages\", \"Syzygy\", \"Grotesque\", \"Piper Maru (1)\", \"Apocrypha (2)\", \"Pusher\", \"Teso Dos Bichos\", \"Hell Money\", \"Jose Chung's 'From Outer Space'\", \"Avatar\", \"Quagmire\", \"Wetwired\", \"Talitha Cumi (1)\", \"Herrenvolk (2)\", \"Home\", \"Teliko\", \"Unruhe\", \"The Field Where I Died\", \"Sanguinarium\", \"Musings of a Cigarette Smoking Man\", \"Tunguska (1)\", \"Terma (2)\", \"Paper Hearts\", \"El Mundo Gira\", \"Leonard Betts\", \"Never Again\", \"Memento Mori\", \"Kaddish\", \"Unrequited\", \"Tempus Fugit (1)\", \"Max (2)\", \"Synchrony\", \"Small Potatoes\", \"Zero-Sum\", \"Elegy\", \"Demons\", \"Gethsemane (1)\", \"Redux (2)\", \"Redux II (3)\", \"Unusual Suspects\", \"Detour\", \"The Post-Modern Prometheus\", \"Christmas Carol (1)\", \"Emily (2)\", \"Kitsunegari\", \"Schizogeny\", \"Chinga\", \"Kill Switch\", \"Bad Blood\", \"Patient X (1)\", \"The Red and the Black (2)\", \"Travelers\", \"Mind's Eye\", \"All Souls\", \"The Pine Bluff Variant\", \"Folie \\u00e0 Deux\", \"The End\", \"The Beginning\", \"Drive\", \"Triangle\", \"Dreamland (1)\", \"Dreamland II (2)\", \"How The Ghosts Stole Christmas\", \"Terms of Endearment\", \"The Rain King\", \"S.R. 819\", \"Tithonus\", \"Two Fathers (1)\", \"One Son (2)\", \"Agua Mala\", \"Monday\", \"Arcadia\", \"Alpha\", \"Trevor\", \"Milagro\", \"The Unnatural\", \"Three of a Kind\", \"Field Trip\", \"Biogenesis (1)\", \"The Sixth Extinction (2)\", \"The Sixth Extinction II: Amor Fati (3)\", \"Hungry\", \"Millennium\", \"Rush\", \"The Goldberg Variation\", \"Orison\", \"The Amazing Maleeni\", \"Signs & Wonders\", \"Sein und Zeit (1)\", \"Closure (2)\", \"X-COPS\", \"First Person Shooter\", \"Theef\", \"En Ami\", \"Chimera\", \"all things\", \"Brand X\", \"Hollywood A.D.\", \"Fight Club\", \"Je Souhaite\", \"Requiem\", \"Within (1)\", \"Without (2)\", \"Patience\", \"Roadrunners\", \"Invocation\", \"Redrum\", \"Via Negativa\", \"Surekill\", \"Salvage\", \"Badlaa\", \"The Gift\", \"Medusa\", \"Per Manum\", \"This Is Not Happening (1)\", \"Deadalive (2)\", \"Three Words\", \"Empedocles\", \"Vienen\", \"Alone\", \"Essence (1)\", \"Existence (2)\", \"Nothing Important Happened Today (1)\", \"Nothing Important Happened Today II (2)\", \"D\\u00e6monicus\", \"4-D\", \"Lord of the Flies\", \"Trust No 1\", \"John Doe\", \"Hellbound\", \"Provenance (1)\", \"Providence (2)\", \"Audrey Pauley\", \"Underneath\", \"Improbable\", \"Scary Monsters\", \"Jump the Shark\", \"William\", \"Release\", \"Sunshine Days\", \"The Truth (1)\", \"The Truth (2)\", \"My Struggle\", \"Founder's Mutation\", \"Mulder And Scully Meet the Were-Monster\", \"Home Again\", \"Babylon\", \"My Struggle II\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208], \"y\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10], \"rating\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"fill_color\": [\"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"2.25\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207], \"aired\": [\"1993-09-11\", \"1993-09-18\", \"1993-09-25\", \"1993-10-02\", \"1993-10-09\", \"1993-10-23\", \"1993-10-30\", \"1993-11-06\", \"1993-11-13\", \"1993-11-20\", \"1993-12-11\", \"1993-12-18\", \"1994-01-08\", \"1994-01-22\", \"1994-02-05\", \"1994-02-12\", \"1994-02-19\", \"1994-03-19\", \"1994-04-02\", \"1994-04-16\", \"1994-04-23\", \"1994-04-30\", \"1994-05-07\", \"1994-05-14\", \"1994-09-17\", \"1994-09-24\", \"1994-10-01\", \"1994-10-08\", \"1994-10-15\", \"1994-10-22\", \"1994-11-05\", \"1994-11-12\", \"1994-11-19\", \"1994-12-10\", \"1994-12-17\", \"1995-01-07\", \"1995-01-14\", \"1995-01-28\", \"1995-02-04\", \"1995-02-11\", \"1995-02-18\", \"1995-02-25\", \"1995-03-11\", \"1995-04-01\", \"1995-04-15\", \"1995-04-29\", \"1995-05-06\", \"1995-05-13\", \"1995-05-20\", \"1995-09-23\", \"1995-09-30\", \"1995-10-07\", \"1995-10-14\", \"1995-10-21\", \"1995-11-04\", \"1995-11-11\", \"1995-11-18\", \"1995-11-25\", \"1995-12-02\", \"1995-12-16\", \"1996-01-06\", \"1996-01-27\", \"1996-02-03\", \"1996-02-10\", \"1996-02-17\", \"1996-02-24\", \"1996-03-09\", \"1996-03-30\", \"1996-04-13\", \"1996-04-27\", \"1996-05-04\", \"1996-05-11\", \"1996-05-18\", \"1996-10-05\", \"1996-10-12\", \"1996-10-19\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1997-01-13\", \"1997-01-27\", \"1997-02-03\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-17\", \"1997-03-24\", \"1997-04-07\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-01\", \"1997-12-08\", \"1997-12-15\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-30\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-11-30\", \"1998-12-07\", \"1998-12-14\", \"1999-01-04\", \"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-29\", \"1999-04-12\", \"1999-04-19\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-06\", \"1999-12-13\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-13\", \"2000-03-20\", \"2000-04-03\", \"2000-04-10\", \"2000-04-17\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-01-22\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-14\", \"2002-01-28\", \"2002-03-04\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-15\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-20\", \"2016-01-25\", \"2016-01-26\", \"2016-02-02\", \"2016-02-09\", \"2016-02-16\", \"2016-02-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208]}, \"callback\": null}, \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}}, \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\", \"7b5d9963-6969-4272-914f-0271bdbc5e4c\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"d5b92ebe-48cb-4599-9728-6c9ef09445bb\", \"modelid\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"notebook_comms_target\": \"cdafb2b6-e813-4d6d-8324-705e30e36abb\", \"elementid\": \"57624239-b024-45b7-b286-18315177a1b6\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('The X-Files')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Mit einem Knall wurde auf einmal eine zehnte Staffel angekündigt und gestern lief davon die dritte Folge. Auch wenn ich nur ein wenig mit Akte X vertraut bin, die drei Episoden haben mir bis jetzt sehr gefallen. Anscheinend alle Staffeln mit gleichen Höhen und Tiefen."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Downton Abbey"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 7,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"0dddd2f1-70fc-4293-93f1-e44bb17d8944\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"0dddd2f1-70fc-4293-93f1-e44bb17d8944\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '0dddd2f1-70fc-4293-93f1-e44bb17d8944' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"7a399b26-def4-493c-82d8-d4185117397e\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}}, \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}}, \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Downton Abbey\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"WheelZoomTool\", \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"BoxZoomTool\", \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"ResizeTool\", \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"ResetTool\", \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"HelpTool\", \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"HoverTool\", \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"Grid\", \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}}, \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, \"name\": \"main\"}, \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}}, \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The X-Files\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"ResizeTool\", \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ResetTool\", \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"HelpTool\", \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"HoverTool\", \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"Grid\", \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"Grid\", \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}}, \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}}, \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}}, \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Christmas Day\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48], \"y\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"fill_color\": [\"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47], \"aired\": [\"2010-09-26\", \"2010-10-03\", \"2010-10-10\", \"2010-10-17\", \"2010-10-24\", \"2010-10-31\", \"2010-11-07\", \"2011-09-18\", \"2011-09-25\", \"2011-10-02\", \"2011-10-09\", \"2011-10-16\", \"2011-10-23\", \"2011-10-30\", \"2011-11-06\", \"2012-09-16\", \"2012-09-23\", \"2012-09-30\", \"2012-10-07\", \"2012-10-14\", \"2012-10-21\", \"2012-10-28\", \"2012-11-04\", \"2013-09-22\", \"2013-09-29\", \"2013-10-06\", \"2013-10-13\", \"2013-10-20\", \"2013-10-27\", \"2013-11-03\", \"2013-11-10\", \"2014-09-21\", \"2014-09-28\", \"2014-10-05\", \"2014-10-12\", \"2014-10-19\", \"2014-10-26\", \"2014-11-02\", \"2014-11-09\", \"2015-09-20\", \"2015-09-27\", \"2015-10-04\", \"2015-10-11\", \"2015-10-18\", \"2015-10-25\", \"2015-11-01\", \"2015-11-08\", null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48]}, \"callback\": null}, \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, \"name\": \"main\"}, \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Deep Throat\", \"Squeeze\", \"Conduit\", \"The Jersey Devil\", \"Shadows\", \"Ghost in the Machine\", \"Ice\", \"Space\", \"Fallen Angel\", \"Eve\", \"Fire\", \"Beyond the Sea\", \"Gender Bender\", \"Lazarus\", \"Young at Heart\", \"E.B.E.\", \"Miracle Man\", \"Shapes\", \"Darkness Falls\", \"Tooms\", \"Born Again\", \"Roland\", \"The Erlenmeyer Flask\", \"Little Green Men\", \"The Host\", \"Blood\", \"Sleepless\", \"Duane Barry (1)\", \"Ascension (2)\", \"3\", \"One Breath\", \"Firewalker\", \"Red Museum\", \"Excelsis Dei\", \"Aubrey\", \"Irresistible\", \"Die Hand Die Verletzt\", \"Fresh Bones\", \"Colony (1)\", \"End Game (2)\", \"Fearful Symmetry\", \"D\\u00f8d Kalm\", \"Humbug\", \"The Calusari\", \"F. Emasculata\", \"Soft Light\", \"Our Town\", \"Anasazi (1)\", \"The Blessing Way (2)\", \"Paper Clip (3)\", \"D.P.O.\", \"Clyde Bruckman's Final Repose\", \"The List\", \"2Shy\", \"The Walk\", \"Oubliette\", \"Nisei (1)\", \"731 (2)\", \"Revelations\", \"War of the Coprophages\", \"Syzygy\", \"Grotesque\", \"Piper Maru (1)\", \"Apocrypha (2)\", \"Pusher\", \"Teso Dos Bichos\", \"Hell Money\", \"Jose Chung's 'From Outer Space'\", \"Avatar\", \"Quagmire\", \"Wetwired\", \"Talitha Cumi (1)\", \"Herrenvolk (2)\", \"Home\", \"Teliko\", \"Unruhe\", \"The Field Where I Died\", \"Sanguinarium\", \"Musings of a Cigarette Smoking Man\", \"Tunguska (1)\", \"Terma (2)\", \"Paper Hearts\", \"El Mundo Gira\", \"Leonard Betts\", \"Never Again\", \"Memento Mori\", \"Kaddish\", \"Unrequited\", \"Tempus Fugit (1)\", \"Max (2)\", \"Synchrony\", \"Small Potatoes\", \"Zero-Sum\", \"Elegy\", \"Demons\", \"Gethsemane (1)\", \"Redux (2)\", \"Redux II (3)\", \"Unusual Suspects\", \"Detour\", \"The Post-Modern Prometheus\", \"Christmas Carol (1)\", \"Emily (2)\", \"Kitsunegari\", \"Schizogeny\", \"Chinga\", \"Kill Switch\", \"Bad Blood\", \"Patient X (1)\", \"The Red and the Black (2)\", \"Travelers\", \"Mind's Eye\", \"All Souls\", \"The Pine Bluff Variant\", \"Folie \\u00e0 Deux\", \"The End\", \"The Beginning\", \"Drive\", \"Triangle\", \"Dreamland (1)\", \"Dreamland II (2)\", \"How The Ghosts Stole Christmas\", \"Terms of Endearment\", \"The Rain King\", \"S.R. 819\", \"Tithonus\", \"Two Fathers (1)\", \"One Son (2)\", \"Agua Mala\", \"Monday\", \"Arcadia\", \"Alpha\", \"Trevor\", \"Milagro\", \"The Unnatural\", \"Three of a Kind\", \"Field Trip\", \"Biogenesis (1)\", \"The Sixth Extinction (2)\", \"The Sixth Extinction II: Amor Fati (3)\", \"Hungry\", \"Millennium\", \"Rush\", \"The Goldberg Variation\", \"Orison\", \"The Amazing Maleeni\", \"Signs & Wonders\", \"Sein und Zeit (1)\", \"Closure (2)\", \"X-COPS\", \"First Person Shooter\", \"Theef\", \"En Ami\", \"Chimera\", \"all things\", \"Brand X\", \"Hollywood A.D.\", \"Fight Club\", \"Je Souhaite\", \"Requiem\", \"Within (1)\", \"Without (2)\", \"Patience\", \"Roadrunners\", \"Invocation\", \"Redrum\", \"Via Negativa\", \"Surekill\", \"Salvage\", \"Badlaa\", \"The Gift\", \"Medusa\", \"Per Manum\", \"This Is Not Happening (1)\", \"Deadalive (2)\", \"Three Words\", \"Empedocles\", \"Vienen\", \"Alone\", \"Essence (1)\", \"Existence (2)\", \"Nothing Important Happened Today (1)\", \"Nothing Important Happened Today II (2)\", \"D\\u00e6monicus\", \"4-D\", \"Lord of the Flies\", \"Trust No 1\", \"John Doe\", \"Hellbound\", \"Provenance (1)\", \"Providence (2)\", \"Audrey Pauley\", \"Underneath\", \"Improbable\", \"Scary Monsters\", \"Jump the Shark\", \"William\", \"Release\", \"Sunshine Days\", \"The Truth (1)\", \"The Truth (2)\", \"My Struggle\", \"Founder's Mutation\", \"Mulder And Scully Meet the Were-Monster\", \"Home Again\", \"Babylon\", \"My Struggle II\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208], \"y\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10], \"rating\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"fill_color\": [\"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"2.25\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207], \"aired\": [\"1993-09-11\", \"1993-09-18\", \"1993-09-25\", \"1993-10-02\", \"1993-10-09\", \"1993-10-23\", \"1993-10-30\", \"1993-11-06\", \"1993-11-13\", \"1993-11-20\", \"1993-12-11\", \"1993-12-18\", \"1994-01-08\", \"1994-01-22\", \"1994-02-05\", \"1994-02-12\", \"1994-02-19\", \"1994-03-19\", \"1994-04-02\", \"1994-04-16\", \"1994-04-23\", \"1994-04-30\", \"1994-05-07\", \"1994-05-14\", \"1994-09-17\", \"1994-09-24\", \"1994-10-01\", \"1994-10-08\", \"1994-10-15\", \"1994-10-22\", \"1994-11-05\", \"1994-11-12\", \"1994-11-19\", \"1994-12-10\", \"1994-12-17\", \"1995-01-07\", \"1995-01-14\", \"1995-01-28\", \"1995-02-04\", \"1995-02-11\", \"1995-02-18\", \"1995-02-25\", \"1995-03-11\", \"1995-04-01\", \"1995-04-15\", \"1995-04-29\", \"1995-05-06\", \"1995-05-13\", \"1995-05-20\", \"1995-09-23\", \"1995-09-30\", \"1995-10-07\", \"1995-10-14\", \"1995-10-21\", \"1995-11-04\", \"1995-11-11\", \"1995-11-18\", \"1995-11-25\", \"1995-12-02\", \"1995-12-16\", \"1996-01-06\", \"1996-01-27\", \"1996-02-03\", \"1996-02-10\", \"1996-02-17\", \"1996-02-24\", \"1996-03-09\", \"1996-03-30\", \"1996-04-13\", \"1996-04-27\", \"1996-05-04\", \"1996-05-11\", \"1996-05-18\", \"1996-10-05\", \"1996-10-12\", \"1996-10-19\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1997-01-13\", \"1997-01-27\", \"1997-02-03\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-17\", \"1997-03-24\", \"1997-04-07\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-01\", \"1997-12-08\", \"1997-12-15\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-30\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-11-30\", \"1998-12-07\", \"1998-12-14\", \"1999-01-04\", \"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-29\", \"1999-04-12\", \"1999-04-19\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-06\", \"1999-12-13\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-13\", \"2000-03-20\", \"2000-04-03\", \"2000-04-10\", \"2000-04-17\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-01-22\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-14\", \"2002-01-28\", \"2002-03-04\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-15\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-20\", \"2016-01-25\", \"2016-01-26\", \"2016-02-02\", \"2016-02-09\", \"2016-02-16\", \"2016-02-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208]}, \"callback\": null}, \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}}, \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\", \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"7a399b26-def4-493c-82d8-d4185117397e\", \"modelid\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"notebook_comms_target\": \"64b94469-be14-4007-9307-96f68f108ffd\", \"elementid\": \"0dddd2f1-70fc-4293-93f1-e44bb17d8944\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('Downton Abbey')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Ich hätte nicht gedacht das mich diese Geschichte so packt und emotional macht. Doch Downton Abbey wurde für mich zu einer Herzensangelegenheit. Jeden Staffeln mit viel Tränen. Den Abfall der Ratings nach hinten decken sich nicht mit meiner Meinung. Ich fand alle 6 ziemlich stark."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Californication"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 8,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"4ee2fc89-38fa-4ead-92a5-4e6a171c23e1\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"4ee2fc89-38fa-4ead-92a5-4e6a171c23e1\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '4ee2fc89-38fa-4ead-92a5-4e6a171c23e1' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"6d3ab836-4509-42a2-9c7e-8fd7c0325bb1\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}}, \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}}, \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}}, \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Downton Abbey\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"WheelZoomTool\", \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"BoxZoomTool\", \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"ResizeTool\", \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"ResetTool\", \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"HelpTool\", \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"HoverTool\", \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"Grid\", \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}}, \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, \"name\": \"main\"}, \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}}, \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}}, \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The X-Files\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"ResizeTool\", \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ResetTool\", \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"HelpTool\", \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"HoverTool\", \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"Grid\", \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"Grid\", \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}}, \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}}, \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Californication\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"WheelZoomTool\", \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"ResetTool\", \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"HelpTool\", \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"HoverTool\", \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Grid\", \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"Grid\", \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"GlyphRenderer\", \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}}, \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, \"name\": \"main\"}, \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Hell-A Woman\", \"The Whore of Babylon\", \"Fear and Loathing at the Fundraiser\", \"LOL\", \"Absinthe Makes the Heart Grow Fonder\", \"Girls, Interrupted\", \"California Son\", \"Filthy Lucre\", \"The Devil's Threesome\", \"Turn the Page\", \"The Last Waltz\", \"Slip of the Tongue\", \"The Great Ashby\", \"No Way to Treat a Lady\", \"The Raw and the Crooked\", \"Vaginatown\", \"Coke Dick & First Kick\", \"In a Lonely Place\", \"Going Down and Out in Beverly Hills\", \"La Ronde\", \"In Utero\", \"Blues from Laurel Canyon\", \"La Petite Mort\", \"Wish You Were Here\", \"The Land of Rape and Honey\", \"Verities & Balderdash\", \"Zoso\", \"Slow Happy Boys\", \"Glass Houses\", \"So Here's the Thing...\", \"The Apartment\", \"Mr. Bad Example\", \"Dogtown\", \"Comings & Goings\", \"Mia Culpa\", \"Exile on Main St.\", \"Suicide Solution\", \"Home Sweet Home\", \"Monkey Business\", \"Freeze Frame\", \"Lawyers, Guns and Money\", \"The Recused\", \"Lights. Camera. Asshole\", \"Another Perfect Day\", \"The Trial\", \"The Last Supper\", \"...And Justice for All\", \"JFK to LAX\", \"The Way of the Fist\", \"Boys & Girls\", \"Waiting for the Miracle\", \"The Ride Along\", \"Love Song\", \"Here I Go Again\", \"Raw\", \"At the Movies\", \"Perverts & Whores\", \"The Party\", \"Hell Ain't a Bad Place to Be\", \"The Unforgiven\", \"Quitters\", \"Dead Rock Stars\", \"Hell Bent for Leather\", \"Rock and a Hard Place\", \"In the Clouds\", \"The Dope Show\", \"Everybody's a Fucking Critic\", \"Mad Dogs and Englishmen\", \"Blind Faith\", \"The Abby\", \"I'll Lay My Monsters Down\", \"Levon\", \"Julia\", \"Like Father Like Son\", \"Dicks\", \"Getting the Poison Out\", \"Kickoff\", \"Smile\", \"30 Minutes or Less\", \"Faith, Hope, Love\", \"Dinner With Friends\", \"Daughter\", \"Grace\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84], \"y\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83], \"aired\": [\"2007-08-14\", \"2007-08-21\", \"2007-08-28\", \"2007-09-04\", \"2007-09-11\", \"2007-09-18\", \"2007-09-25\", \"2007-10-02\", \"2007-10-09\", \"2007-10-16\", \"2007-10-23\", \"2007-10-30\", \"2008-09-29\", \"2008-10-06\", \"2008-10-13\", \"2008-10-20\", \"2008-10-27\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-11-24\", \"2008-12-01\", \"2008-12-08\", \"2008-12-15\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-10-26\", \"2009-11-02\", \"2009-11-09\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-07\", \"2009-12-14\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-01-31\", \"2011-02-07\", \"2011-02-14\", \"2011-02-21\", \"2011-02-28\", \"2011-03-07\", \"2011-03-14\", \"2011-03-21\", \"2011-03-28\", \"2012-01-09\", \"2012-01-16\", \"2012-01-23\", \"2012-01-30\", \"2012-02-06\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-03-26\", \"2012-04-02\", \"2013-01-14\", \"2013-01-21\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-02-25\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-03-25\", \"2013-04-01\", \"2013-04-08\", \"2014-04-14\", \"2014-04-21\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-05-26\", \"2014-06-02\", \"2014-06-09\", \"2014-06-16\", \"2014-06-23\", \"2014-06-30\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84]}, \"callback\": null}, \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}}, \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Christmas Day\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48], \"y\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"fill_color\": [\"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47], \"aired\": [\"2010-09-26\", \"2010-10-03\", \"2010-10-10\", \"2010-10-17\", \"2010-10-24\", \"2010-10-31\", \"2010-11-07\", \"2011-09-18\", \"2011-09-25\", \"2011-10-02\", \"2011-10-09\", \"2011-10-16\", \"2011-10-23\", \"2011-10-30\", \"2011-11-06\", \"2012-09-16\", \"2012-09-23\", \"2012-09-30\", \"2012-10-07\", \"2012-10-14\", \"2012-10-21\", \"2012-10-28\", \"2012-11-04\", \"2013-09-22\", \"2013-09-29\", \"2013-10-06\", \"2013-10-13\", \"2013-10-20\", \"2013-10-27\", \"2013-11-03\", \"2013-11-10\", \"2014-09-21\", \"2014-09-28\", \"2014-10-05\", \"2014-10-12\", \"2014-10-19\", \"2014-10-26\", \"2014-11-02\", \"2014-11-09\", \"2015-09-20\", \"2015-09-27\", \"2015-10-04\", \"2015-10-11\", \"2015-10-18\", \"2015-10-25\", \"2015-11-01\", \"2015-11-08\", null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48]}, \"callback\": null}, \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, \"name\": \"main\"}, \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Deep Throat\", \"Squeeze\", \"Conduit\", \"The Jersey Devil\", \"Shadows\", \"Ghost in the Machine\", \"Ice\", \"Space\", \"Fallen Angel\", \"Eve\", \"Fire\", \"Beyond the Sea\", \"Gender Bender\", \"Lazarus\", \"Young at Heart\", \"E.B.E.\", \"Miracle Man\", \"Shapes\", \"Darkness Falls\", \"Tooms\", \"Born Again\", \"Roland\", \"The Erlenmeyer Flask\", \"Little Green Men\", \"The Host\", \"Blood\", \"Sleepless\", \"Duane Barry (1)\", \"Ascension (2)\", \"3\", \"One Breath\", \"Firewalker\", \"Red Museum\", \"Excelsis Dei\", \"Aubrey\", \"Irresistible\", \"Die Hand Die Verletzt\", \"Fresh Bones\", \"Colony (1)\", \"End Game (2)\", \"Fearful Symmetry\", \"D\\u00f8d Kalm\", \"Humbug\", \"The Calusari\", \"F. Emasculata\", \"Soft Light\", \"Our Town\", \"Anasazi (1)\", \"The Blessing Way (2)\", \"Paper Clip (3)\", \"D.P.O.\", \"Clyde Bruckman's Final Repose\", \"The List\", \"2Shy\", \"The Walk\", \"Oubliette\", \"Nisei (1)\", \"731 (2)\", \"Revelations\", \"War of the Coprophages\", \"Syzygy\", \"Grotesque\", \"Piper Maru (1)\", \"Apocrypha (2)\", \"Pusher\", \"Teso Dos Bichos\", \"Hell Money\", \"Jose Chung's 'From Outer Space'\", \"Avatar\", \"Quagmire\", \"Wetwired\", \"Talitha Cumi (1)\", \"Herrenvolk (2)\", \"Home\", \"Teliko\", \"Unruhe\", \"The Field Where I Died\", \"Sanguinarium\", \"Musings of a Cigarette Smoking Man\", \"Tunguska (1)\", \"Terma (2)\", \"Paper Hearts\", \"El Mundo Gira\", \"Leonard Betts\", \"Never Again\", \"Memento Mori\", \"Kaddish\", \"Unrequited\", \"Tempus Fugit (1)\", \"Max (2)\", \"Synchrony\", \"Small Potatoes\", \"Zero-Sum\", \"Elegy\", \"Demons\", \"Gethsemane (1)\", \"Redux (2)\", \"Redux II (3)\", \"Unusual Suspects\", \"Detour\", \"The Post-Modern Prometheus\", \"Christmas Carol (1)\", \"Emily (2)\", \"Kitsunegari\", \"Schizogeny\", \"Chinga\", \"Kill Switch\", \"Bad Blood\", \"Patient X (1)\", \"The Red and the Black (2)\", \"Travelers\", \"Mind's Eye\", \"All Souls\", \"The Pine Bluff Variant\", \"Folie \\u00e0 Deux\", \"The End\", \"The Beginning\", \"Drive\", \"Triangle\", \"Dreamland (1)\", \"Dreamland II (2)\", \"How The Ghosts Stole Christmas\", \"Terms of Endearment\", \"The Rain King\", \"S.R. 819\", \"Tithonus\", \"Two Fathers (1)\", \"One Son (2)\", \"Agua Mala\", \"Monday\", \"Arcadia\", \"Alpha\", \"Trevor\", \"Milagro\", \"The Unnatural\", \"Three of a Kind\", \"Field Trip\", \"Biogenesis (1)\", \"The Sixth Extinction (2)\", \"The Sixth Extinction II: Amor Fati (3)\", \"Hungry\", \"Millennium\", \"Rush\", \"The Goldberg Variation\", \"Orison\", \"The Amazing Maleeni\", \"Signs & Wonders\", \"Sein und Zeit (1)\", \"Closure (2)\", \"X-COPS\", \"First Person Shooter\", \"Theef\", \"En Ami\", \"Chimera\", \"all things\", \"Brand X\", \"Hollywood A.D.\", \"Fight Club\", \"Je Souhaite\", \"Requiem\", \"Within (1)\", \"Without (2)\", \"Patience\", \"Roadrunners\", \"Invocation\", \"Redrum\", \"Via Negativa\", \"Surekill\", \"Salvage\", \"Badlaa\", \"The Gift\", \"Medusa\", \"Per Manum\", \"This Is Not Happening (1)\", \"Deadalive (2)\", \"Three Words\", \"Empedocles\", \"Vienen\", \"Alone\", \"Essence (1)\", \"Existence (2)\", \"Nothing Important Happened Today (1)\", \"Nothing Important Happened Today II (2)\", \"D\\u00e6monicus\", \"4-D\", \"Lord of the Flies\", \"Trust No 1\", \"John Doe\", \"Hellbound\", \"Provenance (1)\", \"Providence (2)\", \"Audrey Pauley\", \"Underneath\", \"Improbable\", \"Scary Monsters\", \"Jump the Shark\", \"William\", \"Release\", \"Sunshine Days\", \"The Truth (1)\", \"The Truth (2)\", \"My Struggle\", \"Founder's Mutation\", \"Mulder And Scully Meet the Were-Monster\", \"Home Again\", \"Babylon\", \"My Struggle II\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208], \"y\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10], \"rating\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"fill_color\": [\"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"2.25\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207], \"aired\": [\"1993-09-11\", \"1993-09-18\", \"1993-09-25\", \"1993-10-02\", \"1993-10-09\", \"1993-10-23\", \"1993-10-30\", \"1993-11-06\", \"1993-11-13\", \"1993-11-20\", \"1993-12-11\", \"1993-12-18\", \"1994-01-08\", \"1994-01-22\", \"1994-02-05\", \"1994-02-12\", \"1994-02-19\", \"1994-03-19\", \"1994-04-02\", \"1994-04-16\", \"1994-04-23\", \"1994-04-30\", \"1994-05-07\", \"1994-05-14\", \"1994-09-17\", \"1994-09-24\", \"1994-10-01\", \"1994-10-08\", \"1994-10-15\", \"1994-10-22\", \"1994-11-05\", \"1994-11-12\", \"1994-11-19\", \"1994-12-10\", \"1994-12-17\", \"1995-01-07\", \"1995-01-14\", \"1995-01-28\", \"1995-02-04\", \"1995-02-11\", \"1995-02-18\", \"1995-02-25\", \"1995-03-11\", \"1995-04-01\", \"1995-04-15\", \"1995-04-29\", \"1995-05-06\", \"1995-05-13\", \"1995-05-20\", \"1995-09-23\", \"1995-09-30\", \"1995-10-07\", \"1995-10-14\", \"1995-10-21\", \"1995-11-04\", \"1995-11-11\", \"1995-11-18\", \"1995-11-25\", \"1995-12-02\", \"1995-12-16\", \"1996-01-06\", \"1996-01-27\", \"1996-02-03\", \"1996-02-10\", \"1996-02-17\", \"1996-02-24\", \"1996-03-09\", \"1996-03-30\", \"1996-04-13\", \"1996-04-27\", \"1996-05-04\", \"1996-05-11\", \"1996-05-18\", \"1996-10-05\", \"1996-10-12\", \"1996-10-19\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1997-01-13\", \"1997-01-27\", \"1997-02-03\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-17\", \"1997-03-24\", \"1997-04-07\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-01\", \"1997-12-08\", \"1997-12-15\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-30\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-11-30\", \"1998-12-07\", \"1998-12-14\", \"1999-01-04\", \"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-29\", \"1999-04-12\", \"1999-04-19\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-06\", \"1999-12-13\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-13\", \"2000-03-20\", \"2000-04-03\", \"2000-04-10\", \"2000-04-17\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-01-22\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-14\", \"2002-01-28\", \"2002-03-04\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-15\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-20\", \"2016-01-25\", \"2016-01-26\", \"2016-02-02\", \"2016-02-09\", \"2016-02-16\", \"2016-02-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208]}, \"callback\": null}, \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}}, \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}}, \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\", \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"afceb153-e71f-4d87-b2b5-d7f085b73d64\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"6d3ab836-4509-42a2-9c7e-8fd7c0325bb1\", \"modelid\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"notebook_comms_target\": \"5bca8300-fcc8-4f1b-80ba-eeb57f85e514\", \"elementid\": \"4ee2fc89-38fa-4ead-92a5-4e6a171c23e1\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('Californication')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Eher so mal reingeschnuppert weil auf Netflix. Teilweise sehr unterhaltsam. Sonst kann ich nicht viel darüber sagen. Bin auch erst bei Staffel 4. Danach war ich wieder gesund und hatte keine Zeit mehr ;-)."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Modern Family"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 9,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"7dd2e9db-19c0-4dc0-a7db-11747610e048\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"7dd2e9db-19c0-4dc0-a7db-11747610e048\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '7dd2e9db-19c0-4dc0-a7db-11747610e048' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"b408d89c-bf9b-41ec-8386-54042c8b9ca1\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}}, \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}}, \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}}, \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Downton Abbey\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"WheelZoomTool\", \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"BoxZoomTool\", \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"ResizeTool\", \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"ResetTool\", \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"HelpTool\", \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"HoverTool\", \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"Grid\", \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}}, \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, \"name\": \"main\"}, \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The X-Files\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"ResizeTool\", \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ResetTool\", \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"HelpTool\", \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"HoverTool\", \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"Grid\", \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"Grid\", \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}}, \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, \"name\": \"main\"}, \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}}, \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}}, \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Californication\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"WheelZoomTool\", \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"ResetTool\", \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"HelpTool\", \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"HoverTool\", \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Grid\", \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"Grid\", \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"GlyphRenderer\", \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}}, \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}}, \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, \"name\": \"main\"}, \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Hell-A Woman\", \"The Whore of Babylon\", \"Fear and Loathing at the Fundraiser\", \"LOL\", \"Absinthe Makes the Heart Grow Fonder\", \"Girls, Interrupted\", \"California Son\", \"Filthy Lucre\", \"The Devil's Threesome\", \"Turn the Page\", \"The Last Waltz\", \"Slip of the Tongue\", \"The Great Ashby\", \"No Way to Treat a Lady\", \"The Raw and the Crooked\", \"Vaginatown\", \"Coke Dick & First Kick\", \"In a Lonely Place\", \"Going Down and Out in Beverly Hills\", \"La Ronde\", \"In Utero\", \"Blues from Laurel Canyon\", \"La Petite Mort\", \"Wish You Were Here\", \"The Land of Rape and Honey\", \"Verities & Balderdash\", \"Zoso\", \"Slow Happy Boys\", \"Glass Houses\", \"So Here's the Thing...\", \"The Apartment\", \"Mr. Bad Example\", \"Dogtown\", \"Comings & Goings\", \"Mia Culpa\", \"Exile on Main St.\", \"Suicide Solution\", \"Home Sweet Home\", \"Monkey Business\", \"Freeze Frame\", \"Lawyers, Guns and Money\", \"The Recused\", \"Lights. Camera. Asshole\", \"Another Perfect Day\", \"The Trial\", \"The Last Supper\", \"...And Justice for All\", \"JFK to LAX\", \"The Way of the Fist\", \"Boys & Girls\", \"Waiting for the Miracle\", \"The Ride Along\", \"Love Song\", \"Here I Go Again\", \"Raw\", \"At the Movies\", \"Perverts & Whores\", \"The Party\", \"Hell Ain't a Bad Place to Be\", \"The Unforgiven\", \"Quitters\", \"Dead Rock Stars\", \"Hell Bent for Leather\", \"Rock and a Hard Place\", \"In the Clouds\", \"The Dope Show\", \"Everybody's a Fucking Critic\", \"Mad Dogs and Englishmen\", \"Blind Faith\", \"The Abby\", \"I'll Lay My Monsters Down\", \"Levon\", \"Julia\", \"Like Father Like Son\", \"Dicks\", \"Getting the Poison Out\", \"Kickoff\", \"Smile\", \"30 Minutes or Less\", \"Faith, Hope, Love\", \"Dinner With Friends\", \"Daughter\", \"Grace\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84], \"y\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83], \"aired\": [\"2007-08-14\", \"2007-08-21\", \"2007-08-28\", \"2007-09-04\", \"2007-09-11\", \"2007-09-18\", \"2007-09-25\", \"2007-10-02\", \"2007-10-09\", \"2007-10-16\", \"2007-10-23\", \"2007-10-30\", \"2008-09-29\", \"2008-10-06\", \"2008-10-13\", \"2008-10-20\", \"2008-10-27\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-11-24\", \"2008-12-01\", \"2008-12-08\", \"2008-12-15\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-10-26\", \"2009-11-02\", \"2009-11-09\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-07\", \"2009-12-14\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-01-31\", \"2011-02-07\", \"2011-02-14\", \"2011-02-21\", \"2011-02-28\", \"2011-03-07\", \"2011-03-14\", \"2011-03-21\", \"2011-03-28\", \"2012-01-09\", \"2012-01-16\", \"2012-01-23\", \"2012-01-30\", \"2012-02-06\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-03-26\", \"2012-04-02\", \"2013-01-14\", \"2013-01-21\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-02-25\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-03-25\", \"2013-04-01\", \"2013-04-08\", \"2014-04-14\", \"2014-04-21\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-05-26\", \"2014-06-02\", \"2014-06-09\", \"2014-06-16\", \"2014-06-23\", \"2014-06-30\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84]}, \"callback\": null}, \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}}, \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Bicycle Thief\", \"Come Fly with Me\", \"The Incident\", \"Coal Digger\", \"Run for Your Wife\", \"En Garde\", \"Great Expectations\", \"Fizbo\", \"Undeck the Halls\", \"Up All Night\", \"Not in My House\", \"Fifteen Percent\", \"Moon Landing\", \"My Funky Valentine\", \"Fears\", \"Truth Be Told\", \"Starry Night\", \"Game Changer\", \"Benched\", \"Travels with Scout\", \"Airport 2010\", \"Hawaii\", \"Family Portrait\", \"The Old Wagon\", \"The Kiss\", \"Earthquake\", \"Strangers on a Treadmill\", \"Unplugged\", \"Halloween\", \"Chirp\", \"Manny Get Your Gun\", \"Mother Tucker\", \"Dance Dance Revelation\", \"Slow Down Your Neighbors\", \"Our Children, Ourselves\", \"Caught in the Act\", \"Bixby's Back\", \"Princess Party\", \"Regrets Only\", \"Two Monkeys and a Panda\", \"Boys' Night\", \"The Musical Man\", \"Someone to Watch Over Lily\", \"Mother's Day\", \"Good Cop, Bad Dog\", \"See You Next Fall\", \"The One That Got Away\", \"Dude Ranch\", \"When Good Kids Go Bad\", \"Phil on Wire\", \"Door to Door\", \"Hit and Run\", \"Go Bullfrogs!\", \"Treehouse\", \"After the Fire\", \"Punkin Chunkin\", \"Express Christmas\", \"Lifetime Supply\", \"Egg Drop\", \"Little Bo Bleep\", \"Me? Jealous?\", \"Aunt Mommy\", \"Virgin Territory\", \"Leap Day\", \"Send Out the Clowns\", \"Election Day\", \"The Last Walt\", \"Planes, Trains and Cars\", \"Disneyland\", \"Tableau Vivant\", \"Baby on Board\", \"Bringing Up Baby\", \"Schooled\", \"Snip\", \"The Butler's Escape\", \"Open House of Horrors\", \"Yard Sale\", \"Arrested\", \"Mistery Date\", \"When a Tree Falls\", \"Diamond in the Rough\", \"New Year's Eve\", \"Party Crasher\", \"Fulgencio\", \"A Slight at the Opera\", \"Heart Broken\", \"Bad Hair Day\", \"Best Men\", \"The Wow Factor\", \"The Future Dunphys\", \"Flip Flop\", \"Career Day\", \"My Hero\", \"Games People Play\", \"Goodnight, Gracie\", \"Suddenly, Last Summer\", \"First Days\", \"Larry's Wife\", \"Farm Strong\", \"The Late Show\", \"The Help\", \"A Fair to Remember\", \"ClosetCon '13\", \"The Big Game\", \"The Old Man & the Tree\", \"And One to Grow On\", \"Under Pressure\", \"Three Dinners\", \"iSpy\", \"The Feud\", \"Spring-a-Ding-Fling\", \"Other People's Children\", \"Las Vegas\", \"A Hard Jay's Night\", \"Australia\", \"Sleeper\", \"Message Received\", \"The Wedding (1)\", \"The Wedding (2)\", \"The Long Honeymoon\", \"Do Not Push\", \"The Cold\", \"Marco Polo\", \"Won't You Be Our Neighbor\", \"Halloween 3: AwesomeLand\", \"Queer Eyes, Full Hearts\", \"Three Turkeys\", \"Strangers in the Night\", \"Haley's 21st Birthday\", \"The Day We Almost Died\", \"The Big Guns\", \"Rash Decisions\", \"Valentine's Day 4: Twisted Sister\", \"Fight or Flight\", \"Connection Lost\", \"Closet? You'll Love It!\", \"Spring Break\", \"Grill, Interrupted\", \"Knock 'em Down\", \"Integrity\", \"Patriot Games\", \"Crying Out Loud\", \"American Skyper\", \"Summer Lovin'\", \"The Day Alex Left for College\", \"The Closet Case\", \"She Crazy\", \"The Verdict\", \"The More You Ignore Me\", \"Phil's Sexy, Sexy House\", \"Clean Out Your Junk Drawer\", \"White Christmas\", \"Playdates\", \"Spread Your Wings\", \"Clean for a Day\", \"Thunk in the Trunk\", \"I Don't Know How She Does It\", \"The Cover-Up\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159], \"y\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"fill_color\": [\"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"5.23\", \"5.24\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158], \"aired\": [\"2009-09-24\", \"2009-10-01\", \"2009-10-08\", \"2009-10-15\", \"2009-10-22\", \"2009-10-29\", \"2009-11-05\", \"2009-11-19\", \"2009-11-26\", \"2009-12-10\", \"2010-01-07\", \"2010-01-14\", \"2010-01-21\", \"2010-02-04\", \"2010-02-11\", \"2010-03-04\", \"2010-03-11\", \"2010-03-25\", \"2010-04-01\", \"2010-04-15\", \"2010-04-29\", \"2010-05-06\", \"2010-05-13\", \"2010-05-20\", \"2010-09-23\", \"2010-09-30\", \"2010-10-07\", \"2010-10-14\", \"2010-10-21\", \"2010-10-28\", \"2010-11-04\", \"2010-11-18\", \"2010-11-25\", \"2010-12-09\", \"2011-01-06\", \"2011-01-13\", \"2011-01-20\", \"2011-02-10\", \"2011-02-17\", \"2011-02-24\", \"2011-03-03\", \"2011-03-24\", \"2011-04-14\", \"2011-04-21\", \"2011-05-05\", \"2011-05-12\", \"2011-05-19\", \"2011-05-26\", \"2011-09-22\", \"2011-09-22\", \"2011-09-29\", \"2011-10-06\", \"2011-10-13\", \"2011-10-20\", \"2011-11-03\", \"2011-11-17\", \"2011-11-24\", \"2011-12-08\", \"2012-01-05\", \"2012-01-12\", \"2012-01-19\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-15\", \"2012-04-12\", \"2012-04-19\", \"2012-05-03\", \"2012-05-10\", \"2012-05-17\", \"2012-05-24\", \"2012-09-27\", \"2012-10-11\", \"2012-10-11\", \"2012-10-18\", \"2012-10-25\", \"2012-11-01\", \"2012-11-08\", \"2012-11-15\", \"2012-11-29\", \"2012-12-13\", \"2013-01-10\", \"2013-01-17\", \"2013-01-24\", \"2013-02-07\", \"2013-02-14\", \"2013-02-21\", \"2013-02-28\", \"2013-03-28\", \"2013-04-04\", \"2013-04-11\", \"2013-05-02\", \"2013-05-09\", \"2013-05-16\", \"2013-05-23\", \"2013-09-26\", \"2013-09-26\", \"2013-10-03\", \"2013-10-10\", \"2013-10-17\", \"2013-10-24\", \"2013-11-14\", \"2013-11-21\", \"2013-12-05\", \"2013-12-12\", \"2014-01-09\", \"2014-01-16\", \"2014-01-23\", \"2014-02-06\", \"2014-02-27\", \"2014-03-06\", \"2014-03-13\", \"2014-03-27\", \"2014-04-03\", \"2014-04-24\", \"2014-05-01\", \"2014-05-08\", \"2014-05-15\", \"2014-05-22\", \"2014-09-25\", \"2014-10-02\", \"2014-10-09\", \"2014-10-16\", \"2014-10-23\", \"2014-10-30\", \"2014-11-13\", \"2014-11-20\", \"2014-12-04\", \"2014-12-11\", \"2015-01-08\", \"2015-01-15\", \"2015-02-05\", \"2015-02-12\", \"2015-02-19\", \"2015-02-26\", \"2015-03-05\", \"2015-03-26\", \"2015-04-02\", \"2015-04-23\", \"2015-04-30\", \"2015-05-07\", \"2015-05-14\", \"2015-05-21\", \"2015-09-24\", \"2015-10-01\", \"2015-10-08\", \"2015-10-15\", \"2015-10-22\", \"2015-11-12\", \"2015-11-19\", \"2015-12-03\", \"2015-12-10\", \"2016-01-07\", \"2016-01-14\", \"2016-02-11\", \"2016-02-18\", null, null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159]}, \"callback\": null}, \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}}, \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, \"name\": \"main\"}, \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Modern Family\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"WheelZoomTool\", \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"ResizeTool\", \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"ResetTool\", \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"HelpTool\", \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"HoverTool\", \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"Grid\", \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"Grid\", \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"GlyphRenderer\", \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}}, \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Deep Throat\", \"Squeeze\", \"Conduit\", \"The Jersey Devil\", \"Shadows\", \"Ghost in the Machine\", \"Ice\", \"Space\", \"Fallen Angel\", \"Eve\", \"Fire\", \"Beyond the Sea\", \"Gender Bender\", \"Lazarus\", \"Young at Heart\", \"E.B.E.\", \"Miracle Man\", \"Shapes\", \"Darkness Falls\", \"Tooms\", \"Born Again\", \"Roland\", \"The Erlenmeyer Flask\", \"Little Green Men\", \"The Host\", \"Blood\", \"Sleepless\", \"Duane Barry (1)\", \"Ascension (2)\", \"3\", \"One Breath\", \"Firewalker\", \"Red Museum\", \"Excelsis Dei\", \"Aubrey\", \"Irresistible\", \"Die Hand Die Verletzt\", \"Fresh Bones\", \"Colony (1)\", \"End Game (2)\", \"Fearful Symmetry\", \"D\\u00f8d Kalm\", \"Humbug\", \"The Calusari\", \"F. Emasculata\", \"Soft Light\", \"Our Town\", \"Anasazi (1)\", \"The Blessing Way (2)\", \"Paper Clip (3)\", \"D.P.O.\", \"Clyde Bruckman's Final Repose\", \"The List\", \"2Shy\", \"The Walk\", \"Oubliette\", \"Nisei (1)\", \"731 (2)\", \"Revelations\", \"War of the Coprophages\", \"Syzygy\", \"Grotesque\", \"Piper Maru (1)\", \"Apocrypha (2)\", \"Pusher\", \"Teso Dos Bichos\", \"Hell Money\", \"Jose Chung's 'From Outer Space'\", \"Avatar\", \"Quagmire\", \"Wetwired\", \"Talitha Cumi (1)\", \"Herrenvolk (2)\", \"Home\", \"Teliko\", \"Unruhe\", \"The Field Where I Died\", \"Sanguinarium\", \"Musings of a Cigarette Smoking Man\", \"Tunguska (1)\", \"Terma (2)\", \"Paper Hearts\", \"El Mundo Gira\", \"Leonard Betts\", \"Never Again\", \"Memento Mori\", \"Kaddish\", \"Unrequited\", \"Tempus Fugit (1)\", \"Max (2)\", \"Synchrony\", \"Small Potatoes\", \"Zero-Sum\", \"Elegy\", \"Demons\", \"Gethsemane (1)\", \"Redux (2)\", \"Redux II (3)\", \"Unusual Suspects\", \"Detour\", \"The Post-Modern Prometheus\", \"Christmas Carol (1)\", \"Emily (2)\", \"Kitsunegari\", \"Schizogeny\", \"Chinga\", \"Kill Switch\", \"Bad Blood\", \"Patient X (1)\", \"The Red and the Black (2)\", \"Travelers\", \"Mind's Eye\", \"All Souls\", \"The Pine Bluff Variant\", \"Folie \\u00e0 Deux\", \"The End\", \"The Beginning\", \"Drive\", \"Triangle\", \"Dreamland (1)\", \"Dreamland II (2)\", \"How The Ghosts Stole Christmas\", \"Terms of Endearment\", \"The Rain King\", \"S.R. 819\", \"Tithonus\", \"Two Fathers (1)\", \"One Son (2)\", \"Agua Mala\", \"Monday\", \"Arcadia\", \"Alpha\", \"Trevor\", \"Milagro\", \"The Unnatural\", \"Three of a Kind\", \"Field Trip\", \"Biogenesis (1)\", \"The Sixth Extinction (2)\", \"The Sixth Extinction II: Amor Fati (3)\", \"Hungry\", \"Millennium\", \"Rush\", \"The Goldberg Variation\", \"Orison\", \"The Amazing Maleeni\", \"Signs & Wonders\", \"Sein und Zeit (1)\", \"Closure (2)\", \"X-COPS\", \"First Person Shooter\", \"Theef\", \"En Ami\", \"Chimera\", \"all things\", \"Brand X\", \"Hollywood A.D.\", \"Fight Club\", \"Je Souhaite\", \"Requiem\", \"Within (1)\", \"Without (2)\", \"Patience\", \"Roadrunners\", \"Invocation\", \"Redrum\", \"Via Negativa\", \"Surekill\", \"Salvage\", \"Badlaa\", \"The Gift\", \"Medusa\", \"Per Manum\", \"This Is Not Happening (1)\", \"Deadalive (2)\", \"Three Words\", \"Empedocles\", \"Vienen\", \"Alone\", \"Essence (1)\", \"Existence (2)\", \"Nothing Important Happened Today (1)\", \"Nothing Important Happened Today II (2)\", \"D\\u00e6monicus\", \"4-D\", \"Lord of the Flies\", \"Trust No 1\", \"John Doe\", \"Hellbound\", \"Provenance (1)\", \"Providence (2)\", \"Audrey Pauley\", \"Underneath\", \"Improbable\", \"Scary Monsters\", \"Jump the Shark\", \"William\", \"Release\", \"Sunshine Days\", \"The Truth (1)\", \"The Truth (2)\", \"My Struggle\", \"Founder's Mutation\", \"Mulder And Scully Meet the Were-Monster\", \"Home Again\", \"Babylon\", \"My Struggle II\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208], \"y\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10], \"rating\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"fill_color\": [\"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"2.25\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207], \"aired\": [\"1993-09-11\", \"1993-09-18\", \"1993-09-25\", \"1993-10-02\", \"1993-10-09\", \"1993-10-23\", \"1993-10-30\", \"1993-11-06\", \"1993-11-13\", \"1993-11-20\", \"1993-12-11\", \"1993-12-18\", \"1994-01-08\", \"1994-01-22\", \"1994-02-05\", \"1994-02-12\", \"1994-02-19\", \"1994-03-19\", \"1994-04-02\", \"1994-04-16\", \"1994-04-23\", \"1994-04-30\", \"1994-05-07\", \"1994-05-14\", \"1994-09-17\", \"1994-09-24\", \"1994-10-01\", \"1994-10-08\", \"1994-10-15\", \"1994-10-22\", \"1994-11-05\", \"1994-11-12\", \"1994-11-19\", \"1994-12-10\", \"1994-12-17\", \"1995-01-07\", \"1995-01-14\", \"1995-01-28\", \"1995-02-04\", \"1995-02-11\", \"1995-02-18\", \"1995-02-25\", \"1995-03-11\", \"1995-04-01\", \"1995-04-15\", \"1995-04-29\", \"1995-05-06\", \"1995-05-13\", \"1995-05-20\", \"1995-09-23\", \"1995-09-30\", \"1995-10-07\", \"1995-10-14\", \"1995-10-21\", \"1995-11-04\", \"1995-11-11\", \"1995-11-18\", \"1995-11-25\", \"1995-12-02\", \"1995-12-16\", \"1996-01-06\", \"1996-01-27\", \"1996-02-03\", \"1996-02-10\", \"1996-02-17\", \"1996-02-24\", \"1996-03-09\", \"1996-03-30\", \"1996-04-13\", \"1996-04-27\", \"1996-05-04\", \"1996-05-11\", \"1996-05-18\", \"1996-10-05\", \"1996-10-12\", \"1996-10-19\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1997-01-13\", \"1997-01-27\", \"1997-02-03\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-17\", \"1997-03-24\", \"1997-04-07\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-01\", \"1997-12-08\", \"1997-12-15\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-30\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-11-30\", \"1998-12-07\", \"1998-12-14\", \"1999-01-04\", \"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-29\", \"1999-04-12\", \"1999-04-19\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-06\", \"1999-12-13\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-13\", \"2000-03-20\", \"2000-04-03\", \"2000-04-10\", \"2000-04-17\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-01-22\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-14\", \"2002-01-28\", \"2002-03-04\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-15\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-20\", \"2016-01-25\", \"2016-01-26\", \"2016-02-02\", \"2016-02-09\", \"2016-02-16\", \"2016-02-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208]}, \"callback\": null}, \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}}, \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Christmas Day\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48], \"y\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"fill_color\": [\"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47], \"aired\": [\"2010-09-26\", \"2010-10-03\", \"2010-10-10\", \"2010-10-17\", \"2010-10-24\", \"2010-10-31\", \"2010-11-07\", \"2011-09-18\", \"2011-09-25\", \"2011-10-02\", \"2011-10-09\", \"2011-10-16\", \"2011-10-23\", \"2011-10-30\", \"2011-11-06\", \"2012-09-16\", \"2012-09-23\", \"2012-09-30\", \"2012-10-07\", \"2012-10-14\", \"2012-10-21\", \"2012-10-28\", \"2012-11-04\", \"2013-09-22\", \"2013-09-29\", \"2013-10-06\", \"2013-10-13\", \"2013-10-20\", \"2013-10-27\", \"2013-11-03\", \"2013-11-10\", \"2014-09-21\", \"2014-09-28\", \"2014-10-05\", \"2014-10-12\", \"2014-10-19\", \"2014-10-26\", \"2014-11-02\", \"2014-11-09\", \"2015-09-20\", \"2015-09-27\", \"2015-10-04\", \"2015-10-11\", \"2015-10-18\", \"2015-10-25\", \"2015-11-01\", \"2015-11-08\", null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48]}, \"callback\": null}, \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}}, \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}}, \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}}, \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\", \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"36455c85-71d5-4051-980f-ceee008b2b2f\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"b408d89c-bf9b-41ec-8386-54042c8b9ca1\", \"modelid\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"notebook_comms_target\": \"9c6c4b7e-270c-4e63-a6a2-cc2a70332884\", \"elementid\": \"7dd2e9db-19c0-4dc0-a7db-11747610e048\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('Modern Family')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Oft sage ich \"Alles was ich über Familie weiss habe ich aus Modern Family\". Viele Probleme kennt man selber und kann sie so doch mit sehr viel Humor von aussen betrachten. Mit das Beste was ich die letzten Jahre gesehen habe."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Simpsons"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 10,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"5532420f-1d31-487e-9651-d1ddf9058cff\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"5532420f-1d31-487e-9651-d1ddf9058cff\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '5532420f-1d31-487e-9651-d1ddf9058cff' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"76ae36a7-07b8-44d4-b140-83ebea6bf9a6\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}}, \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Californication\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"WheelZoomTool\", \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"ResetTool\", \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"HelpTool\", \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"HoverTool\", \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Grid\", \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"Grid\", \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"GlyphRenderer\", \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}}, \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}}, \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Deep Throat\", \"Squeeze\", \"Conduit\", \"The Jersey Devil\", \"Shadows\", \"Ghost in the Machine\", \"Ice\", \"Space\", \"Fallen Angel\", \"Eve\", \"Fire\", \"Beyond the Sea\", \"Gender Bender\", \"Lazarus\", \"Young at Heart\", \"E.B.E.\", \"Miracle Man\", \"Shapes\", \"Darkness Falls\", \"Tooms\", \"Born Again\", \"Roland\", \"The Erlenmeyer Flask\", \"Little Green Men\", \"The Host\", \"Blood\", \"Sleepless\", \"Duane Barry (1)\", \"Ascension (2)\", \"3\", \"One Breath\", \"Firewalker\", \"Red Museum\", \"Excelsis Dei\", \"Aubrey\", \"Irresistible\", \"Die Hand Die Verletzt\", \"Fresh Bones\", \"Colony (1)\", \"End Game (2)\", \"Fearful Symmetry\", \"D\\u00f8d Kalm\", \"Humbug\", \"The Calusari\", \"F. Emasculata\", \"Soft Light\", \"Our Town\", \"Anasazi (1)\", \"The Blessing Way (2)\", \"Paper Clip (3)\", \"D.P.O.\", \"Clyde Bruckman's Final Repose\", \"The List\", \"2Shy\", \"The Walk\", \"Oubliette\", \"Nisei (1)\", \"731 (2)\", \"Revelations\", \"War of the Coprophages\", \"Syzygy\", \"Grotesque\", \"Piper Maru (1)\", \"Apocrypha (2)\", \"Pusher\", \"Teso Dos Bichos\", \"Hell Money\", \"Jose Chung's 'From Outer Space'\", \"Avatar\", \"Quagmire\", \"Wetwired\", \"Talitha Cumi (1)\", \"Herrenvolk (2)\", \"Home\", \"Teliko\", \"Unruhe\", \"The Field Where I Died\", \"Sanguinarium\", \"Musings of a Cigarette Smoking Man\", \"Tunguska (1)\", \"Terma (2)\", \"Paper Hearts\", \"El Mundo Gira\", \"Leonard Betts\", \"Never Again\", \"Memento Mori\", \"Kaddish\", \"Unrequited\", \"Tempus Fugit (1)\", \"Max (2)\", \"Synchrony\", \"Small Potatoes\", \"Zero-Sum\", \"Elegy\", \"Demons\", \"Gethsemane (1)\", \"Redux (2)\", \"Redux II (3)\", \"Unusual Suspects\", \"Detour\", \"The Post-Modern Prometheus\", \"Christmas Carol (1)\", \"Emily (2)\", \"Kitsunegari\", \"Schizogeny\", \"Chinga\", \"Kill Switch\", \"Bad Blood\", \"Patient X (1)\", \"The Red and the Black (2)\", \"Travelers\", \"Mind's Eye\", \"All Souls\", \"The Pine Bluff Variant\", \"Folie \\u00e0 Deux\", \"The End\", \"The Beginning\", \"Drive\", \"Triangle\", \"Dreamland (1)\", \"Dreamland II (2)\", \"How The Ghosts Stole Christmas\", \"Terms of Endearment\", \"The Rain King\", \"S.R. 819\", \"Tithonus\", \"Two Fathers (1)\", \"One Son (2)\", \"Agua Mala\", \"Monday\", \"Arcadia\", \"Alpha\", \"Trevor\", \"Milagro\", \"The Unnatural\", \"Three of a Kind\", \"Field Trip\", \"Biogenesis (1)\", \"The Sixth Extinction (2)\", \"The Sixth Extinction II: Amor Fati (3)\", \"Hungry\", \"Millennium\", \"Rush\", \"The Goldberg Variation\", \"Orison\", \"The Amazing Maleeni\", \"Signs & Wonders\", \"Sein und Zeit (1)\", \"Closure (2)\", \"X-COPS\", \"First Person Shooter\", \"Theef\", \"En Ami\", \"Chimera\", \"all things\", \"Brand X\", \"Hollywood A.D.\", \"Fight Club\", \"Je Souhaite\", \"Requiem\", \"Within (1)\", \"Without (2)\", \"Patience\", \"Roadrunners\", \"Invocation\", \"Redrum\", \"Via Negativa\", \"Surekill\", \"Salvage\", \"Badlaa\", \"The Gift\", \"Medusa\", \"Per Manum\", \"This Is Not Happening (1)\", \"Deadalive (2)\", \"Three Words\", \"Empedocles\", \"Vienen\", \"Alone\", \"Essence (1)\", \"Existence (2)\", \"Nothing Important Happened Today (1)\", \"Nothing Important Happened Today II (2)\", \"D\\u00e6monicus\", \"4-D\", \"Lord of the Flies\", \"Trust No 1\", \"John Doe\", \"Hellbound\", \"Provenance (1)\", \"Providence (2)\", \"Audrey Pauley\", \"Underneath\", \"Improbable\", \"Scary Monsters\", \"Jump the Shark\", \"William\", \"Release\", \"Sunshine Days\", \"The Truth (1)\", \"The Truth (2)\", \"My Struggle\", \"Founder's Mutation\", \"Mulder And Scully Meet the Were-Monster\", \"Home Again\", \"Babylon\", \"My Struggle II\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208], \"y\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10], \"rating\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"fill_color\": [\"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"2.25\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207], \"aired\": [\"1993-09-11\", \"1993-09-18\", \"1993-09-25\", \"1993-10-02\", \"1993-10-09\", \"1993-10-23\", \"1993-10-30\", \"1993-11-06\", \"1993-11-13\", \"1993-11-20\", \"1993-12-11\", \"1993-12-18\", \"1994-01-08\", \"1994-01-22\", \"1994-02-05\", \"1994-02-12\", \"1994-02-19\", \"1994-03-19\", \"1994-04-02\", \"1994-04-16\", \"1994-04-23\", \"1994-04-30\", \"1994-05-07\", \"1994-05-14\", \"1994-09-17\", \"1994-09-24\", \"1994-10-01\", \"1994-10-08\", \"1994-10-15\", \"1994-10-22\", \"1994-11-05\", \"1994-11-12\", \"1994-11-19\", \"1994-12-10\", \"1994-12-17\", \"1995-01-07\", \"1995-01-14\", \"1995-01-28\", \"1995-02-04\", \"1995-02-11\", \"1995-02-18\", \"1995-02-25\", \"1995-03-11\", \"1995-04-01\", \"1995-04-15\", \"1995-04-29\", \"1995-05-06\", \"1995-05-13\", \"1995-05-20\", \"1995-09-23\", \"1995-09-30\", \"1995-10-07\", \"1995-10-14\", \"1995-10-21\", \"1995-11-04\", \"1995-11-11\", \"1995-11-18\", \"1995-11-25\", \"1995-12-02\", \"1995-12-16\", \"1996-01-06\", \"1996-01-27\", \"1996-02-03\", \"1996-02-10\", \"1996-02-17\", \"1996-02-24\", \"1996-03-09\", \"1996-03-30\", \"1996-04-13\", \"1996-04-27\", \"1996-05-04\", \"1996-05-11\", \"1996-05-18\", \"1996-10-05\", \"1996-10-12\", \"1996-10-19\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1997-01-13\", \"1997-01-27\", \"1997-02-03\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-17\", \"1997-03-24\", \"1997-04-07\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-01\", \"1997-12-08\", \"1997-12-15\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-30\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-11-30\", \"1998-12-07\", \"1998-12-14\", \"1999-01-04\", \"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-29\", \"1999-04-12\", \"1999-04-19\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-06\", \"1999-12-13\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-13\", \"2000-03-20\", \"2000-04-03\", \"2000-04-10\", \"2000-04-17\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-01-22\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-14\", \"2002-01-28\", \"2002-03-04\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-15\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-20\", \"2016-01-25\", \"2016-01-26\", \"2016-02-02\", \"2016-02-09\", \"2016-02-16\", \"2016-02-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208]}, \"callback\": null}, \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Downton Abbey\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"WheelZoomTool\", \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"BoxZoomTool\", \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"ResizeTool\", \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"ResetTool\", \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"HelpTool\", \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"HoverTool\", \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"Grid\", \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}}, \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}}, \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The X-Files\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"ResizeTool\", \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ResetTool\", \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"HelpTool\", \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"HoverTool\", \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"Grid\", \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"Grid\", \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}}, \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, \"name\": \"main\"}, \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}}, \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, \"name\": \"main\"}, \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Bicycle Thief\", \"Come Fly with Me\", \"The Incident\", \"Coal Digger\", \"Run for Your Wife\", \"En Garde\", \"Great Expectations\", \"Fizbo\", \"Undeck the Halls\", \"Up All Night\", \"Not in My House\", \"Fifteen Percent\", \"Moon Landing\", \"My Funky Valentine\", \"Fears\", \"Truth Be Told\", \"Starry Night\", \"Game Changer\", \"Benched\", \"Travels with Scout\", \"Airport 2010\", \"Hawaii\", \"Family Portrait\", \"The Old Wagon\", \"The Kiss\", \"Earthquake\", \"Strangers on a Treadmill\", \"Unplugged\", \"Halloween\", \"Chirp\", \"Manny Get Your Gun\", \"Mother Tucker\", \"Dance Dance Revelation\", \"Slow Down Your Neighbors\", \"Our Children, Ourselves\", \"Caught in the Act\", \"Bixby's Back\", \"Princess Party\", \"Regrets Only\", \"Two Monkeys and a Panda\", \"Boys' Night\", \"The Musical Man\", \"Someone to Watch Over Lily\", \"Mother's Day\", \"Good Cop, Bad Dog\", \"See You Next Fall\", \"The One That Got Away\", \"Dude Ranch\", \"When Good Kids Go Bad\", \"Phil on Wire\", \"Door to Door\", \"Hit and Run\", \"Go Bullfrogs!\", \"Treehouse\", \"After the Fire\", \"Punkin Chunkin\", \"Express Christmas\", \"Lifetime Supply\", \"Egg Drop\", \"Little Bo Bleep\", \"Me? Jealous?\", \"Aunt Mommy\", \"Virgin Territory\", \"Leap Day\", \"Send Out the Clowns\", \"Election Day\", \"The Last Walt\", \"Planes, Trains and Cars\", \"Disneyland\", \"Tableau Vivant\", \"Baby on Board\", \"Bringing Up Baby\", \"Schooled\", \"Snip\", \"The Butler's Escape\", \"Open House of Horrors\", \"Yard Sale\", \"Arrested\", \"Mistery Date\", \"When a Tree Falls\", \"Diamond in the Rough\", \"New Year's Eve\", \"Party Crasher\", \"Fulgencio\", \"A Slight at the Opera\", \"Heart Broken\", \"Bad Hair Day\", \"Best Men\", \"The Wow Factor\", \"The Future Dunphys\", \"Flip Flop\", \"Career Day\", \"My Hero\", \"Games People Play\", \"Goodnight, Gracie\", \"Suddenly, Last Summer\", \"First Days\", \"Larry's Wife\", \"Farm Strong\", \"The Late Show\", \"The Help\", \"A Fair to Remember\", \"ClosetCon '13\", \"The Big Game\", \"The Old Man & the Tree\", \"And One to Grow On\", \"Under Pressure\", \"Three Dinners\", \"iSpy\", \"The Feud\", \"Spring-a-Ding-Fling\", \"Other People's Children\", \"Las Vegas\", \"A Hard Jay's Night\", \"Australia\", \"Sleeper\", \"Message Received\", \"The Wedding (1)\", \"The Wedding (2)\", \"The Long Honeymoon\", \"Do Not Push\", \"The Cold\", \"Marco Polo\", \"Won't You Be Our Neighbor\", \"Halloween 3: AwesomeLand\", \"Queer Eyes, Full Hearts\", \"Three Turkeys\", \"Strangers in the Night\", \"Haley's 21st Birthday\", \"The Day We Almost Died\", \"The Big Guns\", \"Rash Decisions\", \"Valentine's Day 4: Twisted Sister\", \"Fight or Flight\", \"Connection Lost\", \"Closet? You'll Love It!\", \"Spring Break\", \"Grill, Interrupted\", \"Knock 'em Down\", \"Integrity\", \"Patriot Games\", \"Crying Out Loud\", \"American Skyper\", \"Summer Lovin'\", \"The Day Alex Left for College\", \"The Closet Case\", \"She Crazy\", \"The Verdict\", \"The More You Ignore Me\", \"Phil's Sexy, Sexy House\", \"Clean Out Your Junk Drawer\", \"White Christmas\", \"Playdates\", \"Spread Your Wings\", \"Clean for a Day\", \"Thunk in the Trunk\", \"I Don't Know How She Does It\", \"The Cover-Up\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159], \"y\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"fill_color\": [\"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"5.23\", \"5.24\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158], \"aired\": [\"2009-09-24\", \"2009-10-01\", \"2009-10-08\", \"2009-10-15\", \"2009-10-22\", \"2009-10-29\", \"2009-11-05\", \"2009-11-19\", \"2009-11-26\", \"2009-12-10\", \"2010-01-07\", \"2010-01-14\", \"2010-01-21\", \"2010-02-04\", \"2010-02-11\", \"2010-03-04\", \"2010-03-11\", \"2010-03-25\", \"2010-04-01\", \"2010-04-15\", \"2010-04-29\", \"2010-05-06\", \"2010-05-13\", \"2010-05-20\", \"2010-09-23\", \"2010-09-30\", \"2010-10-07\", \"2010-10-14\", \"2010-10-21\", \"2010-10-28\", \"2010-11-04\", \"2010-11-18\", \"2010-11-25\", \"2010-12-09\", \"2011-01-06\", \"2011-01-13\", \"2011-01-20\", \"2011-02-10\", \"2011-02-17\", \"2011-02-24\", \"2011-03-03\", \"2011-03-24\", \"2011-04-14\", \"2011-04-21\", \"2011-05-05\", \"2011-05-12\", \"2011-05-19\", \"2011-05-26\", \"2011-09-22\", \"2011-09-22\", \"2011-09-29\", \"2011-10-06\", \"2011-10-13\", \"2011-10-20\", \"2011-11-03\", \"2011-11-17\", \"2011-11-24\", \"2011-12-08\", \"2012-01-05\", \"2012-01-12\", \"2012-01-19\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-15\", \"2012-04-12\", \"2012-04-19\", \"2012-05-03\", \"2012-05-10\", \"2012-05-17\", \"2012-05-24\", \"2012-09-27\", \"2012-10-11\", \"2012-10-11\", \"2012-10-18\", \"2012-10-25\", \"2012-11-01\", \"2012-11-08\", \"2012-11-15\", \"2012-11-29\", \"2012-12-13\", \"2013-01-10\", \"2013-01-17\", \"2013-01-24\", \"2013-02-07\", \"2013-02-14\", \"2013-02-21\", \"2013-02-28\", \"2013-03-28\", \"2013-04-04\", \"2013-04-11\", \"2013-05-02\", \"2013-05-09\", \"2013-05-16\", \"2013-05-23\", \"2013-09-26\", \"2013-09-26\", \"2013-10-03\", \"2013-10-10\", \"2013-10-17\", \"2013-10-24\", \"2013-11-14\", \"2013-11-21\", \"2013-12-05\", \"2013-12-12\", \"2014-01-09\", \"2014-01-16\", \"2014-01-23\", \"2014-02-06\", \"2014-02-27\", \"2014-03-06\", \"2014-03-13\", \"2014-03-27\", \"2014-04-03\", \"2014-04-24\", \"2014-05-01\", \"2014-05-08\", \"2014-05-15\", \"2014-05-22\", \"2014-09-25\", \"2014-10-02\", \"2014-10-09\", \"2014-10-16\", \"2014-10-23\", \"2014-10-30\", \"2014-11-13\", \"2014-11-20\", \"2014-12-04\", \"2014-12-11\", \"2015-01-08\", \"2015-01-15\", \"2015-02-05\", \"2015-02-12\", \"2015-02-19\", \"2015-02-26\", \"2015-03-05\", \"2015-03-26\", \"2015-04-02\", \"2015-04-23\", \"2015-04-30\", \"2015-05-07\", \"2015-05-14\", \"2015-05-21\", \"2015-09-24\", \"2015-10-01\", \"2015-10-08\", \"2015-10-15\", \"2015-10-22\", \"2015-11-12\", \"2015-11-19\", \"2015-12-03\", \"2015-12-10\", \"2016-01-07\", \"2016-01-14\", \"2016-02-11\", \"2016-02-18\", null, null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159]}, \"callback\": null}, \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Christmas Day\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48], \"y\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"fill_color\": [\"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47], \"aired\": [\"2010-09-26\", \"2010-10-03\", \"2010-10-10\", \"2010-10-17\", \"2010-10-24\", \"2010-10-31\", \"2010-11-07\", \"2011-09-18\", \"2011-09-25\", \"2011-10-02\", \"2011-10-09\", \"2011-10-16\", \"2011-10-23\", \"2011-10-30\", \"2011-11-06\", \"2012-09-16\", \"2012-09-23\", \"2012-09-30\", \"2012-10-07\", \"2012-10-14\", \"2012-10-21\", \"2012-10-28\", \"2012-11-04\", \"2013-09-22\", \"2013-09-29\", \"2013-10-06\", \"2013-10-13\", \"2013-10-20\", \"2013-10-27\", \"2013-11-03\", \"2013-11-10\", \"2014-09-21\", \"2014-09-28\", \"2014-10-05\", \"2014-10-12\", \"2014-10-19\", \"2014-10-26\", \"2014-11-02\", \"2014-11-09\", \"2015-09-20\", \"2015-09-27\", \"2015-10-04\", \"2015-10-11\", \"2015-10-18\", \"2015-10-25\", \"2015-11-01\", \"2015-11-08\", null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48]}, \"callback\": null}, \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}}, \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}}, \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}}, \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, \"name\": \"main\"}, \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, \"name\": \"main\"}, \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}}, \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}}, \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}}, \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}}, \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, \"name\": \"main\"}, \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Modern Family\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"WheelZoomTool\", \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"ResizeTool\", \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"ResetTool\", \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"HelpTool\", \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"HoverTool\", \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"Grid\", \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"Grid\", \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"GlyphRenderer\", \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}}, \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Simpsons Roasting on an Open Fire\", \"Bart the Genius\", \"Homer's Odyssey\", \"There's No Disgrace Like Home\", \"Bart the General\", \"Moaning Lisa\", \"The Call of the Simpsons\", \"The Telltale Head\", \"Life on the Fast Lane\", \"Homer's Night Out\", \"The Crepes of Wrath\", \"Krusty Gets Busted\", \"Some Enchanted Evening\", \"Bart Gets an F\", \"Simpson and Delilah\", \"Treehouse of Horror\", \"Two Cars in Every Garage and Three Eyes on Every Fish\", \"Dancin' Homer\", \"Dead Putting Society\", \"Bart vs. Thanksgiving\", \"Bart the Daredevil\", \"Itchy & Scratchy & Marge\", \"Bart Gets Hit by a Car\", \"One Fish, Two Fish, Blowfish, Blue Fish\", \"The Way We Was\", \"Homer vs. Lisa and the Eighth Commandment\", \"Principal Charming\", \"Oh Brother, Where Art Thou?\", \"Bart's Dog Gets an F\", \"Old Money\", \"Brush With Greatness\", \"Lisa's Substitute\", \"The War of the Simpsons\", \"Three Men and a Comic Book\", \"Blood Feud\", \"Stark Raving Dad\", \"Mr. Lisa Goes to Washington\", \"When Flanders Failed\", \"Bart the Murderer\", \"Homer Defined\", \"Like Father Like Clown\", \"Treehouse of Horror II\", \"Lisa's Pony\", \"Saturdays of Thunder\", \"Flaming Moe's\", \"Burns Verkaufen der Kraftwerk\", \"I Married Marge\", \"Radio Bart\", \"Lisa the Greek\", \"Homer Alone\", \"Bart the Lover\", \"Homer at the Bat\", \"Separate Vocations\", \"Dog of Death\", \"Colonel Homer\", \"Black Widower\", \"The Otto Show\", \"Bart's Friend Falls in Love\", \"Brother, Can You Spare Two Dimes?\", \"Kamp Krusty\", \"A Streetcar Named Marge\", \"Homer the Heretic\", \"Lisa the Beauty Queen\", \"Treehouse of Horror III\", \"Itchy & Scratchy: The Movie\", \"Marge Gets a Job\", \"The New Kid on the Block\", \"Mr. Plow\", \"Lisa's First Word\", \"Homer's Triple Bypass\", \"Marge vs. the Monorail\", \"Selma's Choice\", \"Brother From the Same Planet\", \"I Love Lisa\", \"Duffless\", \"Last Exit to Springfield\", \"So It's Come to This: A Simpsons Clip Show\", \"The Front\", \"Whacking Day\", \"Marge in Chains\", \"Krusty Gets Kancelled\", \"Homer's Barbershop Quartet\", \"Cape Feare\", \"Homer Goes to College\", \"Rosebud\", \"Treehouse of Horror IV\", \"Marge on the Lam\", \"Bart's Inner Child\", \"Boy-Scoutz 'N the Hood\", \"The Last Temptation of Homer\", \"$pringfield (Or, How I Learned to Stop Worrying and Love Legalized Gambling)\", \"Homer the Vigilante\", \"Bart Gets Famous\", \"Homer and Apu\", \"Lisa vs. Malibu Stacy\", \"Deep Space Homer\", \"Homer Loves Flanders\", \"Bart Gets an Elephant\", \"Burns' Heir\", \"Sweet Seymour Skinner's Baadasssss Song\", \"The Boy Who Knew Too Much\", \"Lady Bouvier's Lover\", \"Secrets of a Successful Marriage\", \"Bart of Darkness\", \"Lisa's Rival\", \"Another Simpsons Clip Show\", \"Itchy & Scratchy Land\", \"Sideshow Bob Roberts\", \"Treehouse of Horror V\", \"Bart's Girlfriend\", \"Lisa on Ice\", \"Homer Badman\", \"Grampa vs. Sexual Inadequacy\", \"Fear of Flying\", \"Homer the Great\", \"And Maggie Makes Three\", \"Bart's Comet\", \"Homie the Clown\", \"Bart vs. Australia\", \"Homer vs. Patty and Selma\", \"A Star Is Burns\", \"Lisa's Wedding\", \"Two Dozen and One Greyhounds\", \"The PTA Disbands\", \"Round Springfield\", \"The Springfield Connection\", \"Lemon of Troy\", \"Who Shot Mr. Burns? (1)\", \"Who Shot Mr. Burns? (2)\", \"Radioactive Man\", \"Home Sweet Homediddily-Dum-Doodily\", \"Bart Sells His Soul\", \"Lisa the Vegetarian\", \"Treehouse of Horror VI\", \"King-Size Homer\", \"Mother Simpson\", \"Sideshow Bob's Last Gleaming\", \"The Simpsons 138th Episode Spectacular\", \"Marge Be Not Proud\", \"Team Homer\", \"Two Bad Neighbors\", \"Scenes from the Class Struggle in Springfield\", \"Bart the Fink\", \"Lisa the Iconoclast\", \"Homer the Smithers\", \"The Day the Violence Died\", \"A Fish Called Selma\", \"Bart on the Road\", \"22 Short Films About Springfield\", \"Raging Abe Simpson and his Grumbling Grandson in: 'The Curse of the Flying Hellfish'\", \"Much Apu About Nothing\", \"Homerpalooza\", \"Summer of 4 Ft. 2\", \"Treehouse of Horror VII\", \"You Only Move Twice\", \"The Homer They Fall\", \"Burns Baby Burns\", \"Bart After Dark\", \"A Milhouse Divided\", \"Lisa's Date With Density\", \"Hurricane Neddy\", \"El Viaje Misterioso de Nuestro Jomer (The Mysterious Voyage of Our Homer)\", \"The Springfield Files\", \"The Twisted World of Marge Simpson\", \"Mountain of Madness\", \"Simpsoncalifragilisticexpiala (Annoyed Grunt) cious\", \"The Itchy & Scratchy & Poochie Show\", \"Homer's Phobia\", \"Brother From Another Series\", \"My Sister, My Sitter\", \"Homer vs. the 18th Amendment\", \"Grade School Confidential\", \"The Canine Mutiny\", \"The Old Man and the Lisa\", \"In Marge We Trust\", \"Homer's Enemy\", \"The Simpsons Spin-Off Showcase\", \"The Secret War of Lisa Simpson\", \"The City of New York vs. Homer Simpson\", \"The Principal and the Pauper\", \"Lisa's Sax\", \"Treehouse of Horror VIII\", \"The Cartridge Family\", \"Bart Star\", \"The Two Mrs. Nahasapeemapetilons\", \"Lisa the Skeptic\", \"Realty Bites\", \"Miracle on Evergreen Terrace\", \"All Singing, All Dancing\", \"Bart Carny\", \"The Joy of Sect\", \"Das Bus\", \"The Last Temptation of Krust\", \"Dumbbell Indemnity\", \"Lisa the Simpson\", \"This Little Wiggy\", \"Simpson Tide\", \"The Trouble With Trillions\", \"Girly Edition\", \"Trash of the Titans\", \"King of the Hill\", \"Lost Our Lisa\", \"Natural Born Kissers\", \"Lard of the Dance\", \"The Wizard of Evergreen Terrace\", \"Bart the Mother\", \"Treehouse of Horror IX\", \"When You Dish Upon a Star\", \"D'oh-in in the Wind\", \"Lisa Gets an A\", \"Homer Simpson in: 'Kidney Trouble'\", \"Mayored to the Mob\", \"Viva Ned Flanders\", \"Wild Barts Can't Be Broken\", \"Sunday, Cruddy Sunday\", \"Homer to the Max\", \"I'm with Cupid\", \"Marge Simpson in: 'Screaming Yellow Honkers'\", \"Make Room for Lisa\", \"Maximum Homerdrive\", \"Simpsons Bible Stories\", \"Mom and Pop Art\", \"The Old Man and the C Student\", \"Monty Can't Buy Me Love\", \"They Saved Lisa's Brain\", \"Thirty Minutes Over Tokyo\", \"Beyond Blunderdome\", \"Brother's Little Helper\", \"Guess Who's Coming to Criticize Dinner?\", \"Treehouse of Horror X\", \"E-I-E-I-(Annoyed Grunt)\", \"Hello Gutter, Hello Fadder\", \"Eight Misbehavin'\", \"Take My Wife, Sleaze\", \"Grift of the Magi\", \"Little Big Mom\", \"Faith Off\", \"The Mansion Family\", \"Saddlesore Galactica\", \"Alone Again, Natura-Diddily\", \"Missionary: Impossible\", \"Pygmoelian\", \"Bart to the Future\", \"Days of Wine and D'ohses\", \"Kill the Alligator and Run\", \"Last Tap Dance in Springfield\", \"It's a Mad, Mad, Mad, Mad Marge\", \"Behind the Laughter\", \"Treehouse of Horror XI\", \"A Tale of Two Springfields\", \"Insane Clown Poppy\", \"Lisa the Tree Hugger\", \"Homer vs. Dignity\", \"The Computer Wore Menace Shoes\", \"The Great Money Caper\", \"Skinner's Sense of Snow\", \"HOM\\u042f\", \"Pokey Mom\", \"Worst Episode Ever\", \"Tennis the Menace\", \"Day of the Jackanapes\", \"New Kids on the Blecch\", \"Hungry Hungry Homer\", \"Bye Bye Nerdy\", \"Simpson Safari\", \"Trilogy of Error\", \"I'm Goin' to Praiseland\", \"Children of a Lesser Clod\", \"Simpsons Tall Tales\", \"Treehouse of Horror XII\", \"The Parent Rap\", \"Homer the Moe\", \"Hunka Hunka Burns in Love\", \"The Blunder Years\", \"She of Little Faith\", \"Brawl in the Family\", \"Sweets and Sour Marge\", \"Jaws Wired Shut\", \"Half-Decent Proposal\", \"The Bart Wants What It Wants\", \"The Lastest Gun in the West\", \"The Old Man and the Key\", \"Tales From the Public Domain\", \"Blame It on Lisa\", \"Weekend at Burnsie's\", \"Gump Roast\", \"I Am Furious Yellow\", \"The Sweetest Apu\", \"Little Girl in the Big Ten\", \"The Frying Game\", \"Papa's Got a Brand New Badge\", \"Treehouse of Horror XIII\", \"How I Spent My Strummer Vacation\", \"Bart vs. Lisa vs. the Third Grade\", \"Large Marge\", \"Helter Shelter\", \"The Great Louse Detective\", \"Special Edna (a.k.a. Love and Marking)\", \"The Dad Who Knew Too Little\", \"Strong Arms of the Ma\", \"Pray Anything\", \"Barting Over\", \"I'm Spelling as Fast as I Can\", \"A Star Is Born-Again\", \"Mr. Spritz Goes to Washington\", \"C.E. D'oh!\", \"Scuse Me While I Miss the Sky\", \"Three Gays of the Condo\", \"Dude, Where's My Ranch?\", \"Old Yeller Belly\", \"Brake My Wife, Please\", \"The Bart of War\", \"Moe Baby Blues\", \"Treehouse of Horror XIV\", \"My Mother the Carjacker\", \"The President Wore Pearls\", \"The Regina Monologues\", \"The Fat and the Furriest\", \"Today, I Am a Klown\", \"'Tis the Fifteenth Season\", \"Marge vs. Singles, Seniors, Childless Couples and Teens, and Gays\", \"I, (Annoyed Grunt)-Bot\", \"Diatribe of a Mad Housewife\", \"Margical History Tour\", \"Milhouse Doesn't Live Here Anymore\", \"Smart and Smarter\", \"The Ziff Who Came to Dinner\", \"Co-Dependent's Day\", \"The Wandering Juvie\", \"My Big Fat Geek Wedding\", \"Catch 'Em If You Can\", \"Simple Simpson\", \"The Way We Weren't\", \"Bart-Mangled Banner\", \"Fraudcast News\", \"Treehouse of Horror XV\", \"All's Fair in Oven War\", \"Sleeping with the Enemy\", \"She Used to Be My Girl\", \"Fat Man and Little Boy\", \"Midnight Rx\", \"Mommie Beerest\", \"Homer and Ned's Hail Mary Pass\", \"Pranksta Rap\", \"There's Something About Marrying\", \"On a Clear Day I Can't See My Sister\", \"Goo Goo Gai Pan\", \"Mobile Homer\", \"The Seven-Beer Snitch\", \"Future-Drama\", \"Don't Fear the Roofer\", \"The Heartbroke Kid\", \"A Star Is Torn\", \"Thank God, It's Doomsday\", \"Home Away from Homer\", \"The Father, the Son & the Holy Guest Star\", \"The Bonfire of the Manatees\", \"The Girl Who Slept Too Little\", \"Milhouse of Sand and Fog\", \"Treehouse of Horror XVI\", \"Marge's Son Poisoning\", \"See Homer Run\", \"The Last of the Red Hat Mamas\", \"The Italian Bob\", \"Simpsons Christmas Stories\", \"Homer's Paternity Coot\", \"We're on the Road to D'ohwhere\", \"My Fair Laddy\", \"The Seemingly Never-Ending Story\", \"Bart Has Two Mommies\", \"Homer Simpson, This Is Your Wife\", \"Million Dollar Abie\", \"Kiss, Kiss Bang Bangalore\", \"The Wettest Stories Ever Told\", \"Girls Just Want to Have Sums\", \"Regarding Margie\", \"The Monkey Suit\", \"Marge and Homer Turn a Couple Play\", \"The Mook, the Chef, the Wife, and Her Homer\", \"Jazzy and the Pussycats\", \"Please Homer, Don't Hammer 'Em\", \"Treehouse of Horror XVII\", \"G.I. (Annoyed Grunt)\", \"Moe 'N' a Lisa\", \"Ice Cream of Margie (With the Light Blue Hair)\", \"The Haw-Hawed Couple\", \"Kill Gil: Vols. 1 & 2\", \"The Wife Aquatic\", \"Revenge Is a Dish Best Served Three Times\", \"Little Big Girl\", \"Springfield Up\", \"Yokel Chords\", \"Rome-Old and Juli-Eh\", \"Homerazzi\", \"Marge Gamer\", \"The Boys of Bummer\", \"Crook and Ladder\", \"Stop or My Dog Will Shoot\", \"24 Minutes\", \"You Kent Always Say What You Want\", \"He Loves to Fly and He D'ohs\", \"The Homer of Seville\", \"Midnight Towboy\", \"I Don't Wanna Know Why the Caged Bird Sings\", \"Treehouse of Horror XVIII\", \"Little Orphan Millie\", \"Husbands and Knives\", \"Funeral for a Fiend\", \"Eternal Moonshine of the Simpson Mind\", \"E. Pluribus Wiggum\", \"That 90's Show\", \"Love, Springfieldian Style\", \"The Debarted\", \"Dial 'N' for Nerder\", \"Smoke on the Daughter\", \"Papa Don't Leech\", \"Apocalypse Cow\", \"Any Given Sundance\", \"Mona Leaves-a\", \"All About Lisa\", \"Sex, Pies and Idiot Scrapes\", \"Lost Verizon\", \"Double, Double, Boy in Trouble\", \"Treehouse of Horror XIX\", \"Dangerous Curves\", \"Homer and Lisa Exchange Cross Words\", \"Mypods and Boomsticks\", \"The Burns and the Bees\", \"Lisa the Drama Queen\", \"Take My Life, Please\", \"How the Test Was Won\", \"No Loan Again, Naturally\", \"Gone Maggie Gone\", \"In the Name of the Grandfather\", \"Wedding for Disaster\", \"Eeny Teeny Maya Moe\", \"The Good, the Sad and the Drugly\", \"Father Knows Worst\", \"Waverly Hills 9-0-2-1-D'oh\", \"Four Great Women and a Manicure\", \"Coming to Homerica\", \"Homer the Whopper\", \"Bart Gets a 'Z'\", \"The Great Wife Hope\", \"Treehouse of Horror XX\", \"The Devil Wears Nada\", \"Pranks and Greens\", \"Rednecks and Broomsticks\", \"Oh Brother, Where Bart Thou?\", \"Thursdays with Abie\", \"Once Upon a Time in Springfield\", \"Million Dollar Maybe\", \"Boy Meets Curl\", \"The Color Yellow\", \"Postcards from the Wedge\", \"Stealing First Base\", \"The Greatest Story Ever D'ohed\", \"American History X-cellent\", \"Chief of Hearts\", \"The Squirt and the Whale\", \"To Surveil with Love\", \"Moe Letter Blues\", \"The Bob Next Door\", \"Judge Me Tender\", \"Elementary School Musical\", \"Loan-a-Lisa\", \"MoneyBART\", \"Treehouse of Horror XXI\", \"Lisa Simpson, This Isn't Your Life\", \"The Fool Monty\", \"How Munched is that Birdie in the Window?\", \"The Fight Before Christmas\", \"Donnie Fatso\", \"Moms I'd Like to Forget\", \"Flaming Moe\", \"Homer the Father\", \"The Blue and the Gray\", \"Angry Dad: The Movie\", \"The Scorpion's Tale\", \"A Midsummer's Nice Dream\", \"Love is a Many Strangled Thing\", \"The Great Simpsina\", \"The Real Housewives of Fat Tony\", \"Homer Scissorhands\", \"500 Keys\", \"The Ned-Liest Catch\", \"The Falcon and the D'Ohman\", \"Bart Stops to Smell the Roosevelts\", \"Treehouse of Horror XXII\", \"Replaceable You\", \"The Food Wife\", \"The Book Job\", \"The Man in the Blue Flannel Pants\", \"The Ten-Per-Cent Solution\", \"Holidays of Future Passed\", \"Politically Inept, with Homer Simpson\", \"The D'oh-cial Network\", \"Moe Goes from Rags to Riches\", \"The Daughter Also Rises\", \"At Long Last Leave\", \"Exit Through the Kwik-E-Mart\", \"How I Wet Your Mother\", \"Them, Robot\", \"Beware My Cheating Bart\", \"A Totally Fun Thing That Bart Will Never Do Again\", \"The Spy Who Learned Me\", \"Ned 'n' Edna's Blend\", \"Lisa Goes Gaga\", \"Moonshine River\", \"Treehouse of Horror XXIII\", \"Adventures in Baby-Getting\", \"Gone Abie Gone\", \"Penny-Wiseguys\", \"A Tree Grows in Springfield\", \"The Day the Earth Stood Cool\", \"To Cur With Love\", \"Homer Goes to Prep School\", \"A Test Before Trying\", \"The Changing of the Guardian\", \"Love is a Many-Splintered Thing\", \"Hardly Kirk-ing\", \"Gorgeous Grampa\", \"Black-Eyed, Please\", \"Dark Knight Court\", \"What Animated Women Want\", \"Pulpit Friction\", \"Whiskey Business\", \"The Fabulous Faker Boys\", \"The Saga of Carl Carlson\", \"Dangers on a Train\", \"Homerland\", \"Treehouse of Horror XXIV\", \"Four Regrettings and a Funeral\", \"YOLO\", \"Labor Pains\", \"The Kid is All Right\", \"Yellow Subterfuge\", \"White Christmas Blues\", \"Steal This Episode\", \"Married to the Blob\", \"Specs and the City\", \"Diggs\", \"The Man Who Grew Too Much\", \"The Winter of His Content\", \"The War of Art\", \"You Don't Have to Live Like a Referee\", \"Luca$\", \"Days of Future Future\", \"What to Expect When Bart's Expecting\", \"Brick Like Me\", \"Pay Pal\", \"The Yellow Badge of Cowardge\", \"Clown in the Dumps\", \"The Wreck of the Relationship\", \"Super Franchise Me\", \"Treehouse of Horror XXV\", \"Opposites A-Frack\", \"Simpsorama\", \"Blazed and Confused\", \"Covercraft\", \"I Won't Be Home for Christmas\", \"The Man Who Came to Be Dinner\", \"Bart's New Friend\", \"The Musk Who Fell to Earth\", \"Walking Big & Tall\", \"My Fare Lady\", \"The Princess Guide\", \"Sky Police\", \"Waiting For Duffman\", \"Peeping Mom\", \"The Kids are All Fight\", \"Let's Go Fly a Coot\", \"Bull-E\", \"Mathlete's Feat\", \"Every Man's Dream\", \"Cue Detective\", \"Puffless\", \"Halloween of Horror\", \"Treehouse of Horror XXVI\", \"Friend with Benefit\", \"Lisa with an 'S'\", \"Paths of Glory\", \"Barthood\", \"The Girl Code\", \"Teenage Mutant Milk-caused Hurdles\", \"Much Apu About Something\", \"Love Is in the N2-O2-Ar-CO2-Ne-He-CH4\", \"Gal of Constant Sorrow\", null], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589], \"y\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 28], \"rating\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#f46d43\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"6.25\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"7.23\", \"7.24\", \"7.25\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"8.22\", \"8.23\", \"8.24\", \"8.25\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"9.21\", \"9.22\", \"9.23\", \"9.24\", \"9.25\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\", \"10.7\", \"10.8\", \"10.9\", \"10.10\", \"10.11\", \"10.12\", \"10.13\", \"10.14\", \"10.15\", \"10.16\", \"10.17\", \"10.18\", \"10.19\", \"10.20\", \"10.21\", \"10.22\", \"10.23\", \"11.1\", \"11.2\", \"11.3\", \"11.4\", \"11.5\", \"11.6\", \"11.7\", \"11.8\", \"11.9\", \"11.10\", \"11.11\", \"11.12\", \"11.13\", \"11.14\", \"11.15\", \"11.16\", \"11.17\", \"11.18\", \"11.19\", \"11.20\", \"11.21\", \"11.22\", \"12.1\", \"12.2\", \"12.3\", \"12.4\", \"12.5\", \"12.6\", \"12.7\", \"12.8\", \"12.9\", \"12.10\", \"12.11\", \"12.12\", \"12.13\", \"12.14\", \"12.15\", \"12.16\", \"12.17\", \"12.18\", \"12.19\", \"12.20\", \"12.21\", \"13.1\", \"13.2\", \"13.3\", \"13.4\", \"13.5\", \"13.6\", \"13.7\", \"13.8\", \"13.9\", \"13.10\", \"13.11\", \"13.12\", \"13.13\", \"13.14\", \"13.15\", \"13.16\", \"13.17\", \"13.18\", \"13.19\", \"13.20\", \"13.21\", \"13.22\", \"14.1\", \"14.2\", \"14.3\", \"14.4\", \"14.5\", \"14.6\", \"14.7\", \"14.8\", \"14.9\", \"14.10\", \"14.11\", \"14.12\", \"14.13\", \"14.14\", \"14.15\", \"14.16\", \"14.17\", \"14.18\", \"14.19\", \"14.20\", \"14.21\", \"14.22\", \"15.1\", \"15.2\", \"15.3\", \"15.4\", \"15.5\", \"15.6\", \"15.7\", \"15.8\", \"15.9\", \"15.10\", \"15.11\", \"15.12\", \"15.13\", \"15.14\", \"15.15\", \"15.16\", \"15.17\", \"15.18\", \"15.19\", \"15.20\", \"15.21\", \"15.22\", \"16.1\", \"16.2\", \"16.3\", \"16.4\", \"16.5\", \"16.6\", \"16.7\", \"16.8\", \"16.9\", \"16.10\", \"16.11\", \"16.12\", \"16.13\", \"16.14\", \"16.15\", \"16.16\", \"16.17\", \"16.18\", \"16.19\", \"16.20\", \"16.21\", \"17.1\", \"17.2\", \"17.3\", \"17.4\", \"17.5\", \"17.6\", \"17.7\", \"17.8\", \"17.9\", \"17.10\", \"17.11\", \"17.12\", \"17.13\", \"17.14\", \"17.15\", \"17.16\", \"17.17\", \"17.18\", \"17.19\", \"17.20\", \"17.21\", \"17.22\", \"18.1\", \"18.2\", \"18.3\", \"18.4\", \"18.5\", \"18.6\", \"18.7\", \"18.8\", \"18.9\", \"18.10\", \"18.11\", \"18.12\", \"18.13\", \"18.14\", \"18.15\", \"18.16\", \"18.17\", \"18.18\", \"18.19\", \"18.20\", \"18.21\", \"18.22\", \"19.1\", \"19.2\", \"19.3\", \"19.4\", \"19.5\", \"19.6\", \"19.7\", \"19.8\", \"19.9\", \"19.10\", \"19.11\", \"19.12\", \"19.13\", \"19.14\", \"19.15\", \"19.16\", \"19.17\", \"19.18\", \"19.19\", \"19.20\", \"20.1\", \"20.2\", \"20.3\", \"20.4\", \"20.5\", \"20.6\", \"20.7\", \"20.8\", \"20.9\", \"20.10\", \"20.11\", \"20.12\", \"20.13\", \"20.14\", \"20.15\", \"20.16\", \"20.17\", \"20.18\", \"20.19\", \"20.20\", \"20.21\", \"21.1\", \"21.2\", \"21.3\", \"21.4\", \"21.5\", \"21.6\", \"21.7\", \"21.8\", \"21.9\", \"21.10\", \"21.11\", \"21.12\", \"21.13\", \"21.14\", \"21.15\", \"21.16\", \"21.17\", \"21.18\", \"21.19\", \"21.20\", \"21.21\", \"21.22\", \"21.23\", \"22.1\", \"22.2\", \"22.3\", \"22.4\", \"22.5\", \"22.6\", \"22.7\", \"22.8\", \"22.9\", \"22.10\", \"22.11\", \"22.12\", \"22.13\", \"22.14\", \"22.15\", \"22.16\", \"22.17\", \"22.18\", \"22.19\", \"22.20\", \"22.21\", \"22.22\", \"23.1\", \"23.2\", \"23.3\", \"23.4\", \"23.5\", \"23.6\", \"23.7\", \"23.8\", \"23.9\", \"23.10\", \"23.11\", \"23.12\", \"23.13\", \"23.14\", \"23.15\", \"23.16\", \"23.17\", \"23.18\", \"23.19\", \"23.20\", \"23.21\", \"23.22\", \"24.1\", \"24.2\", \"24.3\", \"24.4\", \"24.5\", \"24.6\", \"24.7\", \"24.8\", \"24.9\", \"24.10\", \"24.11\", \"24.12\", \"24.13\", \"24.14\", \"24.15\", \"24.16\", \"24.17\", \"24.18\", \"24.19\", \"24.20\", \"24.21\", \"24.22\", \"25.1\", \"25.2\", \"25.3\", \"25.4\", \"25.5\", \"25.6\", \"25.7\", \"25.8\", \"25.9\", \"25.10\", \"25.11\", \"25.12\", \"25.13\", \"25.14\", \"25.15\", \"25.16\", \"25.17\", \"25.18\", \"25.19\", \"25.20\", \"25.21\", \"25.22\", \"26.1\", \"26.2\", \"26.3\", \"26.4\", \"26.5\", \"26.6\", \"26.7\", \"26.8\", \"26.9\", \"26.10\", \"26.11\", \"26.12\", \"26.13\", \"26.14\", \"26.15\", \"26.16\", \"26.17\", \"26.18\", \"26.19\", \"26.20\", \"26.21\", \"26.22\", \"27.1\", \"27.2\", \"27.3\", \"27.4\", \"27.5\", \"27.6\", \"27.7\", \"27.8\", \"27.9\", \"27.10\", \"27.11\", \"27.12\", \"27.13\", \"27.14\", \"28.1\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588], \"aired\": [\"1989-12-18\", \"1990-01-15\", \"1990-01-22\", \"1990-01-29\", \"1990-02-05\", \"1990-02-12\", \"1990-02-19\", \"1990-02-26\", \"1990-03-19\", \"1990-03-26\", \"1990-04-16\", \"1990-04-30\", \"1990-05-14\", \"1990-10-12\", \"1990-10-19\", \"1990-10-25\", \"1990-11-02\", \"1990-11-09\", \"1990-11-16\", \"1990-11-23\", \"1990-12-07\", \"1990-12-21\", \"1991-01-11\", \"1991-01-25\", \"1991-02-01\", \"1991-02-08\", \"1991-02-15\", \"1991-02-22\", \"1991-03-08\", \"1991-03-29\", \"1991-04-12\", \"1991-04-26\", \"1991-05-03\", \"1991-05-10\", \"1991-08-12\", \"1991-09-20\", \"1991-09-27\", \"1991-10-04\", \"1991-10-11\", \"1991-10-18\", \"1991-10-25\", \"1991-11-01\", \"1991-11-08\", \"1991-11-15\", \"1991-11-22\", \"1991-12-06\", \"1991-12-27\", \"1992-01-10\", \"1992-01-24\", \"1992-02-07\", \"1992-02-14\", \"1992-02-21\", \"1992-02-28\", \"1992-03-13\", \"1992-03-27\", \"1992-04-10\", \"1992-04-24\", \"1992-05-08\", \"1992-08-28\", \"1992-09-25\", \"1992-10-02\", \"1992-10-09\", \"1992-10-16\", \"1992-10-30\", \"1992-11-04\", \"1992-11-06\", \"1992-11-13\", \"1992-11-20\", \"1992-12-04\", \"1992-12-18\", \"1993-01-15\", \"1993-01-22\", \"1993-02-05\", \"1993-02-12\", \"1993-02-19\", \"1993-03-12\", \"1993-04-02\", \"1993-04-16\", \"1993-04-30\", \"1993-05-07\", \"1993-05-14\", \"1993-10-01\", \"1993-10-08\", \"1993-10-15\", \"1993-10-22\", \"1993-10-29\", \"1993-11-05\", \"1993-11-12\", \"1993-11-19\", \"1993-12-10\", \"1993-12-17\", \"1994-01-07\", \"1994-02-04\", \"1994-02-11\", \"1994-02-18\", \"1994-02-25\", \"1994-03-18\", \"1994-04-01\", \"1994-04-15\", \"1994-04-29\", \"1994-05-06\", \"1994-05-13\", \"1994-05-20\", \"1994-09-05\", \"1994-09-12\", \"1994-09-26\", \"1994-10-03\", \"1994-10-10\", \"1994-10-31\", \"1994-11-07\", \"1994-11-14\", \"1994-11-28\", \"1994-12-05\", \"1994-12-19\", \"1995-01-09\", \"1995-01-23\", \"1995-02-06\", \"1995-02-13\", \"1995-02-20\", \"1995-02-27\", \"1995-03-06\", \"1995-03-20\", \"1995-04-10\", \"1995-04-17\", \"1995-05-01\", \"1995-05-08\", \"1995-05-15\", \"1995-05-22\", \"1995-09-18\", \"1995-09-25\", \"1995-10-02\", \"1995-10-09\", \"1995-10-16\", \"1995-10-30\", \"1995-11-06\", \"1995-11-20\", \"1995-11-27\", \"1995-12-04\", \"1995-12-18\", \"1996-01-08\", \"1996-01-15\", \"1996-02-05\", \"1996-02-12\", \"1996-02-19\", \"1996-02-26\", \"1996-03-18\", \"1996-03-25\", \"1996-04-01\", \"1996-04-15\", \"1996-04-29\", \"1996-05-06\", \"1996-05-20\", \"1996-05-20\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1996-12-30\", \"1997-01-06\", \"1997-01-13\", \"1997-01-20\", \"1997-02-03\", \"1997-02-08\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-03\", \"1997-03-17\", \"1997-04-07\", \"1997-04-14\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-09-22\", \"1997-09-29\", \"1997-10-20\", \"1997-10-27\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-08\", \"1997-12-22\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-23\", \"1998-03-30\", \"1998-04-06\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-08-24\", \"1998-09-21\", \"1998-09-28\", \"1998-10-26\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-12-07\", \"1998-12-21\", \"1999-01-11\", \"1999-01-18\", \"1999-02-01\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-29\", \"1999-04-05\", \"1999-04-12\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-09-27\", \"1999-10-04\", \"1999-10-25\", \"1999-11-01\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-20\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-20\", \"2000-04-10\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-02\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-03-05\", \"2001-03-12\", \"2001-04-02\", \"2001-04-30\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-07\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-21\", \"2002-01-28\", \"2002-02-11\", \"2002-02-18\", \"2002-02-25\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-23\", \"2002-11-04\", \"2002-11-11\", \"2002-11-18\", \"2002-11-25\", \"2002-12-02\", \"2002-12-16\", \"2003-01-06\", \"2003-01-13\", \"2003-02-03\", \"2003-02-10\", \"2003-02-17\", \"2003-02-17\", \"2003-03-03\", \"2003-03-10\", \"2003-03-17\", \"2003-03-31\", \"2003-04-14\", \"2003-04-28\", \"2003-05-05\", \"2003-05-12\", \"2003-05-19\", \"2003-05-19\", \"2003-11-03\", \"2003-11-10\", \"2003-11-17\", \"2003-11-24\", \"2003-12-01\", \"2003-12-08\", \"2003-12-15\", \"2004-01-05\", \"2004-01-12\", \"2004-01-26\", \"2004-02-09\", \"2004-02-16\", \"2004-02-23\", \"2004-03-15\", \"2004-03-22\", \"2004-03-29\", \"2004-04-19\", \"2004-04-26\", \"2004-05-03\", \"2004-05-10\", \"2004-05-17\", \"2004-05-24\", \"2004-11-08\", \"2004-11-15\", \"2004-11-22\", \"2004-12-06\", \"2004-12-13\", \"2005-01-17\", \"2005-01-31\", \"2005-02-07\", \"2005-02-14\", \"2005-02-21\", \"2005-03-07\", \"2005-03-14\", \"2005-03-21\", \"2005-04-04\", \"2005-04-18\", \"2005-05-02\", \"2005-05-02\", \"2005-05-09\", \"2005-05-09\", \"2005-05-16\", \"2005-05-16\", \"2005-09-12\", \"2005-09-19\", \"2005-09-26\", \"2005-11-07\", \"2005-11-14\", \"2005-11-21\", \"2005-11-28\", \"2005-12-12\", \"2005-12-19\", \"2006-01-09\", \"2006-01-30\", \"2006-02-27\", \"2006-03-13\", \"2006-03-20\", \"2006-03-27\", \"2006-04-03\", \"2006-04-10\", \"2006-04-24\", \"2006-05-01\", \"2006-05-08\", \"2006-05-15\", \"2006-05-22\", \"2006-09-11\", \"2006-09-18\", \"2006-09-25\", \"2006-11-06\", \"2006-11-13\", \"2006-11-20\", \"2006-11-27\", \"2006-12-11\", \"2006-12-18\", \"2007-01-08\", \"2007-01-29\", \"2007-02-12\", \"2007-02-19\", \"2007-03-05\", \"2007-03-12\", \"2007-03-26\", \"2007-04-23\", \"2007-04-30\", \"2007-05-07\", \"2007-05-14\", \"2007-05-21\", \"2007-05-21\", \"2007-09-24\", \"2007-10-01\", \"2007-10-08\", \"2007-10-15\", \"2007-11-05\", \"2007-11-12\", \"2007-11-19\", \"2007-11-26\", \"2007-12-17\", \"2008-01-07\", \"2008-01-28\", \"2008-02-18\", \"2008-03-03\", \"2008-03-10\", \"2008-03-31\", \"2008-04-14\", \"2008-04-28\", \"2008-05-05\", \"2008-05-12\", \"2008-05-19\", \"2008-09-29\", \"2008-10-06\", \"2008-10-20\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-12-01\", \"2008-12-08\", \"2009-01-26\", \"2009-02-16\", \"2009-03-02\", \"2009-03-09\", \"2009-03-16\", \"2009-03-23\", \"2009-03-30\", \"2009-04-06\", \"2009-04-20\", \"2009-04-27\", \"2009-05-04\", \"2009-05-11\", \"2009-05-18\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-14\", \"2010-01-04\", \"2010-01-11\", \"2010-02-01\", \"2010-02-15\", \"2010-02-22\", \"2010-03-15\", \"2010-03-22\", \"2010-03-29\", \"2010-04-12\", \"2010-04-19\", \"2010-04-26\", \"2010-05-03\", \"2010-05-10\", \"2010-05-17\", \"2010-05-24\", \"2010-09-27\", \"2010-10-04\", \"2010-10-11\", \"2010-11-08\", \"2010-11-15\", \"2010-11-22\", \"2010-11-29\", \"2010-12-06\", \"2010-12-13\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-02-14\", \"2011-02-21\", \"2011-03-07\", \"2011-03-14\", \"2011-03-28\", \"2011-04-11\", \"2011-05-02\", \"2011-05-09\", \"2011-05-16\", \"2011-05-23\", \"2011-09-26\", \"2011-10-03\", \"2011-10-31\", \"2011-11-07\", \"2011-11-14\", \"2011-11-21\", \"2011-11-28\", \"2011-12-05\", \"2011-12-12\", \"2012-01-09\", \"2012-01-16\", \"2012-01-30\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-04-16\", \"2012-04-30\", \"2012-05-07\", \"2012-05-14\", \"2012-05-21\", \"2012-10-01\", \"2012-10-08\", \"2012-11-05\", \"2012-11-12\", \"2012-11-19\", \"2012-11-26\", \"2012-12-10\", \"2012-12-17\", \"2013-01-07\", \"2013-01-14\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-04-15\", \"2013-04-29\", \"2013-05-06\", \"2013-05-13\", \"2013-05-20\", \"2013-05-20\", \"2013-09-30\", \"2013-10-07\", \"2013-11-04\", \"2013-11-11\", \"2013-11-18\", \"2013-11-25\", \"2013-12-09\", \"2013-12-16\", \"2014-01-06\", \"2014-01-13\", \"2014-01-27\", \"2014-03-10\", \"2014-03-10\", \"2014-03-17\", \"2014-03-24\", \"2014-03-31\", \"2014-04-07\", \"2014-04-14\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-09-29\", \"2014-10-06\", \"2014-10-13\", \"2014-10-20\", \"2014-11-03\", \"2014-11-10\", \"2014-11-17\", \"2014-11-24\", \"2014-12-08\", \"2015-01-05\", \"2015-01-12\", \"2015-01-26\", \"2015-02-09\", \"2015-02-16\", \"2015-03-02\", \"2015-03-09\", \"2015-03-16\", \"2015-04-20\", \"2015-04-27\", \"2015-05-04\", \"2015-05-11\", \"2015-05-18\", \"2015-09-28\", \"2015-10-05\", \"2015-10-12\", \"2015-10-19\", \"2015-10-26\", \"2015-11-09\", \"2015-11-23\", \"2015-12-07\", \"2015-12-14\", \"2016-01-04\", \"2016-01-11\", \"2016-01-18\", \"2016-02-15\", \"2016-02-22\", \"2016-09-26\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589]}, \"callback\": null}, \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Hell-A Woman\", \"The Whore of Babylon\", \"Fear and Loathing at the Fundraiser\", \"LOL\", \"Absinthe Makes the Heart Grow Fonder\", \"Girls, Interrupted\", \"California Son\", \"Filthy Lucre\", \"The Devil's Threesome\", \"Turn the Page\", \"The Last Waltz\", \"Slip of the Tongue\", \"The Great Ashby\", \"No Way to Treat a Lady\", \"The Raw and the Crooked\", \"Vaginatown\", \"Coke Dick & First Kick\", \"In a Lonely Place\", \"Going Down and Out in Beverly Hills\", \"La Ronde\", \"In Utero\", \"Blues from Laurel Canyon\", \"La Petite Mort\", \"Wish You Were Here\", \"The Land of Rape and Honey\", \"Verities & Balderdash\", \"Zoso\", \"Slow Happy Boys\", \"Glass Houses\", \"So Here's the Thing...\", \"The Apartment\", \"Mr. Bad Example\", \"Dogtown\", \"Comings & Goings\", \"Mia Culpa\", \"Exile on Main St.\", \"Suicide Solution\", \"Home Sweet Home\", \"Monkey Business\", \"Freeze Frame\", \"Lawyers, Guns and Money\", \"The Recused\", \"Lights. Camera. Asshole\", \"Another Perfect Day\", \"The Trial\", \"The Last Supper\", \"...And Justice for All\", \"JFK to LAX\", \"The Way of the Fist\", \"Boys & Girls\", \"Waiting for the Miracle\", \"The Ride Along\", \"Love Song\", \"Here I Go Again\", \"Raw\", \"At the Movies\", \"Perverts & Whores\", \"The Party\", \"Hell Ain't a Bad Place to Be\", \"The Unforgiven\", \"Quitters\", \"Dead Rock Stars\", \"Hell Bent for Leather\", \"Rock and a Hard Place\", \"In the Clouds\", \"The Dope Show\", \"Everybody's a Fucking Critic\", \"Mad Dogs and Englishmen\", \"Blind Faith\", \"The Abby\", \"I'll Lay My Monsters Down\", \"Levon\", \"Julia\", \"Like Father Like Son\", \"Dicks\", \"Getting the Poison Out\", \"Kickoff\", \"Smile\", \"30 Minutes or Less\", \"Faith, Hope, Love\", \"Dinner With Friends\", \"Daughter\", \"Grace\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84], \"y\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83], \"aired\": [\"2007-08-14\", \"2007-08-21\", \"2007-08-28\", \"2007-09-04\", \"2007-09-11\", \"2007-09-18\", \"2007-09-25\", \"2007-10-02\", \"2007-10-09\", \"2007-10-16\", \"2007-10-23\", \"2007-10-30\", \"2008-09-29\", \"2008-10-06\", \"2008-10-13\", \"2008-10-20\", \"2008-10-27\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-11-24\", \"2008-12-01\", \"2008-12-08\", \"2008-12-15\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-10-26\", \"2009-11-02\", \"2009-11-09\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-07\", \"2009-12-14\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-01-31\", \"2011-02-07\", \"2011-02-14\", \"2011-02-21\", \"2011-02-28\", \"2011-03-07\", \"2011-03-14\", \"2011-03-21\", \"2011-03-28\", \"2012-01-09\", \"2012-01-16\", \"2012-01-23\", \"2012-01-30\", \"2012-02-06\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-03-26\", \"2012-04-02\", \"2013-01-14\", \"2013-01-21\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-02-25\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-03-25\", \"2013-04-01\", \"2013-04-08\", \"2014-04-14\", \"2014-04-21\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-05-26\", \"2014-06-02\", \"2014-06-09\", \"2014-06-16\", \"2014-06-23\", \"2014-06-30\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84]}, \"callback\": null}, \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The Simpsons\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"WheelZoomTool\", \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"ResizeTool\", \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"ResetTool\", \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"HelpTool\", \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"HoverTool\", \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"Grid\", \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"Grid\", \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"GlyphRenderer\", \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}}, \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}}, \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}}, \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}}, \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}}, \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\", \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"d172fd66-8401-4d0a-8c68-7cfe33169a02\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"76ae36a7-07b8-44d4-b140-83ebea6bf9a6\", \"modelid\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"notebook_comms_target\": \"eb08e7d7-a522-459f-84e3-f6c8aad72c85\", \"elementid\": \"5532420f-1d31-487e-9651-d1ddf9058cff\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('The Simpsons')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Die erste Folge der ersten Deutschlandausstrahlung sogar als Kind gesehen. Bis dahin haben mich die Simpsons immer begleitet. Mal aktiver mal weniger aktiv. Mich wundert der geringe Ausschlag der Ratings. Nach hinten fand ich die Serie doch ziemlich schwach. Interessant ist, die schlechtesten Folgen sind die Clip-Folgen. Empfand ich auch immer so."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Lilyhammer"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 11,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"048dd4e8-1f24-4823-a32f-64c20c0b000d\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"048dd4e8-1f24-4823-a32f-64c20c0b000d\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '048dd4e8-1f24-4823-a32f-64c20c0b000d' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"57c6cc44-2613-4184-8227-d8b9ccfb368c\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}}, \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}}, \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}}, \"id\": \"1cf73cf8-4b59-4008-9027-3144e93516cf\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Downton Abbey\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"WheelZoomTool\", \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"BoxZoomTool\", \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"ResizeTool\", \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"ResetTool\", \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"HelpTool\", \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"HoverTool\", \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"Grid\", \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}}, \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Lilyhammer\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"d658985e-d7c6-4f19-90d1-eb10286b1c49\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"7b9be790-3ea4-4299-a619-58b28a587275\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"d7e5eb45-b73a-4119-83b0-d3a749b888c8\"}, {\"type\": \"WheelZoomTool\", \"id\": \"26bc9daa-07b5-4e76-8b04-bf8b10ef0f30\"}, {\"type\": \"BoxZoomTool\", \"id\": \"1cf73cf8-4b59-4008-9027-3144e93516cf\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"4de902aa-7ccf-4736-a9d6-d7faffc30f4e\"}, {\"type\": \"ResizeTool\", \"id\": \"f073501d-568d-482e-8f2b-428350eb2389\"}, {\"type\": \"ResetTool\", \"id\": \"843c37d6-d285-4eb1-9c5b-e3c4707e1b6f\"}, {\"type\": \"HelpTool\", \"id\": \"ec4511fb-22f1-4b8e-b612-0eeaf5fac12c\"}, {\"type\": \"HoverTool\", \"id\": \"06885e42-183a-4807-9999-58dd4e23f549\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}, {\"type\": \"Grid\", \"id\": \"6ef1db80-ffe1-45f0-a976-32d74f486a2b\"}, {\"type\": \"LinearAxis\", \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}, {\"type\": \"Grid\", \"id\": \"cbade181-0bf4-4333-ac97-348a55cb1d9f\"}, {\"type\": \"BoxAnnotation\", \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}, {\"type\": \"GlyphRenderer\", \"id\": \"04482194-1a09-4dd3-a1bf-899f57e87368\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"aaaa3c8b-ee99-4fd2-974f-f39df9c224ae\"}}, \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}}, \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The X-Files\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"ResizeTool\", \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ResetTool\", \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"HelpTool\", \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"HoverTool\", \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"Grid\", \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"Grid\", \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}}, \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, \"name\": \"main\"}, \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}}, \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, \"name\": \"main\"}, \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"d658985e-d7c6-4f19-90d1-eb10286b1c49\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Bicycle Thief\", \"Come Fly with Me\", \"The Incident\", \"Coal Digger\", \"Run for Your Wife\", \"En Garde\", \"Great Expectations\", \"Fizbo\", \"Undeck the Halls\", \"Up All Night\", \"Not in My House\", \"Fifteen Percent\", \"Moon Landing\", \"My Funky Valentine\", \"Fears\", \"Truth Be Told\", \"Starry Night\", \"Game Changer\", \"Benched\", \"Travels with Scout\", \"Airport 2010\", \"Hawaii\", \"Family Portrait\", \"The Old Wagon\", \"The Kiss\", \"Earthquake\", \"Strangers on a Treadmill\", \"Unplugged\", \"Halloween\", \"Chirp\", \"Manny Get Your Gun\", \"Mother Tucker\", \"Dance Dance Revelation\", \"Slow Down Your Neighbors\", \"Our Children, Ourselves\", \"Caught in the Act\", \"Bixby's Back\", \"Princess Party\", \"Regrets Only\", \"Two Monkeys and a Panda\", \"Boys' Night\", \"The Musical Man\", \"Someone to Watch Over Lily\", \"Mother's Day\", \"Good Cop, Bad Dog\", \"See You Next Fall\", \"The One That Got Away\", \"Dude Ranch\", \"When Good Kids Go Bad\", \"Phil on Wire\", \"Door to Door\", \"Hit and Run\", \"Go Bullfrogs!\", \"Treehouse\", \"After the Fire\", \"Punkin Chunkin\", \"Express Christmas\", \"Lifetime Supply\", \"Egg Drop\", \"Little Bo Bleep\", \"Me? Jealous?\", \"Aunt Mommy\", \"Virgin Territory\", \"Leap Day\", \"Send Out the Clowns\", \"Election Day\", \"The Last Walt\", \"Planes, Trains and Cars\", \"Disneyland\", \"Tableau Vivant\", \"Baby on Board\", \"Bringing Up Baby\", \"Schooled\", \"Snip\", \"The Butler's Escape\", \"Open House of Horrors\", \"Yard Sale\", \"Arrested\", \"Mistery Date\", \"When a Tree Falls\", \"Diamond in the Rough\", \"New Year's Eve\", \"Party Crasher\", \"Fulgencio\", \"A Slight at the Opera\", \"Heart Broken\", \"Bad Hair Day\", \"Best Men\", \"The Wow Factor\", \"The Future Dunphys\", \"Flip Flop\", \"Career Day\", \"My Hero\", \"Games People Play\", \"Goodnight, Gracie\", \"Suddenly, Last Summer\", \"First Days\", \"Larry's Wife\", \"Farm Strong\", \"The Late Show\", \"The Help\", \"A Fair to Remember\", \"ClosetCon '13\", \"The Big Game\", \"The Old Man & the Tree\", \"And One to Grow On\", \"Under Pressure\", \"Three Dinners\", \"iSpy\", \"The Feud\", \"Spring-a-Ding-Fling\", \"Other People's Children\", \"Las Vegas\", \"A Hard Jay's Night\", \"Australia\", \"Sleeper\", \"Message Received\", \"The Wedding (1)\", \"The Wedding (2)\", \"The Long Honeymoon\", \"Do Not Push\", \"The Cold\", \"Marco Polo\", \"Won't You Be Our Neighbor\", \"Halloween 3: AwesomeLand\", \"Queer Eyes, Full Hearts\", \"Three Turkeys\", \"Strangers in the Night\", \"Haley's 21st Birthday\", \"The Day We Almost Died\", \"The Big Guns\", \"Rash Decisions\", \"Valentine's Day 4: Twisted Sister\", \"Fight or Flight\", \"Connection Lost\", \"Closet? You'll Love It!\", \"Spring Break\", \"Grill, Interrupted\", \"Knock 'em Down\", \"Integrity\", \"Patriot Games\", \"Crying Out Loud\", \"American Skyper\", \"Summer Lovin'\", \"The Day Alex Left for College\", \"The Closet Case\", \"She Crazy\", \"The Verdict\", \"The More You Ignore Me\", \"Phil's Sexy, Sexy House\", \"Clean Out Your Junk Drawer\", \"White Christmas\", \"Playdates\", \"Spread Your Wings\", \"Clean for a Day\", \"Thunk in the Trunk\", \"I Don't Know How She Does It\", \"The Cover-Up\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159], \"y\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"fill_color\": [\"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"5.23\", \"5.24\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158], \"aired\": [\"2009-09-24\", \"2009-10-01\", \"2009-10-08\", \"2009-10-15\", \"2009-10-22\", \"2009-10-29\", \"2009-11-05\", \"2009-11-19\", \"2009-11-26\", \"2009-12-10\", \"2010-01-07\", \"2010-01-14\", \"2010-01-21\", \"2010-02-04\", \"2010-02-11\", \"2010-03-04\", \"2010-03-11\", \"2010-03-25\", \"2010-04-01\", \"2010-04-15\", \"2010-04-29\", \"2010-05-06\", \"2010-05-13\", \"2010-05-20\", \"2010-09-23\", \"2010-09-30\", \"2010-10-07\", \"2010-10-14\", \"2010-10-21\", \"2010-10-28\", \"2010-11-04\", \"2010-11-18\", \"2010-11-25\", \"2010-12-09\", \"2011-01-06\", \"2011-01-13\", \"2011-01-20\", \"2011-02-10\", \"2011-02-17\", \"2011-02-24\", \"2011-03-03\", \"2011-03-24\", \"2011-04-14\", \"2011-04-21\", \"2011-05-05\", \"2011-05-12\", \"2011-05-19\", \"2011-05-26\", \"2011-09-22\", \"2011-09-22\", \"2011-09-29\", \"2011-10-06\", \"2011-10-13\", \"2011-10-20\", \"2011-11-03\", \"2011-11-17\", \"2011-11-24\", \"2011-12-08\", \"2012-01-05\", \"2012-01-12\", \"2012-01-19\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-15\", \"2012-04-12\", \"2012-04-19\", \"2012-05-03\", \"2012-05-10\", \"2012-05-17\", \"2012-05-24\", \"2012-09-27\", \"2012-10-11\", \"2012-10-11\", \"2012-10-18\", \"2012-10-25\", \"2012-11-01\", \"2012-11-08\", \"2012-11-15\", \"2012-11-29\", \"2012-12-13\", \"2013-01-10\", \"2013-01-17\", \"2013-01-24\", \"2013-02-07\", \"2013-02-14\", \"2013-02-21\", \"2013-02-28\", \"2013-03-28\", \"2013-04-04\", \"2013-04-11\", \"2013-05-02\", \"2013-05-09\", \"2013-05-16\", \"2013-05-23\", \"2013-09-26\", \"2013-09-26\", \"2013-10-03\", \"2013-10-10\", \"2013-10-17\", \"2013-10-24\", \"2013-11-14\", \"2013-11-21\", \"2013-12-05\", \"2013-12-12\", \"2014-01-09\", \"2014-01-16\", \"2014-01-23\", \"2014-02-06\", \"2014-02-27\", \"2014-03-06\", \"2014-03-13\", \"2014-03-27\", \"2014-04-03\", \"2014-04-24\", \"2014-05-01\", \"2014-05-08\", \"2014-05-15\", \"2014-05-22\", \"2014-09-25\", \"2014-10-02\", \"2014-10-09\", \"2014-10-16\", \"2014-10-23\", \"2014-10-30\", \"2014-11-13\", \"2014-11-20\", \"2014-12-04\", \"2014-12-11\", \"2015-01-08\", \"2015-01-15\", \"2015-02-05\", \"2015-02-12\", \"2015-02-19\", \"2015-02-26\", \"2015-03-05\", \"2015-03-26\", \"2015-04-02\", \"2015-04-23\", \"2015-04-30\", \"2015-05-07\", \"2015-05-14\", \"2015-05-21\", \"2015-09-24\", \"2015-10-01\", \"2015-10-08\", \"2015-10-15\", \"2015-10-22\", \"2015-11-12\", \"2015-11-19\", \"2015-12-03\", \"2015-12-10\", \"2016-01-07\", \"2016-01-14\", \"2016-02-11\", \"2016-02-18\", null, null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159]}, \"callback\": null}, \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Christmas Day\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48], \"y\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"fill_color\": [\"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47], \"aired\": [\"2010-09-26\", \"2010-10-03\", \"2010-10-10\", \"2010-10-17\", \"2010-10-24\", \"2010-10-31\", \"2010-11-07\", \"2011-09-18\", \"2011-09-25\", \"2011-10-02\", \"2011-10-09\", \"2011-10-16\", \"2011-10-23\", \"2011-10-30\", \"2011-11-06\", \"2012-09-16\", \"2012-09-23\", \"2012-09-30\", \"2012-10-07\", \"2012-10-14\", \"2012-10-21\", \"2012-10-28\", \"2012-11-04\", \"2013-09-22\", \"2013-09-29\", \"2013-10-06\", \"2013-10-13\", \"2013-10-20\", \"2013-10-27\", \"2013-11-03\", \"2013-11-10\", \"2014-09-21\", \"2014-09-28\", \"2014-10-05\", \"2014-10-12\", \"2014-10-19\", \"2014-10-26\", \"2014-11-02\", \"2014-11-09\", \"2015-09-20\", \"2015-09-27\", \"2015-10-04\", \"2015-10-11\", \"2015-10-18\", \"2015-10-25\", \"2015-11-01\", \"2015-11-08\", null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48]}, \"callback\": null}, \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"6ef1db80-ffe1-45f0-a976-32d74f486a2b\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Deep Throat\", \"Squeeze\", \"Conduit\", \"The Jersey Devil\", \"Shadows\", \"Ghost in the Machine\", \"Ice\", \"Space\", \"Fallen Angel\", \"Eve\", \"Fire\", \"Beyond the Sea\", \"Gender Bender\", \"Lazarus\", \"Young at Heart\", \"E.B.E.\", \"Miracle Man\", \"Shapes\", \"Darkness Falls\", \"Tooms\", \"Born Again\", \"Roland\", \"The Erlenmeyer Flask\", \"Little Green Men\", \"The Host\", \"Blood\", \"Sleepless\", \"Duane Barry (1)\", \"Ascension (2)\", \"3\", \"One Breath\", \"Firewalker\", \"Red Museum\", \"Excelsis Dei\", \"Aubrey\", \"Irresistible\", \"Die Hand Die Verletzt\", \"Fresh Bones\", \"Colony (1)\", \"End Game (2)\", \"Fearful Symmetry\", \"D\\u00f8d Kalm\", \"Humbug\", \"The Calusari\", \"F. Emasculata\", \"Soft Light\", \"Our Town\", \"Anasazi (1)\", \"The Blessing Way (2)\", \"Paper Clip (3)\", \"D.P.O.\", \"Clyde Bruckman's Final Repose\", \"The List\", \"2Shy\", \"The Walk\", \"Oubliette\", \"Nisei (1)\", \"731 (2)\", \"Revelations\", \"War of the Coprophages\", \"Syzygy\", \"Grotesque\", \"Piper Maru (1)\", \"Apocrypha (2)\", \"Pusher\", \"Teso Dos Bichos\", \"Hell Money\", \"Jose Chung's 'From Outer Space'\", \"Avatar\", \"Quagmire\", \"Wetwired\", \"Talitha Cumi (1)\", \"Herrenvolk (2)\", \"Home\", \"Teliko\", \"Unruhe\", \"The Field Where I Died\", \"Sanguinarium\", \"Musings of a Cigarette Smoking Man\", \"Tunguska (1)\", \"Terma (2)\", \"Paper Hearts\", \"El Mundo Gira\", \"Leonard Betts\", \"Never Again\", \"Memento Mori\", \"Kaddish\", \"Unrequited\", \"Tempus Fugit (1)\", \"Max (2)\", \"Synchrony\", \"Small Potatoes\", \"Zero-Sum\", \"Elegy\", \"Demons\", \"Gethsemane (1)\", \"Redux (2)\", \"Redux II (3)\", \"Unusual Suspects\", \"Detour\", \"The Post-Modern Prometheus\", \"Christmas Carol (1)\", \"Emily (2)\", \"Kitsunegari\", \"Schizogeny\", \"Chinga\", \"Kill Switch\", \"Bad Blood\", \"Patient X (1)\", \"The Red and the Black (2)\", \"Travelers\", \"Mind's Eye\", \"All Souls\", \"The Pine Bluff Variant\", \"Folie \\u00e0 Deux\", \"The End\", \"The Beginning\", \"Drive\", \"Triangle\", \"Dreamland (1)\", \"Dreamland II (2)\", \"How The Ghosts Stole Christmas\", \"Terms of Endearment\", \"The Rain King\", \"S.R. 819\", \"Tithonus\", \"Two Fathers (1)\", \"One Son (2)\", \"Agua Mala\", \"Monday\", \"Arcadia\", \"Alpha\", \"Trevor\", \"Milagro\", \"The Unnatural\", \"Three of a Kind\", \"Field Trip\", \"Biogenesis (1)\", \"The Sixth Extinction (2)\", \"The Sixth Extinction II: Amor Fati (3)\", \"Hungry\", \"Millennium\", \"Rush\", \"The Goldberg Variation\", \"Orison\", \"The Amazing Maleeni\", \"Signs & Wonders\", \"Sein und Zeit (1)\", \"Closure (2)\", \"X-COPS\", \"First Person Shooter\", \"Theef\", \"En Ami\", \"Chimera\", \"all things\", \"Brand X\", \"Hollywood A.D.\", \"Fight Club\", \"Je Souhaite\", \"Requiem\", \"Within (1)\", \"Without (2)\", \"Patience\", \"Roadrunners\", \"Invocation\", \"Redrum\", \"Via Negativa\", \"Surekill\", \"Salvage\", \"Badlaa\", \"The Gift\", \"Medusa\", \"Per Manum\", \"This Is Not Happening (1)\", \"Deadalive (2)\", \"Three Words\", \"Empedocles\", \"Vienen\", \"Alone\", \"Essence (1)\", \"Existence (2)\", \"Nothing Important Happened Today (1)\", \"Nothing Important Happened Today II (2)\", \"D\\u00e6monicus\", \"4-D\", \"Lord of the Flies\", \"Trust No 1\", \"John Doe\", \"Hellbound\", \"Provenance (1)\", \"Providence (2)\", \"Audrey Pauley\", \"Underneath\", \"Improbable\", \"Scary Monsters\", \"Jump the Shark\", \"William\", \"Release\", \"Sunshine Days\", \"The Truth (1)\", \"The Truth (2)\", \"My Struggle\", \"Founder's Mutation\", \"Mulder And Scully Meet the Were-Monster\", \"Home Again\", \"Babylon\", \"My Struggle II\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208], \"y\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10], \"rating\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"fill_color\": [\"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"2.25\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207], \"aired\": [\"1993-09-11\", \"1993-09-18\", \"1993-09-25\", \"1993-10-02\", \"1993-10-09\", \"1993-10-23\", \"1993-10-30\", \"1993-11-06\", \"1993-11-13\", \"1993-11-20\", \"1993-12-11\", \"1993-12-18\", \"1994-01-08\", \"1994-01-22\", \"1994-02-05\", \"1994-02-12\", \"1994-02-19\", \"1994-03-19\", \"1994-04-02\", \"1994-04-16\", \"1994-04-23\", \"1994-04-30\", \"1994-05-07\", \"1994-05-14\", \"1994-09-17\", \"1994-09-24\", \"1994-10-01\", \"1994-10-08\", \"1994-10-15\", \"1994-10-22\", \"1994-11-05\", \"1994-11-12\", \"1994-11-19\", \"1994-12-10\", \"1994-12-17\", \"1995-01-07\", \"1995-01-14\", \"1995-01-28\", \"1995-02-04\", \"1995-02-11\", \"1995-02-18\", \"1995-02-25\", \"1995-03-11\", \"1995-04-01\", \"1995-04-15\", \"1995-04-29\", \"1995-05-06\", \"1995-05-13\", \"1995-05-20\", \"1995-09-23\", \"1995-09-30\", \"1995-10-07\", \"1995-10-14\", \"1995-10-21\", \"1995-11-04\", \"1995-11-11\", \"1995-11-18\", \"1995-11-25\", \"1995-12-02\", \"1995-12-16\", \"1996-01-06\", \"1996-01-27\", \"1996-02-03\", \"1996-02-10\", \"1996-02-17\", \"1996-02-24\", \"1996-03-09\", \"1996-03-30\", \"1996-04-13\", \"1996-04-27\", \"1996-05-04\", \"1996-05-11\", \"1996-05-18\", \"1996-10-05\", \"1996-10-12\", \"1996-10-19\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1997-01-13\", \"1997-01-27\", \"1997-02-03\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-17\", \"1997-03-24\", \"1997-04-07\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-01\", \"1997-12-08\", \"1997-12-15\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-30\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-11-30\", \"1998-12-07\", \"1998-12-14\", \"1999-01-04\", \"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-29\", \"1999-04-12\", \"1999-04-19\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-06\", \"1999-12-13\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-13\", \"2000-03-20\", \"2000-04-03\", \"2000-04-10\", \"2000-04-17\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-01-22\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-14\", \"2002-01-28\", \"2002-03-04\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-15\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-20\", \"2016-01-25\", \"2016-01-26\", \"2016-02-02\", \"2016-02-09\", \"2016-02-16\", \"2016-02-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208]}, \"callback\": null}, \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7b9be790-3ea4-4299-a619-58b28a587275\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"26bc9daa-07b5-4e76-8b04-bf8b10ef0f30\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"bfcea2d2-81c8-47c1-9d91-8f30f0df1086\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"4de902aa-7ccf-4736-a9d6-d7faffc30f4e\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}}, \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}}, \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"cbade181-0bf4-4333-ac97-348a55cb1d9f\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}}, \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"d7e5eb45-b73a-4119-83b0-d3a749b888c8\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, \"name\": \"main\"}, \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"24a11981-e4fc-43ac-a410-4153bc0959ed\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Reality Check\", \"The Flamingo\", \"Guantanamo Blues\", \"The Midwife\", \"My Kind of Town\", \"Pack Your Lederhosen\", \"The Babysitter\", \"Trolls\", \"Milwall Brick\", \"Out of Africa\", \"Fiddler's Green\", \"The Black Toe\", \"The Island\", \"Special Education\", \"The Freezer\", \"Ghosts\", \"Tiger Boy\", \"Foreign Affairs\", \"The Homecoming\", \"The Mind Is Like A Monkey\", \"Tommy\", \"The Minstrel Boy\", \"The Funeral\", \"Loose Ends\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24], \"y\": [7.98007, 8.15415, 8.14545, 8.2156, 8.13433, 8.26203, 8.31073, 8.33728, 8.00521, 8.2033, 7.8494, 8.0125, 7.83974, 7.89404, 8.0068, 8.35762, 7.7395, 7.93407, 7.87368, 7.75556, 7.81522, 7.73118, 7.8125, 8.36458], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [7.98007, 8.15415, 8.14545, 8.2156, 8.13433, 8.26203, 8.31073, 8.33728, 8.00521, 8.2033, 7.8494, 8.0125, 7.83974, 7.89404, 8.0068, 8.35762, 7.7395, 7.93407, 7.87368, 7.75556, 7.81522, 7.73118, 7.8125, 8.36458], \"fill_color\": [\"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23], \"aired\": [\"2012-01-26\", \"2012-02-02\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-08\", \"2012-03-15\", \"2013-10-24\", \"2013-10-31\", \"2013-11-07\", \"2013-11-14\", \"2013-11-21\", \"2013-11-28\", \"2013-12-05\", \"2013-12-12\", \"2014-10-30\", \"2014-11-06\", \"2014-11-13\", \"2014-11-20\", \"2014-11-27\", \"2014-12-04\", \"2014-12-11\", \"2014-12-18\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24]}, \"callback\": null}, \"id\": \"ff234845-82b4-4a5e-8782-7708f8e58209\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, \"name\": \"main\"}, \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"ec4511fb-22f1-4b8e-b612-0eeaf5fac12c\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}}, \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}}, \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Californication\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"WheelZoomTool\", \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"ResetTool\", \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"HelpTool\", \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"HoverTool\", \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Grid\", \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"Grid\", \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"GlyphRenderer\", \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}}, \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}}, \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}}, \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, \"name\": \"main\"}, \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Modern Family\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"WheelZoomTool\", \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"ResizeTool\", \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"ResetTool\", \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"HelpTool\", \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"HoverTool\", \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"Grid\", \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"Grid\", \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"GlyphRenderer\", \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}}, \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"24a11981-e4fc-43ac-a410-4153bc0959ed\"}}, \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Simpsons Roasting on an Open Fire\", \"Bart the Genius\", \"Homer's Odyssey\", \"There's No Disgrace Like Home\", \"Bart the General\", \"Moaning Lisa\", \"The Call of the Simpsons\", \"The Telltale Head\", \"Life on the Fast Lane\", \"Homer's Night Out\", \"The Crepes of Wrath\", \"Krusty Gets Busted\", \"Some Enchanted Evening\", \"Bart Gets an F\", \"Simpson and Delilah\", \"Treehouse of Horror\", \"Two Cars in Every Garage and Three Eyes on Every Fish\", \"Dancin' Homer\", \"Dead Putting Society\", \"Bart vs. Thanksgiving\", \"Bart the Daredevil\", \"Itchy & Scratchy & Marge\", \"Bart Gets Hit by a Car\", \"One Fish, Two Fish, Blowfish, Blue Fish\", \"The Way We Was\", \"Homer vs. Lisa and the Eighth Commandment\", \"Principal Charming\", \"Oh Brother, Where Art Thou?\", \"Bart's Dog Gets an F\", \"Old Money\", \"Brush With Greatness\", \"Lisa's Substitute\", \"The War of the Simpsons\", \"Three Men and a Comic Book\", \"Blood Feud\", \"Stark Raving Dad\", \"Mr. Lisa Goes to Washington\", \"When Flanders Failed\", \"Bart the Murderer\", \"Homer Defined\", \"Like Father Like Clown\", \"Treehouse of Horror II\", \"Lisa's Pony\", \"Saturdays of Thunder\", \"Flaming Moe's\", \"Burns Verkaufen der Kraftwerk\", \"I Married Marge\", \"Radio Bart\", \"Lisa the Greek\", \"Homer Alone\", \"Bart the Lover\", \"Homer at the Bat\", \"Separate Vocations\", \"Dog of Death\", \"Colonel Homer\", \"Black Widower\", \"The Otto Show\", \"Bart's Friend Falls in Love\", \"Brother, Can You Spare Two Dimes?\", \"Kamp Krusty\", \"A Streetcar Named Marge\", \"Homer the Heretic\", \"Lisa the Beauty Queen\", \"Treehouse of Horror III\", \"Itchy & Scratchy: The Movie\", \"Marge Gets a Job\", \"The New Kid on the Block\", \"Mr. Plow\", \"Lisa's First Word\", \"Homer's Triple Bypass\", \"Marge vs. the Monorail\", \"Selma's Choice\", \"Brother From the Same Planet\", \"I Love Lisa\", \"Duffless\", \"Last Exit to Springfield\", \"So It's Come to This: A Simpsons Clip Show\", \"The Front\", \"Whacking Day\", \"Marge in Chains\", \"Krusty Gets Kancelled\", \"Homer's Barbershop Quartet\", \"Cape Feare\", \"Homer Goes to College\", \"Rosebud\", \"Treehouse of Horror IV\", \"Marge on the Lam\", \"Bart's Inner Child\", \"Boy-Scoutz 'N the Hood\", \"The Last Temptation of Homer\", \"$pringfield (Or, How I Learned to Stop Worrying and Love Legalized Gambling)\", \"Homer the Vigilante\", \"Bart Gets Famous\", \"Homer and Apu\", \"Lisa vs. Malibu Stacy\", \"Deep Space Homer\", \"Homer Loves Flanders\", \"Bart Gets an Elephant\", \"Burns' Heir\", \"Sweet Seymour Skinner's Baadasssss Song\", \"The Boy Who Knew Too Much\", \"Lady Bouvier's Lover\", \"Secrets of a Successful Marriage\", \"Bart of Darkness\", \"Lisa's Rival\", \"Another Simpsons Clip Show\", \"Itchy & Scratchy Land\", \"Sideshow Bob Roberts\", \"Treehouse of Horror V\", \"Bart's Girlfriend\", \"Lisa on Ice\", \"Homer Badman\", \"Grampa vs. Sexual Inadequacy\", \"Fear of Flying\", \"Homer the Great\", \"And Maggie Makes Three\", \"Bart's Comet\", \"Homie the Clown\", \"Bart vs. Australia\", \"Homer vs. Patty and Selma\", \"A Star Is Burns\", \"Lisa's Wedding\", \"Two Dozen and One Greyhounds\", \"The PTA Disbands\", \"Round Springfield\", \"The Springfield Connection\", \"Lemon of Troy\", \"Who Shot Mr. Burns? (1)\", \"Who Shot Mr. Burns? (2)\", \"Radioactive Man\", \"Home Sweet Homediddily-Dum-Doodily\", \"Bart Sells His Soul\", \"Lisa the Vegetarian\", \"Treehouse of Horror VI\", \"King-Size Homer\", \"Mother Simpson\", \"Sideshow Bob's Last Gleaming\", \"The Simpsons 138th Episode Spectacular\", \"Marge Be Not Proud\", \"Team Homer\", \"Two Bad Neighbors\", \"Scenes from the Class Struggle in Springfield\", \"Bart the Fink\", \"Lisa the Iconoclast\", \"Homer the Smithers\", \"The Day the Violence Died\", \"A Fish Called Selma\", \"Bart on the Road\", \"22 Short Films About Springfield\", \"Raging Abe Simpson and his Grumbling Grandson in: 'The Curse of the Flying Hellfish'\", \"Much Apu About Nothing\", \"Homerpalooza\", \"Summer of 4 Ft. 2\", \"Treehouse of Horror VII\", \"You Only Move Twice\", \"The Homer They Fall\", \"Burns Baby Burns\", \"Bart After Dark\", \"A Milhouse Divided\", \"Lisa's Date With Density\", \"Hurricane Neddy\", \"El Viaje Misterioso de Nuestro Jomer (The Mysterious Voyage of Our Homer)\", \"The Springfield Files\", \"The Twisted World of Marge Simpson\", \"Mountain of Madness\", \"Simpsoncalifragilisticexpiala (Annoyed Grunt) cious\", \"The Itchy & Scratchy & Poochie Show\", \"Homer's Phobia\", \"Brother From Another Series\", \"My Sister, My Sitter\", \"Homer vs. the 18th Amendment\", \"Grade School Confidential\", \"The Canine Mutiny\", \"The Old Man and the Lisa\", \"In Marge We Trust\", \"Homer's Enemy\", \"The Simpsons Spin-Off Showcase\", \"The Secret War of Lisa Simpson\", \"The City of New York vs. Homer Simpson\", \"The Principal and the Pauper\", \"Lisa's Sax\", \"Treehouse of Horror VIII\", \"The Cartridge Family\", \"Bart Star\", \"The Two Mrs. Nahasapeemapetilons\", \"Lisa the Skeptic\", \"Realty Bites\", \"Miracle on Evergreen Terrace\", \"All Singing, All Dancing\", \"Bart Carny\", \"The Joy of Sect\", \"Das Bus\", \"The Last Temptation of Krust\", \"Dumbbell Indemnity\", \"Lisa the Simpson\", \"This Little Wiggy\", \"Simpson Tide\", \"The Trouble With Trillions\", \"Girly Edition\", \"Trash of the Titans\", \"King of the Hill\", \"Lost Our Lisa\", \"Natural Born Kissers\", \"Lard of the Dance\", \"The Wizard of Evergreen Terrace\", \"Bart the Mother\", \"Treehouse of Horror IX\", \"When You Dish Upon a Star\", \"D'oh-in in the Wind\", \"Lisa Gets an A\", \"Homer Simpson in: 'Kidney Trouble'\", \"Mayored to the Mob\", \"Viva Ned Flanders\", \"Wild Barts Can't Be Broken\", \"Sunday, Cruddy Sunday\", \"Homer to the Max\", \"I'm with Cupid\", \"Marge Simpson in: 'Screaming Yellow Honkers'\", \"Make Room for Lisa\", \"Maximum Homerdrive\", \"Simpsons Bible Stories\", \"Mom and Pop Art\", \"The Old Man and the C Student\", \"Monty Can't Buy Me Love\", \"They Saved Lisa's Brain\", \"Thirty Minutes Over Tokyo\", \"Beyond Blunderdome\", \"Brother's Little Helper\", \"Guess Who's Coming to Criticize Dinner?\", \"Treehouse of Horror X\", \"E-I-E-I-(Annoyed Grunt)\", \"Hello Gutter, Hello Fadder\", \"Eight Misbehavin'\", \"Take My Wife, Sleaze\", \"Grift of the Magi\", \"Little Big Mom\", \"Faith Off\", \"The Mansion Family\", \"Saddlesore Galactica\", \"Alone Again, Natura-Diddily\", \"Missionary: Impossible\", \"Pygmoelian\", \"Bart to the Future\", \"Days of Wine and D'ohses\", \"Kill the Alligator and Run\", \"Last Tap Dance in Springfield\", \"It's a Mad, Mad, Mad, Mad Marge\", \"Behind the Laughter\", \"Treehouse of Horror XI\", \"A Tale of Two Springfields\", \"Insane Clown Poppy\", \"Lisa the Tree Hugger\", \"Homer vs. Dignity\", \"The Computer Wore Menace Shoes\", \"The Great Money Caper\", \"Skinner's Sense of Snow\", \"HOM\\u042f\", \"Pokey Mom\", \"Worst Episode Ever\", \"Tennis the Menace\", \"Day of the Jackanapes\", \"New Kids on the Blecch\", \"Hungry Hungry Homer\", \"Bye Bye Nerdy\", \"Simpson Safari\", \"Trilogy of Error\", \"I'm Goin' to Praiseland\", \"Children of a Lesser Clod\", \"Simpsons Tall Tales\", \"Treehouse of Horror XII\", \"The Parent Rap\", \"Homer the Moe\", \"Hunka Hunka Burns in Love\", \"The Blunder Years\", \"She of Little Faith\", \"Brawl in the Family\", \"Sweets and Sour Marge\", \"Jaws Wired Shut\", \"Half-Decent Proposal\", \"The Bart Wants What It Wants\", \"The Lastest Gun in the West\", \"The Old Man and the Key\", \"Tales From the Public Domain\", \"Blame It on Lisa\", \"Weekend at Burnsie's\", \"Gump Roast\", \"I Am Furious Yellow\", \"The Sweetest Apu\", \"Little Girl in the Big Ten\", \"The Frying Game\", \"Papa's Got a Brand New Badge\", \"Treehouse of Horror XIII\", \"How I Spent My Strummer Vacation\", \"Bart vs. Lisa vs. the Third Grade\", \"Large Marge\", \"Helter Shelter\", \"The Great Louse Detective\", \"Special Edna (a.k.a. Love and Marking)\", \"The Dad Who Knew Too Little\", \"Strong Arms of the Ma\", \"Pray Anything\", \"Barting Over\", \"I'm Spelling as Fast as I Can\", \"A Star Is Born-Again\", \"Mr. Spritz Goes to Washington\", \"C.E. D'oh!\", \"Scuse Me While I Miss the Sky\", \"Three Gays of the Condo\", \"Dude, Where's My Ranch?\", \"Old Yeller Belly\", \"Brake My Wife, Please\", \"The Bart of War\", \"Moe Baby Blues\", \"Treehouse of Horror XIV\", \"My Mother the Carjacker\", \"The President Wore Pearls\", \"The Regina Monologues\", \"The Fat and the Furriest\", \"Today, I Am a Klown\", \"'Tis the Fifteenth Season\", \"Marge vs. Singles, Seniors, Childless Couples and Teens, and Gays\", \"I, (Annoyed Grunt)-Bot\", \"Diatribe of a Mad Housewife\", \"Margical History Tour\", \"Milhouse Doesn't Live Here Anymore\", \"Smart and Smarter\", \"The Ziff Who Came to Dinner\", \"Co-Dependent's Day\", \"The Wandering Juvie\", \"My Big Fat Geek Wedding\", \"Catch 'Em If You Can\", \"Simple Simpson\", \"The Way We Weren't\", \"Bart-Mangled Banner\", \"Fraudcast News\", \"Treehouse of Horror XV\", \"All's Fair in Oven War\", \"Sleeping with the Enemy\", \"She Used to Be My Girl\", \"Fat Man and Little Boy\", \"Midnight Rx\", \"Mommie Beerest\", \"Homer and Ned's Hail Mary Pass\", \"Pranksta Rap\", \"There's Something About Marrying\", \"On a Clear Day I Can't See My Sister\", \"Goo Goo Gai Pan\", \"Mobile Homer\", \"The Seven-Beer Snitch\", \"Future-Drama\", \"Don't Fear the Roofer\", \"The Heartbroke Kid\", \"A Star Is Torn\", \"Thank God, It's Doomsday\", \"Home Away from Homer\", \"The Father, the Son & the Holy Guest Star\", \"The Bonfire of the Manatees\", \"The Girl Who Slept Too Little\", \"Milhouse of Sand and Fog\", \"Treehouse of Horror XVI\", \"Marge's Son Poisoning\", \"See Homer Run\", \"The Last of the Red Hat Mamas\", \"The Italian Bob\", \"Simpsons Christmas Stories\", \"Homer's Paternity Coot\", \"We're on the Road to D'ohwhere\", \"My Fair Laddy\", \"The Seemingly Never-Ending Story\", \"Bart Has Two Mommies\", \"Homer Simpson, This Is Your Wife\", \"Million Dollar Abie\", \"Kiss, Kiss Bang Bangalore\", \"The Wettest Stories Ever Told\", \"Girls Just Want to Have Sums\", \"Regarding Margie\", \"The Monkey Suit\", \"Marge and Homer Turn a Couple Play\", \"The Mook, the Chef, the Wife, and Her Homer\", \"Jazzy and the Pussycats\", \"Please Homer, Don't Hammer 'Em\", \"Treehouse of Horror XVII\", \"G.I. (Annoyed Grunt)\", \"Moe 'N' a Lisa\", \"Ice Cream of Margie (With the Light Blue Hair)\", \"The Haw-Hawed Couple\", \"Kill Gil: Vols. 1 & 2\", \"The Wife Aquatic\", \"Revenge Is a Dish Best Served Three Times\", \"Little Big Girl\", \"Springfield Up\", \"Yokel Chords\", \"Rome-Old and Juli-Eh\", \"Homerazzi\", \"Marge Gamer\", \"The Boys of Bummer\", \"Crook and Ladder\", \"Stop or My Dog Will Shoot\", \"24 Minutes\", \"You Kent Always Say What You Want\", \"He Loves to Fly and He D'ohs\", \"The Homer of Seville\", \"Midnight Towboy\", \"I Don't Wanna Know Why the Caged Bird Sings\", \"Treehouse of Horror XVIII\", \"Little Orphan Millie\", \"Husbands and Knives\", \"Funeral for a Fiend\", \"Eternal Moonshine of the Simpson Mind\", \"E. Pluribus Wiggum\", \"That 90's Show\", \"Love, Springfieldian Style\", \"The Debarted\", \"Dial 'N' for Nerder\", \"Smoke on the Daughter\", \"Papa Don't Leech\", \"Apocalypse Cow\", \"Any Given Sundance\", \"Mona Leaves-a\", \"All About Lisa\", \"Sex, Pies and Idiot Scrapes\", \"Lost Verizon\", \"Double, Double, Boy in Trouble\", \"Treehouse of Horror XIX\", \"Dangerous Curves\", \"Homer and Lisa Exchange Cross Words\", \"Mypods and Boomsticks\", \"The Burns and the Bees\", \"Lisa the Drama Queen\", \"Take My Life, Please\", \"How the Test Was Won\", \"No Loan Again, Naturally\", \"Gone Maggie Gone\", \"In the Name of the Grandfather\", \"Wedding for Disaster\", \"Eeny Teeny Maya Moe\", \"The Good, the Sad and the Drugly\", \"Father Knows Worst\", \"Waverly Hills 9-0-2-1-D'oh\", \"Four Great Women and a Manicure\", \"Coming to Homerica\", \"Homer the Whopper\", \"Bart Gets a 'Z'\", \"The Great Wife Hope\", \"Treehouse of Horror XX\", \"The Devil Wears Nada\", \"Pranks and Greens\", \"Rednecks and Broomsticks\", \"Oh Brother, Where Bart Thou?\", \"Thursdays with Abie\", \"Once Upon a Time in Springfield\", \"Million Dollar Maybe\", \"Boy Meets Curl\", \"The Color Yellow\", \"Postcards from the Wedge\", \"Stealing First Base\", \"The Greatest Story Ever D'ohed\", \"American History X-cellent\", \"Chief of Hearts\", \"The Squirt and the Whale\", \"To Surveil with Love\", \"Moe Letter Blues\", \"The Bob Next Door\", \"Judge Me Tender\", \"Elementary School Musical\", \"Loan-a-Lisa\", \"MoneyBART\", \"Treehouse of Horror XXI\", \"Lisa Simpson, This Isn't Your Life\", \"The Fool Monty\", \"How Munched is that Birdie in the Window?\", \"The Fight Before Christmas\", \"Donnie Fatso\", \"Moms I'd Like to Forget\", \"Flaming Moe\", \"Homer the Father\", \"The Blue and the Gray\", \"Angry Dad: The Movie\", \"The Scorpion's Tale\", \"A Midsummer's Nice Dream\", \"Love is a Many Strangled Thing\", \"The Great Simpsina\", \"The Real Housewives of Fat Tony\", \"Homer Scissorhands\", \"500 Keys\", \"The Ned-Liest Catch\", \"The Falcon and the D'Ohman\", \"Bart Stops to Smell the Roosevelts\", \"Treehouse of Horror XXII\", \"Replaceable You\", \"The Food Wife\", \"The Book Job\", \"The Man in the Blue Flannel Pants\", \"The Ten-Per-Cent Solution\", \"Holidays of Future Passed\", \"Politically Inept, with Homer Simpson\", \"The D'oh-cial Network\", \"Moe Goes from Rags to Riches\", \"The Daughter Also Rises\", \"At Long Last Leave\", \"Exit Through the Kwik-E-Mart\", \"How I Wet Your Mother\", \"Them, Robot\", \"Beware My Cheating Bart\", \"A Totally Fun Thing That Bart Will Never Do Again\", \"The Spy Who Learned Me\", \"Ned 'n' Edna's Blend\", \"Lisa Goes Gaga\", \"Moonshine River\", \"Treehouse of Horror XXIII\", \"Adventures in Baby-Getting\", \"Gone Abie Gone\", \"Penny-Wiseguys\", \"A Tree Grows in Springfield\", \"The Day the Earth Stood Cool\", \"To Cur With Love\", \"Homer Goes to Prep School\", \"A Test Before Trying\", \"The Changing of the Guardian\", \"Love is a Many-Splintered Thing\", \"Hardly Kirk-ing\", \"Gorgeous Grampa\", \"Black-Eyed, Please\", \"Dark Knight Court\", \"What Animated Women Want\", \"Pulpit Friction\", \"Whiskey Business\", \"The Fabulous Faker Boys\", \"The Saga of Carl Carlson\", \"Dangers on a Train\", \"Homerland\", \"Treehouse of Horror XXIV\", \"Four Regrettings and a Funeral\", \"YOLO\", \"Labor Pains\", \"The Kid is All Right\", \"Yellow Subterfuge\", \"White Christmas Blues\", \"Steal This Episode\", \"Married to the Blob\", \"Specs and the City\", \"Diggs\", \"The Man Who Grew Too Much\", \"The Winter of His Content\", \"The War of Art\", \"You Don't Have to Live Like a Referee\", \"Luca$\", \"Days of Future Future\", \"What to Expect When Bart's Expecting\", \"Brick Like Me\", \"Pay Pal\", \"The Yellow Badge of Cowardge\", \"Clown in the Dumps\", \"The Wreck of the Relationship\", \"Super Franchise Me\", \"Treehouse of Horror XXV\", \"Opposites A-Frack\", \"Simpsorama\", \"Blazed and Confused\", \"Covercraft\", \"I Won't Be Home for Christmas\", \"The Man Who Came to Be Dinner\", \"Bart's New Friend\", \"The Musk Who Fell to Earth\", \"Walking Big & Tall\", \"My Fare Lady\", \"The Princess Guide\", \"Sky Police\", \"Waiting For Duffman\", \"Peeping Mom\", \"The Kids are All Fight\", \"Let's Go Fly a Coot\", \"Bull-E\", \"Mathlete's Feat\", \"Every Man's Dream\", \"Cue Detective\", \"Puffless\", \"Halloween of Horror\", \"Treehouse of Horror XXVI\", \"Friend with Benefit\", \"Lisa with an 'S'\", \"Paths of Glory\", \"Barthood\", \"The Girl Code\", \"Teenage Mutant Milk-caused Hurdles\", \"Much Apu About Something\", \"Love Is in the N2-O2-Ar-CO2-Ne-He-CH4\", \"Gal of Constant Sorrow\", null], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589], \"y\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 28], \"rating\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#f46d43\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"6.25\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"7.23\", \"7.24\", \"7.25\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"8.22\", \"8.23\", \"8.24\", \"8.25\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"9.21\", \"9.22\", \"9.23\", \"9.24\", \"9.25\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\", \"10.7\", \"10.8\", \"10.9\", \"10.10\", \"10.11\", \"10.12\", \"10.13\", \"10.14\", \"10.15\", \"10.16\", \"10.17\", \"10.18\", \"10.19\", \"10.20\", \"10.21\", \"10.22\", \"10.23\", \"11.1\", \"11.2\", \"11.3\", \"11.4\", \"11.5\", \"11.6\", \"11.7\", \"11.8\", \"11.9\", \"11.10\", \"11.11\", \"11.12\", \"11.13\", \"11.14\", \"11.15\", \"11.16\", \"11.17\", \"11.18\", \"11.19\", \"11.20\", \"11.21\", \"11.22\", \"12.1\", \"12.2\", \"12.3\", \"12.4\", \"12.5\", \"12.6\", \"12.7\", \"12.8\", \"12.9\", \"12.10\", \"12.11\", \"12.12\", \"12.13\", \"12.14\", \"12.15\", \"12.16\", \"12.17\", \"12.18\", \"12.19\", \"12.20\", \"12.21\", \"13.1\", \"13.2\", \"13.3\", \"13.4\", \"13.5\", \"13.6\", \"13.7\", \"13.8\", \"13.9\", \"13.10\", \"13.11\", \"13.12\", \"13.13\", \"13.14\", \"13.15\", \"13.16\", \"13.17\", \"13.18\", \"13.19\", \"13.20\", \"13.21\", \"13.22\", \"14.1\", \"14.2\", \"14.3\", \"14.4\", \"14.5\", \"14.6\", \"14.7\", \"14.8\", \"14.9\", \"14.10\", \"14.11\", \"14.12\", \"14.13\", \"14.14\", \"14.15\", \"14.16\", \"14.17\", \"14.18\", \"14.19\", \"14.20\", \"14.21\", \"14.22\", \"15.1\", \"15.2\", \"15.3\", \"15.4\", \"15.5\", \"15.6\", \"15.7\", \"15.8\", \"15.9\", \"15.10\", \"15.11\", \"15.12\", \"15.13\", \"15.14\", \"15.15\", \"15.16\", \"15.17\", \"15.18\", \"15.19\", \"15.20\", \"15.21\", \"15.22\", \"16.1\", \"16.2\", \"16.3\", \"16.4\", \"16.5\", \"16.6\", \"16.7\", \"16.8\", \"16.9\", \"16.10\", \"16.11\", \"16.12\", \"16.13\", \"16.14\", \"16.15\", \"16.16\", \"16.17\", \"16.18\", \"16.19\", \"16.20\", \"16.21\", \"17.1\", \"17.2\", \"17.3\", \"17.4\", \"17.5\", \"17.6\", \"17.7\", \"17.8\", \"17.9\", \"17.10\", \"17.11\", \"17.12\", \"17.13\", \"17.14\", \"17.15\", \"17.16\", \"17.17\", \"17.18\", \"17.19\", \"17.20\", \"17.21\", \"17.22\", \"18.1\", \"18.2\", \"18.3\", \"18.4\", \"18.5\", \"18.6\", \"18.7\", \"18.8\", \"18.9\", \"18.10\", \"18.11\", \"18.12\", \"18.13\", \"18.14\", \"18.15\", \"18.16\", \"18.17\", \"18.18\", \"18.19\", \"18.20\", \"18.21\", \"18.22\", \"19.1\", \"19.2\", \"19.3\", \"19.4\", \"19.5\", \"19.6\", \"19.7\", \"19.8\", \"19.9\", \"19.10\", \"19.11\", \"19.12\", \"19.13\", \"19.14\", \"19.15\", \"19.16\", \"19.17\", \"19.18\", \"19.19\", \"19.20\", \"20.1\", \"20.2\", \"20.3\", \"20.4\", \"20.5\", \"20.6\", \"20.7\", \"20.8\", \"20.9\", \"20.10\", \"20.11\", \"20.12\", \"20.13\", \"20.14\", \"20.15\", \"20.16\", \"20.17\", \"20.18\", \"20.19\", \"20.20\", \"20.21\", \"21.1\", \"21.2\", \"21.3\", \"21.4\", \"21.5\", \"21.6\", \"21.7\", \"21.8\", \"21.9\", \"21.10\", \"21.11\", \"21.12\", \"21.13\", \"21.14\", \"21.15\", \"21.16\", \"21.17\", \"21.18\", \"21.19\", \"21.20\", \"21.21\", \"21.22\", \"21.23\", \"22.1\", \"22.2\", \"22.3\", \"22.4\", \"22.5\", \"22.6\", \"22.7\", \"22.8\", \"22.9\", \"22.10\", \"22.11\", \"22.12\", \"22.13\", \"22.14\", \"22.15\", \"22.16\", \"22.17\", \"22.18\", \"22.19\", \"22.20\", \"22.21\", \"22.22\", \"23.1\", \"23.2\", \"23.3\", \"23.4\", \"23.5\", \"23.6\", \"23.7\", \"23.8\", \"23.9\", \"23.10\", \"23.11\", \"23.12\", \"23.13\", \"23.14\", \"23.15\", \"23.16\", \"23.17\", \"23.18\", \"23.19\", \"23.20\", \"23.21\", \"23.22\", \"24.1\", \"24.2\", \"24.3\", \"24.4\", \"24.5\", \"24.6\", \"24.7\", \"24.8\", \"24.9\", \"24.10\", \"24.11\", \"24.12\", \"24.13\", \"24.14\", \"24.15\", \"24.16\", \"24.17\", \"24.18\", \"24.19\", \"24.20\", \"24.21\", \"24.22\", \"25.1\", \"25.2\", \"25.3\", \"25.4\", \"25.5\", \"25.6\", \"25.7\", \"25.8\", \"25.9\", \"25.10\", \"25.11\", \"25.12\", \"25.13\", \"25.14\", \"25.15\", \"25.16\", \"25.17\", \"25.18\", \"25.19\", \"25.20\", \"25.21\", \"25.22\", \"26.1\", \"26.2\", \"26.3\", \"26.4\", \"26.5\", \"26.6\", \"26.7\", \"26.8\", \"26.9\", \"26.10\", \"26.11\", \"26.12\", \"26.13\", \"26.14\", \"26.15\", \"26.16\", \"26.17\", \"26.18\", \"26.19\", \"26.20\", \"26.21\", \"26.22\", \"27.1\", \"27.2\", \"27.3\", \"27.4\", \"27.5\", \"27.6\", \"27.7\", \"27.8\", \"27.9\", \"27.10\", \"27.11\", \"27.12\", \"27.13\", \"27.14\", \"28.1\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588], \"aired\": [\"1989-12-18\", \"1990-01-15\", \"1990-01-22\", \"1990-01-29\", \"1990-02-05\", \"1990-02-12\", \"1990-02-19\", \"1990-02-26\", \"1990-03-19\", \"1990-03-26\", \"1990-04-16\", \"1990-04-30\", \"1990-05-14\", \"1990-10-12\", \"1990-10-19\", \"1990-10-25\", \"1990-11-02\", \"1990-11-09\", \"1990-11-16\", \"1990-11-23\", \"1990-12-07\", \"1990-12-21\", \"1991-01-11\", \"1991-01-25\", \"1991-02-01\", \"1991-02-08\", \"1991-02-15\", \"1991-02-22\", \"1991-03-08\", \"1991-03-29\", \"1991-04-12\", \"1991-04-26\", \"1991-05-03\", \"1991-05-10\", \"1991-08-12\", \"1991-09-20\", \"1991-09-27\", \"1991-10-04\", \"1991-10-11\", \"1991-10-18\", \"1991-10-25\", \"1991-11-01\", \"1991-11-08\", \"1991-11-15\", \"1991-11-22\", \"1991-12-06\", \"1991-12-27\", \"1992-01-10\", \"1992-01-24\", \"1992-02-07\", \"1992-02-14\", \"1992-02-21\", \"1992-02-28\", \"1992-03-13\", \"1992-03-27\", \"1992-04-10\", \"1992-04-24\", \"1992-05-08\", \"1992-08-28\", \"1992-09-25\", \"1992-10-02\", \"1992-10-09\", \"1992-10-16\", \"1992-10-30\", \"1992-11-04\", \"1992-11-06\", \"1992-11-13\", \"1992-11-20\", \"1992-12-04\", \"1992-12-18\", \"1993-01-15\", \"1993-01-22\", \"1993-02-05\", \"1993-02-12\", \"1993-02-19\", \"1993-03-12\", \"1993-04-02\", \"1993-04-16\", \"1993-04-30\", \"1993-05-07\", \"1993-05-14\", \"1993-10-01\", \"1993-10-08\", \"1993-10-15\", \"1993-10-22\", \"1993-10-29\", \"1993-11-05\", \"1993-11-12\", \"1993-11-19\", \"1993-12-10\", \"1993-12-17\", \"1994-01-07\", \"1994-02-04\", \"1994-02-11\", \"1994-02-18\", \"1994-02-25\", \"1994-03-18\", \"1994-04-01\", \"1994-04-15\", \"1994-04-29\", \"1994-05-06\", \"1994-05-13\", \"1994-05-20\", \"1994-09-05\", \"1994-09-12\", \"1994-09-26\", \"1994-10-03\", \"1994-10-10\", \"1994-10-31\", \"1994-11-07\", \"1994-11-14\", \"1994-11-28\", \"1994-12-05\", \"1994-12-19\", \"1995-01-09\", \"1995-01-23\", \"1995-02-06\", \"1995-02-13\", \"1995-02-20\", \"1995-02-27\", \"1995-03-06\", \"1995-03-20\", \"1995-04-10\", \"1995-04-17\", \"1995-05-01\", \"1995-05-08\", \"1995-05-15\", \"1995-05-22\", \"1995-09-18\", \"1995-09-25\", \"1995-10-02\", \"1995-10-09\", \"1995-10-16\", \"1995-10-30\", \"1995-11-06\", \"1995-11-20\", \"1995-11-27\", \"1995-12-04\", \"1995-12-18\", \"1996-01-08\", \"1996-01-15\", \"1996-02-05\", \"1996-02-12\", \"1996-02-19\", \"1996-02-26\", \"1996-03-18\", \"1996-03-25\", \"1996-04-01\", \"1996-04-15\", \"1996-04-29\", \"1996-05-06\", \"1996-05-20\", \"1996-05-20\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1996-12-30\", \"1997-01-06\", \"1997-01-13\", \"1997-01-20\", \"1997-02-03\", \"1997-02-08\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-03\", \"1997-03-17\", \"1997-04-07\", \"1997-04-14\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-09-22\", \"1997-09-29\", \"1997-10-20\", \"1997-10-27\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-08\", \"1997-12-22\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-23\", \"1998-03-30\", \"1998-04-06\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-08-24\", \"1998-09-21\", \"1998-09-28\", \"1998-10-26\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-12-07\", \"1998-12-21\", \"1999-01-11\", \"1999-01-18\", \"1999-02-01\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-29\", \"1999-04-05\", \"1999-04-12\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-09-27\", \"1999-10-04\", \"1999-10-25\", \"1999-11-01\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-20\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-20\", \"2000-04-10\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-02\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-03-05\", \"2001-03-12\", \"2001-04-02\", \"2001-04-30\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-07\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-21\", \"2002-01-28\", \"2002-02-11\", \"2002-02-18\", \"2002-02-25\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-23\", \"2002-11-04\", \"2002-11-11\", \"2002-11-18\", \"2002-11-25\", \"2002-12-02\", \"2002-12-16\", \"2003-01-06\", \"2003-01-13\", \"2003-02-03\", \"2003-02-10\", \"2003-02-17\", \"2003-02-17\", \"2003-03-03\", \"2003-03-10\", \"2003-03-17\", \"2003-03-31\", \"2003-04-14\", \"2003-04-28\", \"2003-05-05\", \"2003-05-12\", \"2003-05-19\", \"2003-05-19\", \"2003-11-03\", \"2003-11-10\", \"2003-11-17\", \"2003-11-24\", \"2003-12-01\", \"2003-12-08\", \"2003-12-15\", \"2004-01-05\", \"2004-01-12\", \"2004-01-26\", \"2004-02-09\", \"2004-02-16\", \"2004-02-23\", \"2004-03-15\", \"2004-03-22\", \"2004-03-29\", \"2004-04-19\", \"2004-04-26\", \"2004-05-03\", \"2004-05-10\", \"2004-05-17\", \"2004-05-24\", \"2004-11-08\", \"2004-11-15\", \"2004-11-22\", \"2004-12-06\", \"2004-12-13\", \"2005-01-17\", \"2005-01-31\", \"2005-02-07\", \"2005-02-14\", \"2005-02-21\", \"2005-03-07\", \"2005-03-14\", \"2005-03-21\", \"2005-04-04\", \"2005-04-18\", \"2005-05-02\", \"2005-05-02\", \"2005-05-09\", \"2005-05-09\", \"2005-05-16\", \"2005-05-16\", \"2005-09-12\", \"2005-09-19\", \"2005-09-26\", \"2005-11-07\", \"2005-11-14\", \"2005-11-21\", \"2005-11-28\", \"2005-12-12\", \"2005-12-19\", \"2006-01-09\", \"2006-01-30\", \"2006-02-27\", \"2006-03-13\", \"2006-03-20\", \"2006-03-27\", \"2006-04-03\", \"2006-04-10\", \"2006-04-24\", \"2006-05-01\", \"2006-05-08\", \"2006-05-15\", \"2006-05-22\", \"2006-09-11\", \"2006-09-18\", \"2006-09-25\", \"2006-11-06\", \"2006-11-13\", \"2006-11-20\", \"2006-11-27\", \"2006-12-11\", \"2006-12-18\", \"2007-01-08\", \"2007-01-29\", \"2007-02-12\", \"2007-02-19\", \"2007-03-05\", \"2007-03-12\", \"2007-03-26\", \"2007-04-23\", \"2007-04-30\", \"2007-05-07\", \"2007-05-14\", \"2007-05-21\", \"2007-05-21\", \"2007-09-24\", \"2007-10-01\", \"2007-10-08\", \"2007-10-15\", \"2007-11-05\", \"2007-11-12\", \"2007-11-19\", \"2007-11-26\", \"2007-12-17\", \"2008-01-07\", \"2008-01-28\", \"2008-02-18\", \"2008-03-03\", \"2008-03-10\", \"2008-03-31\", \"2008-04-14\", \"2008-04-28\", \"2008-05-05\", \"2008-05-12\", \"2008-05-19\", \"2008-09-29\", \"2008-10-06\", \"2008-10-20\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-12-01\", \"2008-12-08\", \"2009-01-26\", \"2009-02-16\", \"2009-03-02\", \"2009-03-09\", \"2009-03-16\", \"2009-03-23\", \"2009-03-30\", \"2009-04-06\", \"2009-04-20\", \"2009-04-27\", \"2009-05-04\", \"2009-05-11\", \"2009-05-18\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-14\", \"2010-01-04\", \"2010-01-11\", \"2010-02-01\", \"2010-02-15\", \"2010-02-22\", \"2010-03-15\", \"2010-03-22\", \"2010-03-29\", \"2010-04-12\", \"2010-04-19\", \"2010-04-26\", \"2010-05-03\", \"2010-05-10\", \"2010-05-17\", \"2010-05-24\", \"2010-09-27\", \"2010-10-04\", \"2010-10-11\", \"2010-11-08\", \"2010-11-15\", \"2010-11-22\", \"2010-11-29\", \"2010-12-06\", \"2010-12-13\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-02-14\", \"2011-02-21\", \"2011-03-07\", \"2011-03-14\", \"2011-03-28\", \"2011-04-11\", \"2011-05-02\", \"2011-05-09\", \"2011-05-16\", \"2011-05-23\", \"2011-09-26\", \"2011-10-03\", \"2011-10-31\", \"2011-11-07\", \"2011-11-14\", \"2011-11-21\", \"2011-11-28\", \"2011-12-05\", \"2011-12-12\", \"2012-01-09\", \"2012-01-16\", \"2012-01-30\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-04-16\", \"2012-04-30\", \"2012-05-07\", \"2012-05-14\", \"2012-05-21\", \"2012-10-01\", \"2012-10-08\", \"2012-11-05\", \"2012-11-12\", \"2012-11-19\", \"2012-11-26\", \"2012-12-10\", \"2012-12-17\", \"2013-01-07\", \"2013-01-14\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-04-15\", \"2013-04-29\", \"2013-05-06\", \"2013-05-13\", \"2013-05-20\", \"2013-05-20\", \"2013-09-30\", \"2013-10-07\", \"2013-11-04\", \"2013-11-11\", \"2013-11-18\", \"2013-11-25\", \"2013-12-09\", \"2013-12-16\", \"2014-01-06\", \"2014-01-13\", \"2014-01-27\", \"2014-03-10\", \"2014-03-10\", \"2014-03-17\", \"2014-03-24\", \"2014-03-31\", \"2014-04-07\", \"2014-04-14\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-09-29\", \"2014-10-06\", \"2014-10-13\", \"2014-10-20\", \"2014-11-03\", \"2014-11-10\", \"2014-11-17\", \"2014-11-24\", \"2014-12-08\", \"2015-01-05\", \"2015-01-12\", \"2015-01-26\", \"2015-02-09\", \"2015-02-16\", \"2015-03-02\", \"2015-03-09\", \"2015-03-16\", \"2015-04-20\", \"2015-04-27\", \"2015-05-04\", \"2015-05-11\", \"2015-05-18\", \"2015-09-28\", \"2015-10-05\", \"2015-10-12\", \"2015-10-19\", \"2015-10-26\", \"2015-11-09\", \"2015-11-23\", \"2015-12-07\", \"2015-12-14\", \"2016-01-04\", \"2016-01-11\", \"2016-01-18\", \"2016-02-15\", \"2016-02-22\", \"2016-09-26\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589]}, \"callback\": null}, \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Hell-A Woman\", \"The Whore of Babylon\", \"Fear and Loathing at the Fundraiser\", \"LOL\", \"Absinthe Makes the Heart Grow Fonder\", \"Girls, Interrupted\", \"California Son\", \"Filthy Lucre\", \"The Devil's Threesome\", \"Turn the Page\", \"The Last Waltz\", \"Slip of the Tongue\", \"The Great Ashby\", \"No Way to Treat a Lady\", \"The Raw and the Crooked\", \"Vaginatown\", \"Coke Dick & First Kick\", \"In a Lonely Place\", \"Going Down and Out in Beverly Hills\", \"La Ronde\", \"In Utero\", \"Blues from Laurel Canyon\", \"La Petite Mort\", \"Wish You Were Here\", \"The Land of Rape and Honey\", \"Verities & Balderdash\", \"Zoso\", \"Slow Happy Boys\", \"Glass Houses\", \"So Here's the Thing...\", \"The Apartment\", \"Mr. Bad Example\", \"Dogtown\", \"Comings & Goings\", \"Mia Culpa\", \"Exile on Main St.\", \"Suicide Solution\", \"Home Sweet Home\", \"Monkey Business\", \"Freeze Frame\", \"Lawyers, Guns and Money\", \"The Recused\", \"Lights. Camera. Asshole\", \"Another Perfect Day\", \"The Trial\", \"The Last Supper\", \"...And Justice for All\", \"JFK to LAX\", \"The Way of the Fist\", \"Boys & Girls\", \"Waiting for the Miracle\", \"The Ride Along\", \"Love Song\", \"Here I Go Again\", \"Raw\", \"At the Movies\", \"Perverts & Whores\", \"The Party\", \"Hell Ain't a Bad Place to Be\", \"The Unforgiven\", \"Quitters\", \"Dead Rock Stars\", \"Hell Bent for Leather\", \"Rock and a Hard Place\", \"In the Clouds\", \"The Dope Show\", \"Everybody's a Fucking Critic\", \"Mad Dogs and Englishmen\", \"Blind Faith\", \"The Abby\", \"I'll Lay My Monsters Down\", \"Levon\", \"Julia\", \"Like Father Like Son\", \"Dicks\", \"Getting the Poison Out\", \"Kickoff\", \"Smile\", \"30 Minutes or Less\", \"Faith, Hope, Love\", \"Dinner With Friends\", \"Daughter\", \"Grace\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84], \"y\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83], \"aired\": [\"2007-08-14\", \"2007-08-21\", \"2007-08-28\", \"2007-09-04\", \"2007-09-11\", \"2007-09-18\", \"2007-09-25\", \"2007-10-02\", \"2007-10-09\", \"2007-10-16\", \"2007-10-23\", \"2007-10-30\", \"2008-09-29\", \"2008-10-06\", \"2008-10-13\", \"2008-10-20\", \"2008-10-27\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-11-24\", \"2008-12-01\", \"2008-12-08\", \"2008-12-15\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-10-26\", \"2009-11-02\", \"2009-11-09\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-07\", \"2009-12-14\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-01-31\", \"2011-02-07\", \"2011-02-14\", \"2011-02-21\", \"2011-02-28\", \"2011-03-07\", \"2011-03-14\", \"2011-03-21\", \"2011-03-28\", \"2012-01-09\", \"2012-01-16\", \"2012-01-23\", \"2012-01-30\", \"2012-02-06\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-03-26\", \"2012-04-02\", \"2013-01-14\", \"2013-01-21\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-02-25\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-03-25\", \"2013-04-01\", \"2013-04-08\", \"2014-04-14\", \"2014-04-21\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-05-26\", \"2014-06-02\", \"2014-06-09\", \"2014-06-16\", \"2014-06-23\", \"2014-06-30\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84]}, \"callback\": null}, \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"360a573e-9302-4bc8-805f-bff418ff6953\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"bea73c55-37d1-4f2b-af25-b018c77c2261\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"ff234845-82b4-4a5e-8782-7708f8e58209\"}, \"name\": \"main\"}, \"id\": \"04482194-1a09-4dd3-a1bf-899f57e87368\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"bfcea2d2-81c8-47c1-9d91-8f30f0df1086\"}}, \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"bea73c55-37d1-4f2b-af25-b018c77c2261\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The Simpsons\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"WheelZoomTool\", \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"ResizeTool\", \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"ResetTool\", \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"HelpTool\", \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"HoverTool\", \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"Grid\", \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"Grid\", \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"GlyphRenderer\", \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}}, \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"aaaa3c8b-ee99-4fd2-974f-f39df9c224ae\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}}, \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"06885e42-183a-4807-9999-58dd4e23f549\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}}, \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}}, \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"f073501d-568d-482e-8f2b-428350eb2389\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}}, \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"843c37d6-d285-4eb1-9c5b-e3c4707e1b6f\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"360a573e-9302-4bc8-805f-bff418ff6953\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\", \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"57c6cc44-2613-4184-8227-d8b9ccfb368c\", \"modelid\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"notebook_comms_target\": \"34002a4f-0ed0-4d27-ac67-66b8f1b2638f\", \"elementid\": \"048dd4e8-1f24-4823-a32f-64c20c0b000d\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('Lilyhammer')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Gerad erst angefangen zu schauen. Gefällt mir sehr gut bis jetzt. Bin in der Mitte von Staffel Zwei."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Sopranos"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 12,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"cb7ab417-ab0c-4f8a-a2d3-6d8d657194ab\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"cb7ab417-ab0c-4f8a-a2d3-6d8d657194ab\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid 'cb7ab417-ab0c-4f8a-a2d3-6d8d657194ab' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"f2b47715-42a3-4c3c-8ed6-c606f0b5ee89\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}}, \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1a89ef77-c160-4de5-a582-2b04dbc95b69\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"9940e7c0-209d-4caa-a5c5-20cbf6ea40dc\"}}, \"id\": \"11f2c4dd-f6c3-4ca4-b7f5-2edfa18be276\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}}, \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}}, \"id\": \"1cf73cf8-4b59-4008-9027-3144e93516cf\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Downton Abbey\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"WheelZoomTool\", \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"BoxZoomTool\", \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"ResizeTool\", \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"ResetTool\", \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"HelpTool\", \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"HoverTool\", \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"Grid\", \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}}, \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Lilyhammer\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"d658985e-d7c6-4f19-90d1-eb10286b1c49\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"7b9be790-3ea4-4299-a619-58b28a587275\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"d7e5eb45-b73a-4119-83b0-d3a749b888c8\"}, {\"type\": \"WheelZoomTool\", \"id\": \"26bc9daa-07b5-4e76-8b04-bf8b10ef0f30\"}, {\"type\": \"BoxZoomTool\", \"id\": \"1cf73cf8-4b59-4008-9027-3144e93516cf\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"4de902aa-7ccf-4736-a9d6-d7faffc30f4e\"}, {\"type\": \"ResizeTool\", \"id\": \"f073501d-568d-482e-8f2b-428350eb2389\"}, {\"type\": \"ResetTool\", \"id\": \"843c37d6-d285-4eb1-9c5b-e3c4707e1b6f\"}, {\"type\": \"HelpTool\", \"id\": \"ec4511fb-22f1-4b8e-b612-0eeaf5fac12c\"}, {\"type\": \"HoverTool\", \"id\": \"06885e42-183a-4807-9999-58dd4e23f549\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}, {\"type\": \"Grid\", \"id\": \"6ef1db80-ffe1-45f0-a976-32d74f486a2b\"}, {\"type\": \"LinearAxis\", \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}, {\"type\": \"Grid\", \"id\": \"cbade181-0bf4-4333-ac97-348a55cb1d9f\"}, {\"type\": \"BoxAnnotation\", \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}, {\"type\": \"GlyphRenderer\", \"id\": \"04482194-1a09-4dd3-a1bf-899f57e87368\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"aaaa3c8b-ee99-4fd2-974f-f39df9c224ae\"}}, \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"9940e7c0-209d-4caa-a5c5-20cbf6ea40dc\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}}, \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"e7ab54e9-5554-4437-9a16-79bb428bdcb9\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The X-Files\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"ResizeTool\", \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ResetTool\", \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"HelpTool\", \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"HoverTool\", \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"Grid\", \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"Grid\", \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}}, \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"930be448-785e-4300-80f5-39349b0160be\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, \"name\": \"main\"}, \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}}, \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"1a89ef77-c160-4de5-a582-2b04dbc95b69\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, \"name\": \"main\"}, \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"d658985e-d7c6-4f19-90d1-eb10286b1c49\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Bicycle Thief\", \"Come Fly with Me\", \"The Incident\", \"Coal Digger\", \"Run for Your Wife\", \"En Garde\", \"Great Expectations\", \"Fizbo\", \"Undeck the Halls\", \"Up All Night\", \"Not in My House\", \"Fifteen Percent\", \"Moon Landing\", \"My Funky Valentine\", \"Fears\", \"Truth Be Told\", \"Starry Night\", \"Game Changer\", \"Benched\", \"Travels with Scout\", \"Airport 2010\", \"Hawaii\", \"Family Portrait\", \"The Old Wagon\", \"The Kiss\", \"Earthquake\", \"Strangers on a Treadmill\", \"Unplugged\", \"Halloween\", \"Chirp\", \"Manny Get Your Gun\", \"Mother Tucker\", \"Dance Dance Revelation\", \"Slow Down Your Neighbors\", \"Our Children, Ourselves\", \"Caught in the Act\", \"Bixby's Back\", \"Princess Party\", \"Regrets Only\", \"Two Monkeys and a Panda\", \"Boys' Night\", \"The Musical Man\", \"Someone to Watch Over Lily\", \"Mother's Day\", \"Good Cop, Bad Dog\", \"See You Next Fall\", \"The One That Got Away\", \"Dude Ranch\", \"When Good Kids Go Bad\", \"Phil on Wire\", \"Door to Door\", \"Hit and Run\", \"Go Bullfrogs!\", \"Treehouse\", \"After the Fire\", \"Punkin Chunkin\", \"Express Christmas\", \"Lifetime Supply\", \"Egg Drop\", \"Little Bo Bleep\", \"Me? Jealous?\", \"Aunt Mommy\", \"Virgin Territory\", \"Leap Day\", \"Send Out the Clowns\", \"Election Day\", \"The Last Walt\", \"Planes, Trains and Cars\", \"Disneyland\", \"Tableau Vivant\", \"Baby on Board\", \"Bringing Up Baby\", \"Schooled\", \"Snip\", \"The Butler's Escape\", \"Open House of Horrors\", \"Yard Sale\", \"Arrested\", \"Mistery Date\", \"When a Tree Falls\", \"Diamond in the Rough\", \"New Year's Eve\", \"Party Crasher\", \"Fulgencio\", \"A Slight at the Opera\", \"Heart Broken\", \"Bad Hair Day\", \"Best Men\", \"The Wow Factor\", \"The Future Dunphys\", \"Flip Flop\", \"Career Day\", \"My Hero\", \"Games People Play\", \"Goodnight, Gracie\", \"Suddenly, Last Summer\", \"First Days\", \"Larry's Wife\", \"Farm Strong\", \"The Late Show\", \"The Help\", \"A Fair to Remember\", \"ClosetCon '13\", \"The Big Game\", \"The Old Man & the Tree\", \"And One to Grow On\", \"Under Pressure\", \"Three Dinners\", \"iSpy\", \"The Feud\", \"Spring-a-Ding-Fling\", \"Other People's Children\", \"Las Vegas\", \"A Hard Jay's Night\", \"Australia\", \"Sleeper\", \"Message Received\", \"The Wedding (1)\", \"The Wedding (2)\", \"The Long Honeymoon\", \"Do Not Push\", \"The Cold\", \"Marco Polo\", \"Won't You Be Our Neighbor\", \"Halloween 3: AwesomeLand\", \"Queer Eyes, Full Hearts\", \"Three Turkeys\", \"Strangers in the Night\", \"Haley's 21st Birthday\", \"The Day We Almost Died\", \"The Big Guns\", \"Rash Decisions\", \"Valentine's Day 4: Twisted Sister\", \"Fight or Flight\", \"Connection Lost\", \"Closet? You'll Love It!\", \"Spring Break\", \"Grill, Interrupted\", \"Knock 'em Down\", \"Integrity\", \"Patriot Games\", \"Crying Out Loud\", \"American Skyper\", \"Summer Lovin'\", \"The Day Alex Left for College\", \"The Closet Case\", \"She Crazy\", \"The Verdict\", \"The More You Ignore Me\", \"Phil's Sexy, Sexy House\", \"Clean Out Your Junk Drawer\", \"White Christmas\", \"Playdates\", \"Spread Your Wings\", \"Clean for a Day\", \"Thunk in the Trunk\", \"I Don't Know How She Does It\", \"The Cover-Up\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159], \"y\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"fill_color\": [\"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"5.23\", \"5.24\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158], \"aired\": [\"2009-09-24\", \"2009-10-01\", \"2009-10-08\", \"2009-10-15\", \"2009-10-22\", \"2009-10-29\", \"2009-11-05\", \"2009-11-19\", \"2009-11-26\", \"2009-12-10\", \"2010-01-07\", \"2010-01-14\", \"2010-01-21\", \"2010-02-04\", \"2010-02-11\", \"2010-03-04\", \"2010-03-11\", \"2010-03-25\", \"2010-04-01\", \"2010-04-15\", \"2010-04-29\", \"2010-05-06\", \"2010-05-13\", \"2010-05-20\", \"2010-09-23\", \"2010-09-30\", \"2010-10-07\", \"2010-10-14\", \"2010-10-21\", \"2010-10-28\", \"2010-11-04\", \"2010-11-18\", \"2010-11-25\", \"2010-12-09\", \"2011-01-06\", \"2011-01-13\", \"2011-01-20\", \"2011-02-10\", \"2011-02-17\", \"2011-02-24\", \"2011-03-03\", \"2011-03-24\", \"2011-04-14\", \"2011-04-21\", \"2011-05-05\", \"2011-05-12\", \"2011-05-19\", \"2011-05-26\", \"2011-09-22\", \"2011-09-22\", \"2011-09-29\", \"2011-10-06\", \"2011-10-13\", \"2011-10-20\", \"2011-11-03\", \"2011-11-17\", \"2011-11-24\", \"2011-12-08\", \"2012-01-05\", \"2012-01-12\", \"2012-01-19\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-15\", \"2012-04-12\", \"2012-04-19\", \"2012-05-03\", \"2012-05-10\", \"2012-05-17\", \"2012-05-24\", \"2012-09-27\", \"2012-10-11\", \"2012-10-11\", \"2012-10-18\", \"2012-10-25\", \"2012-11-01\", \"2012-11-08\", \"2012-11-15\", \"2012-11-29\", \"2012-12-13\", \"2013-01-10\", \"2013-01-17\", \"2013-01-24\", \"2013-02-07\", \"2013-02-14\", \"2013-02-21\", \"2013-02-28\", \"2013-03-28\", \"2013-04-04\", \"2013-04-11\", \"2013-05-02\", \"2013-05-09\", \"2013-05-16\", \"2013-05-23\", \"2013-09-26\", \"2013-09-26\", \"2013-10-03\", \"2013-10-10\", \"2013-10-17\", \"2013-10-24\", \"2013-11-14\", \"2013-11-21\", \"2013-12-05\", \"2013-12-12\", \"2014-01-09\", \"2014-01-16\", \"2014-01-23\", \"2014-02-06\", \"2014-02-27\", \"2014-03-06\", \"2014-03-13\", \"2014-03-27\", \"2014-04-03\", \"2014-04-24\", \"2014-05-01\", \"2014-05-08\", \"2014-05-15\", \"2014-05-22\", \"2014-09-25\", \"2014-10-02\", \"2014-10-09\", \"2014-10-16\", \"2014-10-23\", \"2014-10-30\", \"2014-11-13\", \"2014-11-20\", \"2014-12-04\", \"2014-12-11\", \"2015-01-08\", \"2015-01-15\", \"2015-02-05\", \"2015-02-12\", \"2015-02-19\", \"2015-02-26\", \"2015-03-05\", \"2015-03-26\", \"2015-04-02\", \"2015-04-23\", \"2015-04-30\", \"2015-05-07\", \"2015-05-14\", \"2015-05-21\", \"2015-09-24\", \"2015-10-01\", \"2015-10-08\", \"2015-10-15\", \"2015-10-22\", \"2015-11-12\", \"2015-11-19\", \"2015-12-03\", \"2015-12-10\", \"2016-01-07\", \"2016-01-14\", \"2016-02-11\", \"2016-02-18\", null, null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159]}, \"callback\": null}, \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Christmas Day\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48], \"y\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"fill_color\": [\"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47], \"aired\": [\"2010-09-26\", \"2010-10-03\", \"2010-10-10\", \"2010-10-17\", \"2010-10-24\", \"2010-10-31\", \"2010-11-07\", \"2011-09-18\", \"2011-09-25\", \"2011-10-02\", \"2011-10-09\", \"2011-10-16\", \"2011-10-23\", \"2011-10-30\", \"2011-11-06\", \"2012-09-16\", \"2012-09-23\", \"2012-09-30\", \"2012-10-07\", \"2012-10-14\", \"2012-10-21\", \"2012-10-28\", \"2012-11-04\", \"2013-09-22\", \"2013-09-29\", \"2013-10-06\", \"2013-10-13\", \"2013-10-20\", \"2013-10-27\", \"2013-11-03\", \"2013-11-10\", \"2014-09-21\", \"2014-09-28\", \"2014-10-05\", \"2014-10-12\", \"2014-10-19\", \"2014-10-26\", \"2014-11-02\", \"2014-11-09\", \"2015-09-20\", \"2015-09-27\", \"2015-10-04\", \"2015-10-11\", \"2015-10-18\", \"2015-10-25\", \"2015-11-01\", \"2015-11-08\", null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48]}, \"callback\": null}, \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}}, \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"6ef1db80-ffe1-45f0-a976-32d74f486a2b\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"df130bcd-1f0f-47de-a7ab-965cf030dd52\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Deep Throat\", \"Squeeze\", \"Conduit\", \"The Jersey Devil\", \"Shadows\", \"Ghost in the Machine\", \"Ice\", \"Space\", \"Fallen Angel\", \"Eve\", \"Fire\", \"Beyond the Sea\", \"Gender Bender\", \"Lazarus\", \"Young at Heart\", \"E.B.E.\", \"Miracle Man\", \"Shapes\", \"Darkness Falls\", \"Tooms\", \"Born Again\", \"Roland\", \"The Erlenmeyer Flask\", \"Little Green Men\", \"The Host\", \"Blood\", \"Sleepless\", \"Duane Barry (1)\", \"Ascension (2)\", \"3\", \"One Breath\", \"Firewalker\", \"Red Museum\", \"Excelsis Dei\", \"Aubrey\", \"Irresistible\", \"Die Hand Die Verletzt\", \"Fresh Bones\", \"Colony (1)\", \"End Game (2)\", \"Fearful Symmetry\", \"D\\u00f8d Kalm\", \"Humbug\", \"The Calusari\", \"F. Emasculata\", \"Soft Light\", \"Our Town\", \"Anasazi (1)\", \"The Blessing Way (2)\", \"Paper Clip (3)\", \"D.P.O.\", \"Clyde Bruckman's Final Repose\", \"The List\", \"2Shy\", \"The Walk\", \"Oubliette\", \"Nisei (1)\", \"731 (2)\", \"Revelations\", \"War of the Coprophages\", \"Syzygy\", \"Grotesque\", \"Piper Maru (1)\", \"Apocrypha (2)\", \"Pusher\", \"Teso Dos Bichos\", \"Hell Money\", \"Jose Chung's 'From Outer Space'\", \"Avatar\", \"Quagmire\", \"Wetwired\", \"Talitha Cumi (1)\", \"Herrenvolk (2)\", \"Home\", \"Teliko\", \"Unruhe\", \"The Field Where I Died\", \"Sanguinarium\", \"Musings of a Cigarette Smoking Man\", \"Tunguska (1)\", \"Terma (2)\", \"Paper Hearts\", \"El Mundo Gira\", \"Leonard Betts\", \"Never Again\", \"Memento Mori\", \"Kaddish\", \"Unrequited\", \"Tempus Fugit (1)\", \"Max (2)\", \"Synchrony\", \"Small Potatoes\", \"Zero-Sum\", \"Elegy\", \"Demons\", \"Gethsemane (1)\", \"Redux (2)\", \"Redux II (3)\", \"Unusual Suspects\", \"Detour\", \"The Post-Modern Prometheus\", \"Christmas Carol (1)\", \"Emily (2)\", \"Kitsunegari\", \"Schizogeny\", \"Chinga\", \"Kill Switch\", \"Bad Blood\", \"Patient X (1)\", \"The Red and the Black (2)\", \"Travelers\", \"Mind's Eye\", \"All Souls\", \"The Pine Bluff Variant\", \"Folie \\u00e0 Deux\", \"The End\", \"The Beginning\", \"Drive\", \"Triangle\", \"Dreamland (1)\", \"Dreamland II (2)\", \"How The Ghosts Stole Christmas\", \"Terms of Endearment\", \"The Rain King\", \"S.R. 819\", \"Tithonus\", \"Two Fathers (1)\", \"One Son (2)\", \"Agua Mala\", \"Monday\", \"Arcadia\", \"Alpha\", \"Trevor\", \"Milagro\", \"The Unnatural\", \"Three of a Kind\", \"Field Trip\", \"Biogenesis (1)\", \"The Sixth Extinction (2)\", \"The Sixth Extinction II: Amor Fati (3)\", \"Hungry\", \"Millennium\", \"Rush\", \"The Goldberg Variation\", \"Orison\", \"The Amazing Maleeni\", \"Signs & Wonders\", \"Sein und Zeit (1)\", \"Closure (2)\", \"X-COPS\", \"First Person Shooter\", \"Theef\", \"En Ami\", \"Chimera\", \"all things\", \"Brand X\", \"Hollywood A.D.\", \"Fight Club\", \"Je Souhaite\", \"Requiem\", \"Within (1)\", \"Without (2)\", \"Patience\", \"Roadrunners\", \"Invocation\", \"Redrum\", \"Via Negativa\", \"Surekill\", \"Salvage\", \"Badlaa\", \"The Gift\", \"Medusa\", \"Per Manum\", \"This Is Not Happening (1)\", \"Deadalive (2)\", \"Three Words\", \"Empedocles\", \"Vienen\", \"Alone\", \"Essence (1)\", \"Existence (2)\", \"Nothing Important Happened Today (1)\", \"Nothing Important Happened Today II (2)\", \"D\\u00e6monicus\", \"4-D\", \"Lord of the Flies\", \"Trust No 1\", \"John Doe\", \"Hellbound\", \"Provenance (1)\", \"Providence (2)\", \"Audrey Pauley\", \"Underneath\", \"Improbable\", \"Scary Monsters\", \"Jump the Shark\", \"William\", \"Release\", \"Sunshine Days\", \"The Truth (1)\", \"The Truth (2)\", \"My Struggle\", \"Founder's Mutation\", \"Mulder And Scully Meet the Were-Monster\", \"Home Again\", \"Babylon\", \"My Struggle II\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208], \"y\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10], \"rating\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"fill_color\": [\"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"2.25\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207], \"aired\": [\"1993-09-11\", \"1993-09-18\", \"1993-09-25\", \"1993-10-02\", \"1993-10-09\", \"1993-10-23\", \"1993-10-30\", \"1993-11-06\", \"1993-11-13\", \"1993-11-20\", \"1993-12-11\", \"1993-12-18\", \"1994-01-08\", \"1994-01-22\", \"1994-02-05\", \"1994-02-12\", \"1994-02-19\", \"1994-03-19\", \"1994-04-02\", \"1994-04-16\", \"1994-04-23\", \"1994-04-30\", \"1994-05-07\", \"1994-05-14\", \"1994-09-17\", \"1994-09-24\", \"1994-10-01\", \"1994-10-08\", \"1994-10-15\", \"1994-10-22\", \"1994-11-05\", \"1994-11-12\", \"1994-11-19\", \"1994-12-10\", \"1994-12-17\", \"1995-01-07\", \"1995-01-14\", \"1995-01-28\", \"1995-02-04\", \"1995-02-11\", \"1995-02-18\", \"1995-02-25\", \"1995-03-11\", \"1995-04-01\", \"1995-04-15\", \"1995-04-29\", \"1995-05-06\", \"1995-05-13\", \"1995-05-20\", \"1995-09-23\", \"1995-09-30\", \"1995-10-07\", \"1995-10-14\", \"1995-10-21\", \"1995-11-04\", \"1995-11-11\", \"1995-11-18\", \"1995-11-25\", \"1995-12-02\", \"1995-12-16\", \"1996-01-06\", \"1996-01-27\", \"1996-02-03\", \"1996-02-10\", \"1996-02-17\", \"1996-02-24\", \"1996-03-09\", \"1996-03-30\", \"1996-04-13\", \"1996-04-27\", \"1996-05-04\", \"1996-05-11\", \"1996-05-18\", \"1996-10-05\", \"1996-10-12\", \"1996-10-19\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1997-01-13\", \"1997-01-27\", \"1997-02-03\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-17\", \"1997-03-24\", \"1997-04-07\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-01\", \"1997-12-08\", \"1997-12-15\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-30\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-11-30\", \"1998-12-07\", \"1998-12-14\", \"1999-01-04\", \"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-29\", \"1999-04-12\", \"1999-04-19\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-06\", \"1999-12-13\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-13\", \"2000-03-20\", \"2000-04-03\", \"2000-04-10\", \"2000-04-17\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-01-22\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-14\", \"2002-01-28\", \"2002-03-04\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-15\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-20\", \"2016-01-25\", \"2016-01-26\", \"2016-02-02\", \"2016-02-09\", \"2016-02-16\", \"2016-02-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208]}, \"callback\": null}, \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7b9be790-3ea4-4299-a619-58b28a587275\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"8474ffb9-7fde-444a-bde8-dd0538c19e66\"}}, \"id\": \"a95ccef9-70ac-4378-8bbf-8a684e869b15\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"26bc9daa-07b5-4e76-8b04-bf8b10ef0f30\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"635b0d90-420e-490c-b15c-ff1e964363d1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"de0eace1-cd4b-4b14-bd41-3ce8c4034f32\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"bfcea2d2-81c8-47c1-9d91-8f30f0df1086\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"8474ffb9-7fde-444a-bde8-dd0538c19e66\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"503de474-208e-4d05-8bd5-9c7d1edab3e1\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"4de902aa-7ccf-4736-a9d6-d7faffc30f4e\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}}, \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}}, \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"de0eace1-cd4b-4b14-bd41-3ce8c4034f32\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"635b0d90-420e-490c-b15c-ff1e964363d1\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"573d0e5c-81e5-408d-855e-eae16eecd441\"}, \"name\": \"main\"}, \"id\": \"743bb32d-e45a-434e-b72b-ae72488a19eb\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"cbade181-0bf4-4333-ac97-348a55cb1d9f\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}}, \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e7ab54e9-5554-4437-9a16-79bb428bdcb9\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"285fb085-c952-4137-aec2-5e3ebc6b314f\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"d7e5eb45-b73a-4119-83b0-d3a749b888c8\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, \"name\": \"main\"}, \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"74b392b2-d0e1-4346-b8e2-76c3f0795256\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"24a11981-e4fc-43ac-a410-4153bc0959ed\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Reality Check\", \"The Flamingo\", \"Guantanamo Blues\", \"The Midwife\", \"My Kind of Town\", \"Pack Your Lederhosen\", \"The Babysitter\", \"Trolls\", \"Milwall Brick\", \"Out of Africa\", \"Fiddler's Green\", \"The Black Toe\", \"The Island\", \"Special Education\", \"The Freezer\", \"Ghosts\", \"Tiger Boy\", \"Foreign Affairs\", \"The Homecoming\", \"The Mind Is Like A Monkey\", \"Tommy\", \"The Minstrel Boy\", \"The Funeral\", \"Loose Ends\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24], \"y\": [7.98007, 8.15415, 8.14545, 8.2156, 8.13433, 8.26203, 8.31073, 8.33728, 8.00521, 8.2033, 7.8494, 8.0125, 7.83974, 7.89404, 8.0068, 8.35762, 7.7395, 7.93407, 7.87368, 7.75556, 7.81522, 7.73118, 7.8125, 8.36458], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [7.98007, 8.15415, 8.14545, 8.2156, 8.13433, 8.26203, 8.31073, 8.33728, 8.00521, 8.2033, 7.8494, 8.0125, 7.83974, 7.89404, 8.0068, 8.35762, 7.7395, 7.93407, 7.87368, 7.75556, 7.81522, 7.73118, 7.8125, 8.36458], \"fill_color\": [\"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23], \"aired\": [\"2012-01-26\", \"2012-02-02\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-08\", \"2012-03-15\", \"2013-10-24\", \"2013-10-31\", \"2013-11-07\", \"2013-11-14\", \"2013-11-21\", \"2013-11-28\", \"2013-12-05\", \"2013-12-12\", \"2014-10-30\", \"2014-11-06\", \"2014-11-13\", \"2014-11-20\", \"2014-11-27\", \"2014-12-04\", \"2014-12-11\", \"2014-12-18\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24]}, \"callback\": null}, \"id\": \"ff234845-82b4-4a5e-8782-7708f8e58209\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, \"name\": \"main\"}, \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e7ab54e9-5554-4437-9a16-79bb428bdcb9\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"72050697-5a11-4083-875d-d12eace94205\"}}, \"id\": \"3741fc95-ed72-46ca-8fea-ec2a378f268f\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}}, \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The Sopranos\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"11f2c4dd-f6c3-4ca4-b7f5-2edfa18be276\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"093175b4-fa4e-4724-b591-f80cd347545c\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"594cc2bf-f80d-4805-916c-8228afafd17b\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"95f1b7a8-7f6a-4e0e-8ef9-253df3f7d1af\"}, {\"type\": \"WheelZoomTool\", \"id\": \"df130bcd-1f0f-47de-a7ab-965cf030dd52\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a95ccef9-70ac-4378-8bbf-8a684e869b15\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"224fcf98-522f-4ff3-af6e-3afd999ec5d8\"}, {\"type\": \"ResizeTool\", \"id\": \"930be448-785e-4300-80f5-39349b0160be\"}, {\"type\": \"ResetTool\", \"id\": \"10251abd-9ac7-4e87-b178-6be087e5a080\"}, {\"type\": \"HelpTool\", \"id\": \"655433fe-d18d-48e6-bfc7-cc01207ce1bb\"}, {\"type\": \"HoverTool\", \"id\": \"503de474-208e-4d05-8bd5-9c7d1edab3e1\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"3741fc95-ed72-46ca-8fea-ec2a378f268f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"11f2c4dd-f6c3-4ca4-b7f5-2edfa18be276\"}, {\"type\": \"Grid\", \"id\": \"1fb923aa-4e75-43f7-b6d2-6e55fa304f14\"}, {\"type\": \"LinearAxis\", \"id\": \"3741fc95-ed72-46ca-8fea-ec2a378f268f\"}, {\"type\": \"Grid\", \"id\": \"285fb085-c952-4137-aec2-5e3ebc6b314f\"}, {\"type\": \"BoxAnnotation\", \"id\": \"8474ffb9-7fde-444a-bde8-dd0538c19e66\"}, {\"type\": \"GlyphRenderer\", \"id\": \"743bb32d-e45a-434e-b72b-ae72488a19eb\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"74b392b2-d0e1-4346-b8e2-76c3f0795256\"}}, \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1a89ef77-c160-4de5-a582-2b04dbc95b69\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"1fb923aa-4e75-43f7-b6d2-6e55fa304f14\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}}, \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"224fcf98-522f-4ff3-af6e-3afd999ec5d8\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Californication\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"WheelZoomTool\", \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"ResetTool\", \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"HelpTool\", \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"HoverTool\", \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Grid\", \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"Grid\", \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"GlyphRenderer\", \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}}, \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"72050697-5a11-4083-875d-d12eace94205\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}}, \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}}, \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"f073501d-568d-482e-8f2b-428350eb2389\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, \"name\": \"main\"}, \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Modern Family\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"WheelZoomTool\", \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"ResizeTool\", \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"ResetTool\", \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"HelpTool\", \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"HoverTool\", \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"Grid\", \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"Grid\", \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"GlyphRenderer\", \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}}, \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"24a11981-e4fc-43ac-a410-4153bc0959ed\"}}, \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Simpsons Roasting on an Open Fire\", \"Bart the Genius\", \"Homer's Odyssey\", \"There's No Disgrace Like Home\", \"Bart the General\", \"Moaning Lisa\", \"The Call of the Simpsons\", \"The Telltale Head\", \"Life on the Fast Lane\", \"Homer's Night Out\", \"The Crepes of Wrath\", \"Krusty Gets Busted\", \"Some Enchanted Evening\", \"Bart Gets an F\", \"Simpson and Delilah\", \"Treehouse of Horror\", \"Two Cars in Every Garage and Three Eyes on Every Fish\", \"Dancin' Homer\", \"Dead Putting Society\", \"Bart vs. Thanksgiving\", \"Bart the Daredevil\", \"Itchy & Scratchy & Marge\", \"Bart Gets Hit by a Car\", \"One Fish, Two Fish, Blowfish, Blue Fish\", \"The Way We Was\", \"Homer vs. Lisa and the Eighth Commandment\", \"Principal Charming\", \"Oh Brother, Where Art Thou?\", \"Bart's Dog Gets an F\", \"Old Money\", \"Brush With Greatness\", \"Lisa's Substitute\", \"The War of the Simpsons\", \"Three Men and a Comic Book\", \"Blood Feud\", \"Stark Raving Dad\", \"Mr. Lisa Goes to Washington\", \"When Flanders Failed\", \"Bart the Murderer\", \"Homer Defined\", \"Like Father Like Clown\", \"Treehouse of Horror II\", \"Lisa's Pony\", \"Saturdays of Thunder\", \"Flaming Moe's\", \"Burns Verkaufen der Kraftwerk\", \"I Married Marge\", \"Radio Bart\", \"Lisa the Greek\", \"Homer Alone\", \"Bart the Lover\", \"Homer at the Bat\", \"Separate Vocations\", \"Dog of Death\", \"Colonel Homer\", \"Black Widower\", \"The Otto Show\", \"Bart's Friend Falls in Love\", \"Brother, Can You Spare Two Dimes?\", \"Kamp Krusty\", \"A Streetcar Named Marge\", \"Homer the Heretic\", \"Lisa the Beauty Queen\", \"Treehouse of Horror III\", \"Itchy & Scratchy: The Movie\", \"Marge Gets a Job\", \"The New Kid on the Block\", \"Mr. Plow\", \"Lisa's First Word\", \"Homer's Triple Bypass\", \"Marge vs. the Monorail\", \"Selma's Choice\", \"Brother From the Same Planet\", \"I Love Lisa\", \"Duffless\", \"Last Exit to Springfield\", \"So It's Come to This: A Simpsons Clip Show\", \"The Front\", \"Whacking Day\", \"Marge in Chains\", \"Krusty Gets Kancelled\", \"Homer's Barbershop Quartet\", \"Cape Feare\", \"Homer Goes to College\", \"Rosebud\", \"Treehouse of Horror IV\", \"Marge on the Lam\", \"Bart's Inner Child\", \"Boy-Scoutz 'N the Hood\", \"The Last Temptation of Homer\", \"$pringfield (Or, How I Learned to Stop Worrying and Love Legalized Gambling)\", \"Homer the Vigilante\", \"Bart Gets Famous\", \"Homer and Apu\", \"Lisa vs. Malibu Stacy\", \"Deep Space Homer\", \"Homer Loves Flanders\", \"Bart Gets an Elephant\", \"Burns' Heir\", \"Sweet Seymour Skinner's Baadasssss Song\", \"The Boy Who Knew Too Much\", \"Lady Bouvier's Lover\", \"Secrets of a Successful Marriage\", \"Bart of Darkness\", \"Lisa's Rival\", \"Another Simpsons Clip Show\", \"Itchy & Scratchy Land\", \"Sideshow Bob Roberts\", \"Treehouse of Horror V\", \"Bart's Girlfriend\", \"Lisa on Ice\", \"Homer Badman\", \"Grampa vs. Sexual Inadequacy\", \"Fear of Flying\", \"Homer the Great\", \"And Maggie Makes Three\", \"Bart's Comet\", \"Homie the Clown\", \"Bart vs. Australia\", \"Homer vs. Patty and Selma\", \"A Star Is Burns\", \"Lisa's Wedding\", \"Two Dozen and One Greyhounds\", \"The PTA Disbands\", \"Round Springfield\", \"The Springfield Connection\", \"Lemon of Troy\", \"Who Shot Mr. Burns? (1)\", \"Who Shot Mr. Burns? (2)\", \"Radioactive Man\", \"Home Sweet Homediddily-Dum-Doodily\", \"Bart Sells His Soul\", \"Lisa the Vegetarian\", \"Treehouse of Horror VI\", \"King-Size Homer\", \"Mother Simpson\", \"Sideshow Bob's Last Gleaming\", \"The Simpsons 138th Episode Spectacular\", \"Marge Be Not Proud\", \"Team Homer\", \"Two Bad Neighbors\", \"Scenes from the Class Struggle in Springfield\", \"Bart the Fink\", \"Lisa the Iconoclast\", \"Homer the Smithers\", \"The Day the Violence Died\", \"A Fish Called Selma\", \"Bart on the Road\", \"22 Short Films About Springfield\", \"Raging Abe Simpson and his Grumbling Grandson in: 'The Curse of the Flying Hellfish'\", \"Much Apu About Nothing\", \"Homerpalooza\", \"Summer of 4 Ft. 2\", \"Treehouse of Horror VII\", \"You Only Move Twice\", \"The Homer They Fall\", \"Burns Baby Burns\", \"Bart After Dark\", \"A Milhouse Divided\", \"Lisa's Date With Density\", \"Hurricane Neddy\", \"El Viaje Misterioso de Nuestro Jomer (The Mysterious Voyage of Our Homer)\", \"The Springfield Files\", \"The Twisted World of Marge Simpson\", \"Mountain of Madness\", \"Simpsoncalifragilisticexpiala (Annoyed Grunt) cious\", \"The Itchy & Scratchy & Poochie Show\", \"Homer's Phobia\", \"Brother From Another Series\", \"My Sister, My Sitter\", \"Homer vs. the 18th Amendment\", \"Grade School Confidential\", \"The Canine Mutiny\", \"The Old Man and the Lisa\", \"In Marge We Trust\", \"Homer's Enemy\", \"The Simpsons Spin-Off Showcase\", \"The Secret War of Lisa Simpson\", \"The City of New York vs. Homer Simpson\", \"The Principal and the Pauper\", \"Lisa's Sax\", \"Treehouse of Horror VIII\", \"The Cartridge Family\", \"Bart Star\", \"The Two Mrs. Nahasapeemapetilons\", \"Lisa the Skeptic\", \"Realty Bites\", \"Miracle on Evergreen Terrace\", \"All Singing, All Dancing\", \"Bart Carny\", \"The Joy of Sect\", \"Das Bus\", \"The Last Temptation of Krust\", \"Dumbbell Indemnity\", \"Lisa the Simpson\", \"This Little Wiggy\", \"Simpson Tide\", \"The Trouble With Trillions\", \"Girly Edition\", \"Trash of the Titans\", \"King of the Hill\", \"Lost Our Lisa\", \"Natural Born Kissers\", \"Lard of the Dance\", \"The Wizard of Evergreen Terrace\", \"Bart the Mother\", \"Treehouse of Horror IX\", \"When You Dish Upon a Star\", \"D'oh-in in the Wind\", \"Lisa Gets an A\", \"Homer Simpson in: 'Kidney Trouble'\", \"Mayored to the Mob\", \"Viva Ned Flanders\", \"Wild Barts Can't Be Broken\", \"Sunday, Cruddy Sunday\", \"Homer to the Max\", \"I'm with Cupid\", \"Marge Simpson in: 'Screaming Yellow Honkers'\", \"Make Room for Lisa\", \"Maximum Homerdrive\", \"Simpsons Bible Stories\", \"Mom and Pop Art\", \"The Old Man and the C Student\", \"Monty Can't Buy Me Love\", \"They Saved Lisa's Brain\", \"Thirty Minutes Over Tokyo\", \"Beyond Blunderdome\", \"Brother's Little Helper\", \"Guess Who's Coming to Criticize Dinner?\", \"Treehouse of Horror X\", \"E-I-E-I-(Annoyed Grunt)\", \"Hello Gutter, Hello Fadder\", \"Eight Misbehavin'\", \"Take My Wife, Sleaze\", \"Grift of the Magi\", \"Little Big Mom\", \"Faith Off\", \"The Mansion Family\", \"Saddlesore Galactica\", \"Alone Again, Natura-Diddily\", \"Missionary: Impossible\", \"Pygmoelian\", \"Bart to the Future\", \"Days of Wine and D'ohses\", \"Kill the Alligator and Run\", \"Last Tap Dance in Springfield\", \"It's a Mad, Mad, Mad, Mad Marge\", \"Behind the Laughter\", \"Treehouse of Horror XI\", \"A Tale of Two Springfields\", \"Insane Clown Poppy\", \"Lisa the Tree Hugger\", \"Homer vs. Dignity\", \"The Computer Wore Menace Shoes\", \"The Great Money Caper\", \"Skinner's Sense of Snow\", \"HOM\\u042f\", \"Pokey Mom\", \"Worst Episode Ever\", \"Tennis the Menace\", \"Day of the Jackanapes\", \"New Kids on the Blecch\", \"Hungry Hungry Homer\", \"Bye Bye Nerdy\", \"Simpson Safari\", \"Trilogy of Error\", \"I'm Goin' to Praiseland\", \"Children of a Lesser Clod\", \"Simpsons Tall Tales\", \"Treehouse of Horror XII\", \"The Parent Rap\", \"Homer the Moe\", \"Hunka Hunka Burns in Love\", \"The Blunder Years\", \"She of Little Faith\", \"Brawl in the Family\", \"Sweets and Sour Marge\", \"Jaws Wired Shut\", \"Half-Decent Proposal\", \"The Bart Wants What It Wants\", \"The Lastest Gun in the West\", \"The Old Man and the Key\", \"Tales From the Public Domain\", \"Blame It on Lisa\", \"Weekend at Burnsie's\", \"Gump Roast\", \"I Am Furious Yellow\", \"The Sweetest Apu\", \"Little Girl in the Big Ten\", \"The Frying Game\", \"Papa's Got a Brand New Badge\", \"Treehouse of Horror XIII\", \"How I Spent My Strummer Vacation\", \"Bart vs. Lisa vs. the Third Grade\", \"Large Marge\", \"Helter Shelter\", \"The Great Louse Detective\", \"Special Edna (a.k.a. Love and Marking)\", \"The Dad Who Knew Too Little\", \"Strong Arms of the Ma\", \"Pray Anything\", \"Barting Over\", \"I'm Spelling as Fast as I Can\", \"A Star Is Born-Again\", \"Mr. Spritz Goes to Washington\", \"C.E. D'oh!\", \"Scuse Me While I Miss the Sky\", \"Three Gays of the Condo\", \"Dude, Where's My Ranch?\", \"Old Yeller Belly\", \"Brake My Wife, Please\", \"The Bart of War\", \"Moe Baby Blues\", \"Treehouse of Horror XIV\", \"My Mother the Carjacker\", \"The President Wore Pearls\", \"The Regina Monologues\", \"The Fat and the Furriest\", \"Today, I Am a Klown\", \"'Tis the Fifteenth Season\", \"Marge vs. Singles, Seniors, Childless Couples and Teens, and Gays\", \"I, (Annoyed Grunt)-Bot\", \"Diatribe of a Mad Housewife\", \"Margical History Tour\", \"Milhouse Doesn't Live Here Anymore\", \"Smart and Smarter\", \"The Ziff Who Came to Dinner\", \"Co-Dependent's Day\", \"The Wandering Juvie\", \"My Big Fat Geek Wedding\", \"Catch 'Em If You Can\", \"Simple Simpson\", \"The Way We Weren't\", \"Bart-Mangled Banner\", \"Fraudcast News\", \"Treehouse of Horror XV\", \"All's Fair in Oven War\", \"Sleeping with the Enemy\", \"She Used to Be My Girl\", \"Fat Man and Little Boy\", \"Midnight Rx\", \"Mommie Beerest\", \"Homer and Ned's Hail Mary Pass\", \"Pranksta Rap\", \"There's Something About Marrying\", \"On a Clear Day I Can't See My Sister\", \"Goo Goo Gai Pan\", \"Mobile Homer\", \"The Seven-Beer Snitch\", \"Future-Drama\", \"Don't Fear the Roofer\", \"The Heartbroke Kid\", \"A Star Is Torn\", \"Thank God, It's Doomsday\", \"Home Away from Homer\", \"The Father, the Son & the Holy Guest Star\", \"The Bonfire of the Manatees\", \"The Girl Who Slept Too Little\", \"Milhouse of Sand and Fog\", \"Treehouse of Horror XVI\", \"Marge's Son Poisoning\", \"See Homer Run\", \"The Last of the Red Hat Mamas\", \"The Italian Bob\", \"Simpsons Christmas Stories\", \"Homer's Paternity Coot\", \"We're on the Road to D'ohwhere\", \"My Fair Laddy\", \"The Seemingly Never-Ending Story\", \"Bart Has Two Mommies\", \"Homer Simpson, This Is Your Wife\", \"Million Dollar Abie\", \"Kiss, Kiss Bang Bangalore\", \"The Wettest Stories Ever Told\", \"Girls Just Want to Have Sums\", \"Regarding Margie\", \"The Monkey Suit\", \"Marge and Homer Turn a Couple Play\", \"The Mook, the Chef, the Wife, and Her Homer\", \"Jazzy and the Pussycats\", \"Please Homer, Don't Hammer 'Em\", \"Treehouse of Horror XVII\", \"G.I. (Annoyed Grunt)\", \"Moe 'N' a Lisa\", \"Ice Cream of Margie (With the Light Blue Hair)\", \"The Haw-Hawed Couple\", \"Kill Gil: Vols. 1 & 2\", \"The Wife Aquatic\", \"Revenge Is a Dish Best Served Three Times\", \"Little Big Girl\", \"Springfield Up\", \"Yokel Chords\", \"Rome-Old and Juli-Eh\", \"Homerazzi\", \"Marge Gamer\", \"The Boys of Bummer\", \"Crook and Ladder\", \"Stop or My Dog Will Shoot\", \"24 Minutes\", \"You Kent Always Say What You Want\", \"He Loves to Fly and He D'ohs\", \"The Homer of Seville\", \"Midnight Towboy\", \"I Don't Wanna Know Why the Caged Bird Sings\", \"Treehouse of Horror XVIII\", \"Little Orphan Millie\", \"Husbands and Knives\", \"Funeral for a Fiend\", \"Eternal Moonshine of the Simpson Mind\", \"E. Pluribus Wiggum\", \"That 90's Show\", \"Love, Springfieldian Style\", \"The Debarted\", \"Dial 'N' for Nerder\", \"Smoke on the Daughter\", \"Papa Don't Leech\", \"Apocalypse Cow\", \"Any Given Sundance\", \"Mona Leaves-a\", \"All About Lisa\", \"Sex, Pies and Idiot Scrapes\", \"Lost Verizon\", \"Double, Double, Boy in Trouble\", \"Treehouse of Horror XIX\", \"Dangerous Curves\", \"Homer and Lisa Exchange Cross Words\", \"Mypods and Boomsticks\", \"The Burns and the Bees\", \"Lisa the Drama Queen\", \"Take My Life, Please\", \"How the Test Was Won\", \"No Loan Again, Naturally\", \"Gone Maggie Gone\", \"In the Name of the Grandfather\", \"Wedding for Disaster\", \"Eeny Teeny Maya Moe\", \"The Good, the Sad and the Drugly\", \"Father Knows Worst\", \"Waverly Hills 9-0-2-1-D'oh\", \"Four Great Women and a Manicure\", \"Coming to Homerica\", \"Homer the Whopper\", \"Bart Gets a 'Z'\", \"The Great Wife Hope\", \"Treehouse of Horror XX\", \"The Devil Wears Nada\", \"Pranks and Greens\", \"Rednecks and Broomsticks\", \"Oh Brother, Where Bart Thou?\", \"Thursdays with Abie\", \"Once Upon a Time in Springfield\", \"Million Dollar Maybe\", \"Boy Meets Curl\", \"The Color Yellow\", \"Postcards from the Wedge\", \"Stealing First Base\", \"The Greatest Story Ever D'ohed\", \"American History X-cellent\", \"Chief of Hearts\", \"The Squirt and the Whale\", \"To Surveil with Love\", \"Moe Letter Blues\", \"The Bob Next Door\", \"Judge Me Tender\", \"Elementary School Musical\", \"Loan-a-Lisa\", \"MoneyBART\", \"Treehouse of Horror XXI\", \"Lisa Simpson, This Isn't Your Life\", \"The Fool Monty\", \"How Munched is that Birdie in the Window?\", \"The Fight Before Christmas\", \"Donnie Fatso\", \"Moms I'd Like to Forget\", \"Flaming Moe\", \"Homer the Father\", \"The Blue and the Gray\", \"Angry Dad: The Movie\", \"The Scorpion's Tale\", \"A Midsummer's Nice Dream\", \"Love is a Many Strangled Thing\", \"The Great Simpsina\", \"The Real Housewives of Fat Tony\", \"Homer Scissorhands\", \"500 Keys\", \"The Ned-Liest Catch\", \"The Falcon and the D'Ohman\", \"Bart Stops to Smell the Roosevelts\", \"Treehouse of Horror XXII\", \"Replaceable You\", \"The Food Wife\", \"The Book Job\", \"The Man in the Blue Flannel Pants\", \"The Ten-Per-Cent Solution\", \"Holidays of Future Passed\", \"Politically Inept, with Homer Simpson\", \"The D'oh-cial Network\", \"Moe Goes from Rags to Riches\", \"The Daughter Also Rises\", \"At Long Last Leave\", \"Exit Through the Kwik-E-Mart\", \"How I Wet Your Mother\", \"Them, Robot\", \"Beware My Cheating Bart\", \"A Totally Fun Thing That Bart Will Never Do Again\", \"The Spy Who Learned Me\", \"Ned 'n' Edna's Blend\", \"Lisa Goes Gaga\", \"Moonshine River\", \"Treehouse of Horror XXIII\", \"Adventures in Baby-Getting\", \"Gone Abie Gone\", \"Penny-Wiseguys\", \"A Tree Grows in Springfield\", \"The Day the Earth Stood Cool\", \"To Cur With Love\", \"Homer Goes to Prep School\", \"A Test Before Trying\", \"The Changing of the Guardian\", \"Love is a Many-Splintered Thing\", \"Hardly Kirk-ing\", \"Gorgeous Grampa\", \"Black-Eyed, Please\", \"Dark Knight Court\", \"What Animated Women Want\", \"Pulpit Friction\", \"Whiskey Business\", \"The Fabulous Faker Boys\", \"The Saga of Carl Carlson\", \"Dangers on a Train\", \"Homerland\", \"Treehouse of Horror XXIV\", \"Four Regrettings and a Funeral\", \"YOLO\", \"Labor Pains\", \"The Kid is All Right\", \"Yellow Subterfuge\", \"White Christmas Blues\", \"Steal This Episode\", \"Married to the Blob\", \"Specs and the City\", \"Diggs\", \"The Man Who Grew Too Much\", \"The Winter of His Content\", \"The War of Art\", \"You Don't Have to Live Like a Referee\", \"Luca$\", \"Days of Future Future\", \"What to Expect When Bart's Expecting\", \"Brick Like Me\", \"Pay Pal\", \"The Yellow Badge of Cowardge\", \"Clown in the Dumps\", \"The Wreck of the Relationship\", \"Super Franchise Me\", \"Treehouse of Horror XXV\", \"Opposites A-Frack\", \"Simpsorama\", \"Blazed and Confused\", \"Covercraft\", \"I Won't Be Home for Christmas\", \"The Man Who Came to Be Dinner\", \"Bart's New Friend\", \"The Musk Who Fell to Earth\", \"Walking Big & Tall\", \"My Fare Lady\", \"The Princess Guide\", \"Sky Police\", \"Waiting For Duffman\", \"Peeping Mom\", \"The Kids are All Fight\", \"Let's Go Fly a Coot\", \"Bull-E\", \"Mathlete's Feat\", \"Every Man's Dream\", \"Cue Detective\", \"Puffless\", \"Halloween of Horror\", \"Treehouse of Horror XXVI\", \"Friend with Benefit\", \"Lisa with an 'S'\", \"Paths of Glory\", \"Barthood\", \"The Girl Code\", \"Teenage Mutant Milk-caused Hurdles\", \"Much Apu About Something\", \"Love Is in the N2-O2-Ar-CO2-Ne-He-CH4\", \"Gal of Constant Sorrow\", null], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589], \"y\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 28], \"rating\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#f46d43\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"6.25\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"7.23\", \"7.24\", \"7.25\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"8.22\", \"8.23\", \"8.24\", \"8.25\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"9.21\", \"9.22\", \"9.23\", \"9.24\", \"9.25\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\", \"10.7\", \"10.8\", \"10.9\", \"10.10\", \"10.11\", \"10.12\", \"10.13\", \"10.14\", \"10.15\", \"10.16\", \"10.17\", \"10.18\", \"10.19\", \"10.20\", \"10.21\", \"10.22\", \"10.23\", \"11.1\", \"11.2\", \"11.3\", \"11.4\", \"11.5\", \"11.6\", \"11.7\", \"11.8\", \"11.9\", \"11.10\", \"11.11\", \"11.12\", \"11.13\", \"11.14\", \"11.15\", \"11.16\", \"11.17\", \"11.18\", \"11.19\", \"11.20\", \"11.21\", \"11.22\", \"12.1\", \"12.2\", \"12.3\", \"12.4\", \"12.5\", \"12.6\", \"12.7\", \"12.8\", \"12.9\", \"12.10\", \"12.11\", \"12.12\", \"12.13\", \"12.14\", \"12.15\", \"12.16\", \"12.17\", \"12.18\", \"12.19\", \"12.20\", \"12.21\", \"13.1\", \"13.2\", \"13.3\", \"13.4\", \"13.5\", \"13.6\", \"13.7\", \"13.8\", \"13.9\", \"13.10\", \"13.11\", \"13.12\", \"13.13\", \"13.14\", \"13.15\", \"13.16\", \"13.17\", \"13.18\", \"13.19\", \"13.20\", \"13.21\", \"13.22\", \"14.1\", \"14.2\", \"14.3\", \"14.4\", \"14.5\", \"14.6\", \"14.7\", \"14.8\", \"14.9\", \"14.10\", \"14.11\", \"14.12\", \"14.13\", \"14.14\", \"14.15\", \"14.16\", \"14.17\", \"14.18\", \"14.19\", \"14.20\", \"14.21\", \"14.22\", \"15.1\", \"15.2\", \"15.3\", \"15.4\", \"15.5\", \"15.6\", \"15.7\", \"15.8\", \"15.9\", \"15.10\", \"15.11\", \"15.12\", \"15.13\", \"15.14\", \"15.15\", \"15.16\", \"15.17\", \"15.18\", \"15.19\", \"15.20\", \"15.21\", \"15.22\", \"16.1\", \"16.2\", \"16.3\", \"16.4\", \"16.5\", \"16.6\", \"16.7\", \"16.8\", \"16.9\", \"16.10\", \"16.11\", \"16.12\", \"16.13\", \"16.14\", \"16.15\", \"16.16\", \"16.17\", \"16.18\", \"16.19\", \"16.20\", \"16.21\", \"17.1\", \"17.2\", \"17.3\", \"17.4\", \"17.5\", \"17.6\", \"17.7\", \"17.8\", \"17.9\", \"17.10\", \"17.11\", \"17.12\", \"17.13\", \"17.14\", \"17.15\", \"17.16\", \"17.17\", \"17.18\", \"17.19\", \"17.20\", \"17.21\", \"17.22\", \"18.1\", \"18.2\", \"18.3\", \"18.4\", \"18.5\", \"18.6\", \"18.7\", \"18.8\", \"18.9\", \"18.10\", \"18.11\", \"18.12\", \"18.13\", \"18.14\", \"18.15\", \"18.16\", \"18.17\", \"18.18\", \"18.19\", \"18.20\", \"18.21\", \"18.22\", \"19.1\", \"19.2\", \"19.3\", \"19.4\", \"19.5\", \"19.6\", \"19.7\", \"19.8\", \"19.9\", \"19.10\", \"19.11\", \"19.12\", \"19.13\", \"19.14\", \"19.15\", \"19.16\", \"19.17\", \"19.18\", \"19.19\", \"19.20\", \"20.1\", \"20.2\", \"20.3\", \"20.4\", \"20.5\", \"20.6\", \"20.7\", \"20.8\", \"20.9\", \"20.10\", \"20.11\", \"20.12\", \"20.13\", \"20.14\", \"20.15\", \"20.16\", \"20.17\", \"20.18\", \"20.19\", \"20.20\", \"20.21\", \"21.1\", \"21.2\", \"21.3\", \"21.4\", \"21.5\", \"21.6\", \"21.7\", \"21.8\", \"21.9\", \"21.10\", \"21.11\", \"21.12\", \"21.13\", \"21.14\", \"21.15\", \"21.16\", \"21.17\", \"21.18\", \"21.19\", \"21.20\", \"21.21\", \"21.22\", \"21.23\", \"22.1\", \"22.2\", \"22.3\", \"22.4\", \"22.5\", \"22.6\", \"22.7\", \"22.8\", \"22.9\", \"22.10\", \"22.11\", \"22.12\", \"22.13\", \"22.14\", \"22.15\", \"22.16\", \"22.17\", \"22.18\", \"22.19\", \"22.20\", \"22.21\", \"22.22\", \"23.1\", \"23.2\", \"23.3\", \"23.4\", \"23.5\", \"23.6\", \"23.7\", \"23.8\", \"23.9\", \"23.10\", \"23.11\", \"23.12\", \"23.13\", \"23.14\", \"23.15\", \"23.16\", \"23.17\", \"23.18\", \"23.19\", \"23.20\", \"23.21\", \"23.22\", \"24.1\", \"24.2\", \"24.3\", \"24.4\", \"24.5\", \"24.6\", \"24.7\", \"24.8\", \"24.9\", \"24.10\", \"24.11\", \"24.12\", \"24.13\", \"24.14\", \"24.15\", \"24.16\", \"24.17\", \"24.18\", \"24.19\", \"24.20\", \"24.21\", \"24.22\", \"25.1\", \"25.2\", \"25.3\", \"25.4\", \"25.5\", \"25.6\", \"25.7\", \"25.8\", \"25.9\", \"25.10\", \"25.11\", \"25.12\", \"25.13\", \"25.14\", \"25.15\", \"25.16\", \"25.17\", \"25.18\", \"25.19\", \"25.20\", \"25.21\", \"25.22\", \"26.1\", \"26.2\", \"26.3\", \"26.4\", \"26.5\", \"26.6\", \"26.7\", \"26.8\", \"26.9\", \"26.10\", \"26.11\", \"26.12\", \"26.13\", \"26.14\", \"26.15\", \"26.16\", \"26.17\", \"26.18\", \"26.19\", \"26.20\", \"26.21\", \"26.22\", \"27.1\", \"27.2\", \"27.3\", \"27.4\", \"27.5\", \"27.6\", \"27.7\", \"27.8\", \"27.9\", \"27.10\", \"27.11\", \"27.12\", \"27.13\", \"27.14\", \"28.1\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588], \"aired\": [\"1989-12-18\", \"1990-01-15\", \"1990-01-22\", \"1990-01-29\", \"1990-02-05\", \"1990-02-12\", \"1990-02-19\", \"1990-02-26\", \"1990-03-19\", \"1990-03-26\", \"1990-04-16\", \"1990-04-30\", \"1990-05-14\", \"1990-10-12\", \"1990-10-19\", \"1990-10-25\", \"1990-11-02\", \"1990-11-09\", \"1990-11-16\", \"1990-11-23\", \"1990-12-07\", \"1990-12-21\", \"1991-01-11\", \"1991-01-25\", \"1991-02-01\", \"1991-02-08\", \"1991-02-15\", \"1991-02-22\", \"1991-03-08\", \"1991-03-29\", \"1991-04-12\", \"1991-04-26\", \"1991-05-03\", \"1991-05-10\", \"1991-08-12\", \"1991-09-20\", \"1991-09-27\", \"1991-10-04\", \"1991-10-11\", \"1991-10-18\", \"1991-10-25\", \"1991-11-01\", \"1991-11-08\", \"1991-11-15\", \"1991-11-22\", \"1991-12-06\", \"1991-12-27\", \"1992-01-10\", \"1992-01-24\", \"1992-02-07\", \"1992-02-14\", \"1992-02-21\", \"1992-02-28\", \"1992-03-13\", \"1992-03-27\", \"1992-04-10\", \"1992-04-24\", \"1992-05-08\", \"1992-08-28\", \"1992-09-25\", \"1992-10-02\", \"1992-10-09\", \"1992-10-16\", \"1992-10-30\", \"1992-11-04\", \"1992-11-06\", \"1992-11-13\", \"1992-11-20\", \"1992-12-04\", \"1992-12-18\", \"1993-01-15\", \"1993-01-22\", \"1993-02-05\", \"1993-02-12\", \"1993-02-19\", \"1993-03-12\", \"1993-04-02\", \"1993-04-16\", \"1993-04-30\", \"1993-05-07\", \"1993-05-14\", \"1993-10-01\", \"1993-10-08\", \"1993-10-15\", \"1993-10-22\", \"1993-10-29\", \"1993-11-05\", \"1993-11-12\", \"1993-11-19\", \"1993-12-10\", \"1993-12-17\", \"1994-01-07\", \"1994-02-04\", \"1994-02-11\", \"1994-02-18\", \"1994-02-25\", \"1994-03-18\", \"1994-04-01\", \"1994-04-15\", \"1994-04-29\", \"1994-05-06\", \"1994-05-13\", \"1994-05-20\", \"1994-09-05\", \"1994-09-12\", \"1994-09-26\", \"1994-10-03\", \"1994-10-10\", \"1994-10-31\", \"1994-11-07\", \"1994-11-14\", \"1994-11-28\", \"1994-12-05\", \"1994-12-19\", \"1995-01-09\", \"1995-01-23\", \"1995-02-06\", \"1995-02-13\", \"1995-02-20\", \"1995-02-27\", \"1995-03-06\", \"1995-03-20\", \"1995-04-10\", \"1995-04-17\", \"1995-05-01\", \"1995-05-08\", \"1995-05-15\", \"1995-05-22\", \"1995-09-18\", \"1995-09-25\", \"1995-10-02\", \"1995-10-09\", \"1995-10-16\", \"1995-10-30\", \"1995-11-06\", \"1995-11-20\", \"1995-11-27\", \"1995-12-04\", \"1995-12-18\", \"1996-01-08\", \"1996-01-15\", \"1996-02-05\", \"1996-02-12\", \"1996-02-19\", \"1996-02-26\", \"1996-03-18\", \"1996-03-25\", \"1996-04-01\", \"1996-04-15\", \"1996-04-29\", \"1996-05-06\", \"1996-05-20\", \"1996-05-20\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1996-12-30\", \"1997-01-06\", \"1997-01-13\", \"1997-01-20\", \"1997-02-03\", \"1997-02-08\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-03\", \"1997-03-17\", \"1997-04-07\", \"1997-04-14\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-09-22\", \"1997-09-29\", \"1997-10-20\", \"1997-10-27\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-08\", \"1997-12-22\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-23\", \"1998-03-30\", \"1998-04-06\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-08-24\", \"1998-09-21\", \"1998-09-28\", \"1998-10-26\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-12-07\", \"1998-12-21\", \"1999-01-11\", \"1999-01-18\", \"1999-02-01\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-29\", \"1999-04-05\", \"1999-04-12\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-09-27\", \"1999-10-04\", \"1999-10-25\", \"1999-11-01\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-20\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-20\", \"2000-04-10\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-02\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-03-05\", \"2001-03-12\", \"2001-04-02\", \"2001-04-30\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-07\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-21\", \"2002-01-28\", \"2002-02-11\", \"2002-02-18\", \"2002-02-25\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-23\", \"2002-11-04\", \"2002-11-11\", \"2002-11-18\", \"2002-11-25\", \"2002-12-02\", \"2002-12-16\", \"2003-01-06\", \"2003-01-13\", \"2003-02-03\", \"2003-02-10\", \"2003-02-17\", \"2003-02-17\", \"2003-03-03\", \"2003-03-10\", \"2003-03-17\", \"2003-03-31\", \"2003-04-14\", \"2003-04-28\", \"2003-05-05\", \"2003-05-12\", \"2003-05-19\", \"2003-05-19\", \"2003-11-03\", \"2003-11-10\", \"2003-11-17\", \"2003-11-24\", \"2003-12-01\", \"2003-12-08\", \"2003-12-15\", \"2004-01-05\", \"2004-01-12\", \"2004-01-26\", \"2004-02-09\", \"2004-02-16\", \"2004-02-23\", \"2004-03-15\", \"2004-03-22\", \"2004-03-29\", \"2004-04-19\", \"2004-04-26\", \"2004-05-03\", \"2004-05-10\", \"2004-05-17\", \"2004-05-24\", \"2004-11-08\", \"2004-11-15\", \"2004-11-22\", \"2004-12-06\", \"2004-12-13\", \"2005-01-17\", \"2005-01-31\", \"2005-02-07\", \"2005-02-14\", \"2005-02-21\", \"2005-03-07\", \"2005-03-14\", \"2005-03-21\", \"2005-04-04\", \"2005-04-18\", \"2005-05-02\", \"2005-05-02\", \"2005-05-09\", \"2005-05-09\", \"2005-05-16\", \"2005-05-16\", \"2005-09-12\", \"2005-09-19\", \"2005-09-26\", \"2005-11-07\", \"2005-11-14\", \"2005-11-21\", \"2005-11-28\", \"2005-12-12\", \"2005-12-19\", \"2006-01-09\", \"2006-01-30\", \"2006-02-27\", \"2006-03-13\", \"2006-03-20\", \"2006-03-27\", \"2006-04-03\", \"2006-04-10\", \"2006-04-24\", \"2006-05-01\", \"2006-05-08\", \"2006-05-15\", \"2006-05-22\", \"2006-09-11\", \"2006-09-18\", \"2006-09-25\", \"2006-11-06\", \"2006-11-13\", \"2006-11-20\", \"2006-11-27\", \"2006-12-11\", \"2006-12-18\", \"2007-01-08\", \"2007-01-29\", \"2007-02-12\", \"2007-02-19\", \"2007-03-05\", \"2007-03-12\", \"2007-03-26\", \"2007-04-23\", \"2007-04-30\", \"2007-05-07\", \"2007-05-14\", \"2007-05-21\", \"2007-05-21\", \"2007-09-24\", \"2007-10-01\", \"2007-10-08\", \"2007-10-15\", \"2007-11-05\", \"2007-11-12\", \"2007-11-19\", \"2007-11-26\", \"2007-12-17\", \"2008-01-07\", \"2008-01-28\", \"2008-02-18\", \"2008-03-03\", \"2008-03-10\", \"2008-03-31\", \"2008-04-14\", \"2008-04-28\", \"2008-05-05\", \"2008-05-12\", \"2008-05-19\", \"2008-09-29\", \"2008-10-06\", \"2008-10-20\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-12-01\", \"2008-12-08\", \"2009-01-26\", \"2009-02-16\", \"2009-03-02\", \"2009-03-09\", \"2009-03-16\", \"2009-03-23\", \"2009-03-30\", \"2009-04-06\", \"2009-04-20\", \"2009-04-27\", \"2009-05-04\", \"2009-05-11\", \"2009-05-18\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-14\", \"2010-01-04\", \"2010-01-11\", \"2010-02-01\", \"2010-02-15\", \"2010-02-22\", \"2010-03-15\", \"2010-03-22\", \"2010-03-29\", \"2010-04-12\", \"2010-04-19\", \"2010-04-26\", \"2010-05-03\", \"2010-05-10\", \"2010-05-17\", \"2010-05-24\", \"2010-09-27\", \"2010-10-04\", \"2010-10-11\", \"2010-11-08\", \"2010-11-15\", \"2010-11-22\", \"2010-11-29\", \"2010-12-06\", \"2010-12-13\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-02-14\", \"2011-02-21\", \"2011-03-07\", \"2011-03-14\", \"2011-03-28\", \"2011-04-11\", \"2011-05-02\", \"2011-05-09\", \"2011-05-16\", \"2011-05-23\", \"2011-09-26\", \"2011-10-03\", \"2011-10-31\", \"2011-11-07\", \"2011-11-14\", \"2011-11-21\", \"2011-11-28\", \"2011-12-05\", \"2011-12-12\", \"2012-01-09\", \"2012-01-16\", \"2012-01-30\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-04-16\", \"2012-04-30\", \"2012-05-07\", \"2012-05-14\", \"2012-05-21\", \"2012-10-01\", \"2012-10-08\", \"2012-11-05\", \"2012-11-12\", \"2012-11-19\", \"2012-11-26\", \"2012-12-10\", \"2012-12-17\", \"2013-01-07\", \"2013-01-14\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-04-15\", \"2013-04-29\", \"2013-05-06\", \"2013-05-13\", \"2013-05-20\", \"2013-05-20\", \"2013-09-30\", \"2013-10-07\", \"2013-11-04\", \"2013-11-11\", \"2013-11-18\", \"2013-11-25\", \"2013-12-09\", \"2013-12-16\", \"2014-01-06\", \"2014-01-13\", \"2014-01-27\", \"2014-03-10\", \"2014-03-10\", \"2014-03-17\", \"2014-03-24\", \"2014-03-31\", \"2014-04-07\", \"2014-04-14\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-09-29\", \"2014-10-06\", \"2014-10-13\", \"2014-10-20\", \"2014-11-03\", \"2014-11-10\", \"2014-11-17\", \"2014-11-24\", \"2014-12-08\", \"2015-01-05\", \"2015-01-12\", \"2015-01-26\", \"2015-02-09\", \"2015-02-16\", \"2015-03-02\", \"2015-03-09\", \"2015-03-16\", \"2015-04-20\", \"2015-04-27\", \"2015-05-04\", \"2015-05-11\", \"2015-05-18\", \"2015-09-28\", \"2015-10-05\", \"2015-10-12\", \"2015-10-19\", \"2015-10-26\", \"2015-11-09\", \"2015-11-23\", \"2015-12-07\", \"2015-12-14\", \"2016-01-04\", \"2016-01-11\", \"2016-01-18\", \"2016-02-15\", \"2016-02-22\", \"2016-09-26\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589]}, \"callback\": null}, \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Hell-A Woman\", \"The Whore of Babylon\", \"Fear and Loathing at the Fundraiser\", \"LOL\", \"Absinthe Makes the Heart Grow Fonder\", \"Girls, Interrupted\", \"California Son\", \"Filthy Lucre\", \"The Devil's Threesome\", \"Turn the Page\", \"The Last Waltz\", \"Slip of the Tongue\", \"The Great Ashby\", \"No Way to Treat a Lady\", \"The Raw and the Crooked\", \"Vaginatown\", \"Coke Dick & First Kick\", \"In a Lonely Place\", \"Going Down and Out in Beverly Hills\", \"La Ronde\", \"In Utero\", \"Blues from Laurel Canyon\", \"La Petite Mort\", \"Wish You Were Here\", \"The Land of Rape and Honey\", \"Verities & Balderdash\", \"Zoso\", \"Slow Happy Boys\", \"Glass Houses\", \"So Here's the Thing...\", \"The Apartment\", \"Mr. Bad Example\", \"Dogtown\", \"Comings & Goings\", \"Mia Culpa\", \"Exile on Main St.\", \"Suicide Solution\", \"Home Sweet Home\", \"Monkey Business\", \"Freeze Frame\", \"Lawyers, Guns and Money\", \"The Recused\", \"Lights. Camera. Asshole\", \"Another Perfect Day\", \"The Trial\", \"The Last Supper\", \"...And Justice for All\", \"JFK to LAX\", \"The Way of the Fist\", \"Boys & Girls\", \"Waiting for the Miracle\", \"The Ride Along\", \"Love Song\", \"Here I Go Again\", \"Raw\", \"At the Movies\", \"Perverts & Whores\", \"The Party\", \"Hell Ain't a Bad Place to Be\", \"The Unforgiven\", \"Quitters\", \"Dead Rock Stars\", \"Hell Bent for Leather\", \"Rock and a Hard Place\", \"In the Clouds\", \"The Dope Show\", \"Everybody's a Fucking Critic\", \"Mad Dogs and Englishmen\", \"Blind Faith\", \"The Abby\", \"I'll Lay My Monsters Down\", \"Levon\", \"Julia\", \"Like Father Like Son\", \"Dicks\", \"Getting the Poison Out\", \"Kickoff\", \"Smile\", \"30 Minutes or Less\", \"Faith, Hope, Love\", \"Dinner With Friends\", \"Daughter\", \"Grace\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84], \"y\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83], \"aired\": [\"2007-08-14\", \"2007-08-21\", \"2007-08-28\", \"2007-09-04\", \"2007-09-11\", \"2007-09-18\", \"2007-09-25\", \"2007-10-02\", \"2007-10-09\", \"2007-10-16\", \"2007-10-23\", \"2007-10-30\", \"2008-09-29\", \"2008-10-06\", \"2008-10-13\", \"2008-10-20\", \"2008-10-27\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-11-24\", \"2008-12-01\", \"2008-12-08\", \"2008-12-15\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-10-26\", \"2009-11-02\", \"2009-11-09\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-07\", \"2009-12-14\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-01-31\", \"2011-02-07\", \"2011-02-14\", \"2011-02-21\", \"2011-02-28\", \"2011-03-07\", \"2011-03-14\", \"2011-03-21\", \"2011-03-28\", \"2012-01-09\", \"2012-01-16\", \"2012-01-23\", \"2012-01-30\", \"2012-02-06\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-03-26\", \"2012-04-02\", \"2013-01-14\", \"2013-01-21\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-02-25\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-03-25\", \"2013-04-01\", \"2013-04-08\", \"2014-04-14\", \"2014-04-21\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-05-26\", \"2014-06-02\", \"2014-06-09\", \"2014-06-16\", \"2014-06-23\", \"2014-06-30\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84]}, \"callback\": null}, \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"360a573e-9302-4bc8-805f-bff418ff6953\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"bea73c55-37d1-4f2b-af25-b018c77c2261\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"ff234845-82b4-4a5e-8782-7708f8e58209\"}, \"name\": \"main\"}, \"id\": \"04482194-1a09-4dd3-a1bf-899f57e87368\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"bfcea2d2-81c8-47c1-9d91-8f30f0df1086\"}}, \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"bea73c55-37d1-4f2b-af25-b018c77c2261\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The Simpsons\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"WheelZoomTool\", \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"ResizeTool\", \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"ResetTool\", \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"HelpTool\", \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"HoverTool\", \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"Grid\", \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"Grid\", \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"GlyphRenderer\", \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}}, \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"10251abd-9ac7-4e87-b178-6be087e5a080\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"aaaa3c8b-ee99-4fd2-974f-f39df9c224ae\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}}, \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"06885e42-183a-4807-9999-58dd4e23f549\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"594cc2bf-f80d-4805-916c-8228afafd17b\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"ec4511fb-22f1-4b8e-b612-0eeaf5fac12c\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"The Sopranos\", \"46 Long\", \"Denial, Anger, Acceptance\", \"Meadowlands\", \"College\", \"Pax Soprana\", \"Down Neck\", \"The Legend of Tennessee Moltisanti\", \"Boca\", \"A Hit is a Hit\", \"Nobody Knows Anything\", \"Isabella\", \"I Dream of Jeannie Cusamano\", \"Guy Walks Into a Psychiatrist's Office\", \"Do Not Resuscitate\", \"Toodle-Fucking-Oo\", \"Commendatori\", \"Big Girls Don't Cry\", \"The Happy Wanderer\", \"D-Girl\", \"Full Leather Jacket\", \"From Where to Eternity\", \"Bust Out\", \"House Arrest\", \"The Knight in White Satin Armor\", \"Funhouse\", \"Mr. Ruggerio's Neighborhood\", \"Proshai, Livushka\", \"Fortunate Son\", \"Employee of the Month\", \"Another Toothpick\", \"University\", \"Second Opinion\", \"He Is Risen\", \"The Telltale Moozadell\", \"To Save Us All From Satan's Power\", \"Pine Barrens\", \"Amour Fou\", \"Army of One\", \"For All Debts Public and Private\", \"No-Show\", \"Christopher\", \"The Weight\", \"Pie O My\", \"Everybody Hurts\", \"Watching Too Much Television\", \"Mergers & Acquisitions\", \"Whoever Did This\", \"The Strong, Silent Type\", \"Calling All Cars\", \"Eloise\", \"Whitecaps\", \"Two Tonys\", \"Rat Pack\", \"Where's Johnny?\", \"All Happy Families...\", \"Irregular Around the Margins\", \"Sentimental Education\", \"In Camelot\", \"Marco Polo\", \"Unidentified Black Males\", \"Cold Cuts\", \"The Test Dream\", \"Long Term Parking\", \"All Due Respect\", \"Members Only\", \"Join the Club\", \"Mayham\", \"The Fleshy Part of the Thigh\", \"Mr. & Mrs. John Sacrimoni Request...\", \"Live Free or Die\", \"Luxury Lounge\", \"Johnny Cakes\", \"The Ride\", \"Moe n' Joe\", \"Cold Stones\", \"Kaisha\", \"Soprano Home Movies\", \"Stage 5\", \"Remember When\", \"Chasing It\", \"Walk Like a Man\", \"Kennedy and Heidi\", \"The Second Coming\", \"The Blue Comet\", \"Made in America\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86], \"y\": [8.13461, 8.07613, 8.16393, 8.22829, 8.25964, 8.26171, 8.15616, 8.16304, 8.24722, 8.06534, 8.34218, 8.34311, 8.56637, 8.05172, 7.92727, 8.18269, 8.17757, 8.11385, 8.11429, 8.16993, 8.29373, 8.31313, 8.2116, 8.14085, 8.67308, 8.55016, 8.18831, 7.99327, 8.14141, 8.43137, 8.20144, 8.19795, 8.21555, 8.11228, 7.96667, 8.15603, 8.64873, 8.30847, 8.36806, 8.05822, 8.14394, 7.96617, 8.05682, 8.04651, 8.26923, 8.25498, 8.18219, 8.36293, 8.18605, 7.98367, 8.00797, 8.52918, 8.244, 8.06883, 8.11111, 8.12195, 8.47036, 7.90417, 7.87069, 8.13636, 8.29167, 8.22407, 7.80723, 8.8062, 8.62343, 8.46743, 8.14925, 8.16736, 8.18033, 8.25652, 8.06897, 8.08261, 8.05195, 8.03604, 7.95067, 8.10811, 8.09545, 8.36864, 8.34483, 8.13778, 7.99565, 8.2684, 8.37931, 8.48954, 8.80478, 8.55298], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.13461, 8.07613, 8.16393, 8.22829, 8.25964, 8.26171, 8.15616, 8.16304, 8.24722, 8.06534, 8.34218, 8.34311, 8.56637, 8.05172, 7.92727, 8.18269, 8.17757, 8.11385, 8.11429, 8.16993, 8.29373, 8.31313, 8.2116, 8.14085, 8.67308, 8.55016, 8.18831, 7.99327, 8.14141, 8.43137, 8.20144, 8.19795, 8.21555, 8.11228, 7.96667, 8.15603, 8.64873, 8.30847, 8.36806, 8.05822, 8.14394, 7.96617, 8.05682, 8.04651, 8.26923, 8.25498, 8.18219, 8.36293, 8.18605, 7.98367, 8.00797, 8.52918, 8.244, 8.06883, 8.11111, 8.12195, 8.47036, 7.90417, 7.87069, 8.13636, 8.29167, 8.22407, 7.80723, 8.8062, 8.62343, 8.46743, 8.14925, 8.16736, 8.18033, 8.25652, 8.06897, 8.08261, 8.05195, 8.03604, 7.95067, 8.10811, 8.09545, 8.36864, 8.34483, 8.13778, 7.99565, 8.2684, 8.37931, 8.48954, 8.80478, 8.55298], \"fill_color\": [\"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85], \"aired\": [\"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-01\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-15\", \"1999-03-22\", \"1999-03-29\", \"1999-04-05\", \"2000-01-17\", \"2000-01-24\", \"2000-01-31\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-06\", \"2000-03-13\", \"2000-03-20\", \"2000-03-27\", \"2000-04-03\", \"2000-04-10\", \"2001-03-05\", \"2001-03-05\", \"2001-03-12\", \"2001-03-19\", \"2001-03-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-04-30\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2002-09-16\", \"2002-09-23\", \"2002-09-30\", \"2002-10-07\", \"2002-10-14\", \"2002-10-21\", \"2002-10-28\", \"2002-11-04\", \"2002-11-11\", \"2002-11-18\", \"2002-11-25\", \"2002-12-02\", \"2002-12-09\", \"2004-03-08\", \"2004-03-15\", \"2004-03-22\", \"2004-03-29\", \"2004-04-05\", \"2004-04-12\", \"2004-04-19\", \"2004-04-26\", \"2004-05-03\", \"2004-05-10\", \"2004-05-17\", \"2004-05-24\", \"2004-06-07\", \"2006-03-13\", \"2006-03-20\", \"2006-03-27\", \"2006-04-03\", \"2006-04-10\", \"2006-04-17\", \"2006-04-24\", \"2006-05-01\", \"2006-05-08\", \"2006-05-15\", \"2006-05-22\", \"2006-06-05\", \"2007-04-09\", \"2007-04-16\", \"2007-04-23\", \"2007-04-30\", \"2007-05-07\", \"2007-05-14\", \"2007-05-21\", \"2007-06-04\", \"2007-06-11\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86]}, \"callback\": null}, \"id\": \"573d0e5c-81e5-408d-855e-eae16eecd441\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}}, \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"093175b4-fa4e-4724-b591-f80cd347545c\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"655433fe-d18d-48e6-bfc7-cc01207ce1bb\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}}, \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"95f1b7a8-7f6a-4e0e-8ef9-253df3f7d1af\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"843c37d6-d285-4eb1-9c5b-e3c4707e1b6f\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"360a573e-9302-4bc8-805f-bff418ff6953\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\", \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"f2b47715-42a3-4c3c-8ed6-c606f0b5ee89\", \"modelid\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"notebook_comms_target\": \"6ab7205e-142a-40d8-8e3d-8e518f733edb\", \"elementid\": \"cb7ab417-ab0c-4f8a-a2d3-6d8d657194ab\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('The Sopranos')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Denke ich an Lilyhammer muss ich natürlich auch an die Sopranos denken. Der gute Steven Van Zandt. Ich hätte nie gedacht das ich eine Serie über die Mafia so gut finden würde. Ich wurde eines besseren belehrt. Alles in mich aufgesogen. Hammer. Ist jetzt schon ein paar Jahre her und die Serie sitzt in DVD-Boxen in Schrank und wartet auf ein Wiedersehen."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Community"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 13,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"22c2c8eb-6a24-4d6b-bc39-09dc14f6a06e\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"22c2c8eb-6a24-4d6b-bc39-09dc14f6a06e\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '22c2c8eb-6a24-4d6b-bc39-09dc14f6a06e' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"b4da9be5-fe81-4f77-b5a8-fb535021326f\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}}, \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1a89ef77-c160-4de5-a582-2b04dbc95b69\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"9940e7c0-209d-4caa-a5c5-20cbf6ea40dc\"}}, \"id\": \"11f2c4dd-f6c3-4ca4-b7f5-2edfa18be276\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"8e2e858c-076d-4eb4-9e86-c0cea7a46256\"}}, \"id\": \"b3b5f0d1-1e9e-4559-8645-6e30d2a90be7\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"c349e1b2-0b83-45dd-a933-4149ae2abbb8\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}}, \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}}, \"id\": \"1cf73cf8-4b59-4008-9027-3144e93516cf\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Spanish 101\", \"Introduction to Film\", \"Social Psychology\", \"Advanced Criminal Law\", \"Football, Feminism and You\", \"Introduction to Statistics\", \"Home Economics\", \"Debate 109\", \"Environmental Science\", \"The Politics of Human Sexuality\", \"Comparative Religion\", \"Investigative Journalism\", \"Interpretive Dance\", \"Romantic Expressionism\", \"Communication Studies\", \"Physical Education\", \"Basic Genealogy\", \"Beginner Pottery\", \"The Science of Illusion\", \"Contemporary American Poultry\", \"The Art of Discourse\", \"Modern Warfare\", \"English as a Second Language\", \"Pascal's Triangle Revisited\", \"Anthropology 101\", \"Accounting for Lawyers\", \"The Psychology of Letting Go\", \"Basic Rocket Science\", \"Messianic Myths and Ancient Peoples\", \"Epidemiology\", \"Aerodynamics of Gender\", \"Cooperative Calligraphy\", \"Conspiracy Theories and Interior Design\", \"Mixology Certification\", \"Abed's Uncontrollable Christmas\", \"Asian Population Studies\", \"Celebrity Pharmacology\", \"Advanced Dungeons & Dragons\", \"Early 21st Century Romanticism\", \"Intermediate Documentary Filmmaking\", \"Intro to Political Science\", \"Custody Law and Eastern European Diplomacy\", \"Critical Film Studies\", \"Competitive Wine Tasting\", \"Paradigms of Human Memory\", \"Applied Anthropology and Culinary Arts\", \"A Fistful of Paintballs (1)\", \"For a Few Paintballs More (2)\", \"Biology 101\", \"Geography of Global Conflict\", \"Competitive Ecology\", \"Remedial Chaos Theory\", \"Horror Fiction in Seven Spooky Steps\", \"Advanced Gay\", \"Studies in Modern Movement\", \"Documentary Filmmaking: Redux\", \"Foosball and Nocturnal Vigilantism\", \"Regional Holiday Music\", \"Urban Matrimony and the Sandwich Arts\", \"Contemporary Impressionists\", \"Digital Exploration of Interior Design (1)\", \"Pillows and Blankets (2)\", \"Origins of Vampire Mythology\", \"Virtual Systems Analysis\", \"Basic Lupine Urology\", \"Course Listing Unavailable\", \"Curriculum Unavailable\", \"Digital Estate Planning\", \"The First Chang Dynasty\", \"Introduction to Finality\", \"History 101\", \"Paranormal Parentage\", \"Conventions of Space and Time\", \"Alternative History of the German Invasion\", \"Cooperative Escapism in Familial Relations\", \"Advanced Documentary Filmmaking\", \"Economics of Marine Biology\", \"Herstory of Dance\", \"Intro to Felt Surrogacy\", \"Intro to Knots\", \"Basic Human Anatomy\", \"Heroic Origins\", \"Advanced Introduction to Finality\", \"Repilot\", \"Introduction to Teaching\", \"Basic Intergluteal Numismatics\", \"Cooperative Polygraphy\", \"Geothermal Escapism\", \"Analysis of Cork-Based Networking\", \"Bondage and Beta Male Sexuality\", \"App Development and Condiments\", \"VCR Maintenance and Educational Publishing\", \"Advanced Advanced Dungeons & Dragons\", \"G.I. Jeff\", \"Basic Story\", \"Basic Sandwich\", \"Ladders\", \"Lawnmower Maintenance and Postnatal Care\", \"Basic Crisis Room Decorum\", \"Queer Studies and Advanced Waxing\", \"Laws of Robotics and Party Rights\", \"Basic Email Security\", \"Advanced Safety Features\", \"Intro to Recycled Cinema\", \"Grifting 101\", \"Basic RV Repair and Palmistry\", \"Modern Espionage\", \"Wedding Videography\", \"Emotional Consequences of Broadcast Television\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110], \"y\": [8.02054, 8.10309, 8.26287, 8.39302, 8.25234, 8.13658, 8.59265, 8.13354, 8.5304, 8.35188, 8.11881, 8.38079, 8.11304, 8.27598, 8.2356, 8.34507, 8.68937, 8.27113, 8.2548, 8.44948, 8.55, 8.05925, 9.24129, 8.24205, 8.46749, 8.44517, 8.32642, 8.29837, 8.46714, 8.13455, 8.5536, 8.22491, 8.33058, 8.85557, 8.26435, 7.88835, 8.16814, 8.09124, 8.93939, 8.25181, 8.29433, 8.42446, 7.9296, 8.5, 8.15614, 8.32315, 8.24194, 9.11034, 9.07504, 8.01896, 8.25247, 8.16897, 9.10839, 8.47923, 8.21575, 8.57254, 8.39638, 8.34975, 8.20994, 8.21384, 8.36321, 8.52489, 8.86003, 8.23639, 8.52286, 8.81312, 8.25077, 8.68017, 9.05183, 8.61029, 8.54463, 7.60239, 7.68639, 7.75852, 7.80702, 7.83113, 7.93505, 7.58885, 7.99671, 7.6129, 7.93919, 8.04927, 8.08129, 8.03753, 7.86429, 8.10847, 8.12623, 8.34061, 8.60647, 8.00273, 7.79065, 8.28207, 7.98868, 8.09639, 7.45155, 7.77304, 8.12694, 7.44302, 7.42788, 7.45679, 7.54835, 7.51671, 7.3992, 7.45417, 7.44979, 7.37681, 7.13366, 7.97885, 7.66514, 8.44258], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.02054, 8.10309, 8.26287, 8.39302, 8.25234, 8.13658, 8.59265, 8.13354, 8.5304, 8.35188, 8.11881, 8.38079, 8.11304, 8.27598, 8.2356, 8.34507, 8.68937, 8.27113, 8.2548, 8.44948, 8.55, 8.05925, 9.24129, 8.24205, 8.46749, 8.44517, 8.32642, 8.29837, 8.46714, 8.13455, 8.5536, 8.22491, 8.33058, 8.85557, 8.26435, 7.88835, 8.16814, 8.09124, 8.93939, 8.25181, 8.29433, 8.42446, 7.9296, 8.5, 8.15614, 8.32315, 8.24194, 9.11034, 9.07504, 8.01896, 8.25247, 8.16897, 9.10839, 8.47923, 8.21575, 8.57254, 8.39638, 8.34975, 8.20994, 8.21384, 8.36321, 8.52489, 8.86003, 8.23639, 8.52286, 8.81312, 8.25077, 8.68017, 9.05183, 8.61029, 8.54463, 7.60239, 7.68639, 7.75852, 7.80702, 7.83113, 7.93505, 7.58885, 7.99671, 7.6129, 7.93919, 8.04927, 8.08129, 8.03753, 7.86429, 8.10847, 8.12623, 8.34061, 8.60647, 8.00273, 7.79065, 8.28207, 7.98868, 8.09639, 7.45155, 7.77304, 8.12694, 7.44302, 7.42788, 7.45679, 7.54835, 7.51671, 7.3992, 7.45417, 7.44979, 7.37681, 7.13366, 7.97885, 7.66514, 8.44258], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"1.25\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109], \"aired\": [\"2009-09-17\", \"2009-09-24\", \"2009-10-01\", \"2009-10-08\", \"2009-10-15\", \"2009-10-22\", \"2009-10-29\", \"2009-11-05\", \"2009-11-12\", \"2009-11-19\", \"2009-12-03\", \"2009-12-10\", \"2010-01-14\", \"2010-01-21\", \"2010-02-04\", \"2010-02-11\", \"2010-03-04\", \"2010-03-11\", \"2010-03-18\", \"2010-03-25\", \"2010-04-22\", \"2010-04-29\", \"2010-05-06\", \"2010-05-13\", \"2010-05-20\", \"2010-09-23\", \"2010-09-30\", \"2010-10-07\", \"2010-10-14\", \"2010-10-21\", \"2010-10-28\", \"2010-11-04\", \"2010-11-11\", \"2010-11-18\", \"2010-12-02\", \"2010-12-09\", \"2011-01-20\", \"2011-01-27\", \"2011-02-03\", \"2011-02-10\", \"2011-02-17\", \"2011-02-24\", \"2011-03-17\", \"2011-03-24\", \"2011-04-14\", \"2011-04-21\", \"2011-04-28\", \"2011-05-05\", \"2011-05-12\", \"2011-09-22\", \"2011-09-29\", \"2011-10-06\", \"2011-10-13\", \"2011-10-27\", \"2011-11-03\", \"2011-11-10\", \"2011-11-17\", \"2011-12-01\", \"2011-12-08\", \"2012-03-15\", \"2012-03-22\", \"2012-03-29\", \"2012-04-05\", \"2012-04-12\", \"2012-04-19\", \"2012-04-26\", \"2012-05-03\", \"2012-05-10\", \"2012-05-17\", \"2012-05-17\", \"2012-05-17\", \"2013-02-07\", \"2013-02-14\", \"2013-02-21\", \"2013-02-28\", \"2013-03-07\", \"2013-03-14\", \"2013-03-21\", \"2013-04-04\", \"2013-04-11\", \"2013-04-18\", \"2013-04-25\", \"2013-05-02\", \"2013-05-09\", \"2014-01-02\", \"2014-01-02\", \"2014-01-09\", \"2014-01-16\", \"2014-01-23\", \"2014-01-30\", \"2014-02-27\", \"2014-03-06\", \"2014-03-13\", \"2014-03-20\", \"2014-04-03\", \"2014-04-10\", \"2014-04-17\", \"2015-03-17\", \"2015-03-17\", \"2015-03-24\", \"2015-03-31\", \"2015-04-07\", \"2015-04-14\", \"2015-04-21\", \"2015-04-28\", \"2015-05-05\", \"2015-05-12\", \"2015-05-19\", \"2015-05-26\", \"2015-06-02\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110]}, \"callback\": null}, \"id\": \"66678f65-deff-475f-949d-03757613a9c7\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"655433fe-d18d-48e6-bfc7-cc01207ce1bb\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Downton Abbey\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"WheelZoomTool\", \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"BoxZoomTool\", \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"ResizeTool\", \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"ResetTool\", \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"HelpTool\", \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"HoverTool\", \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"Grid\", \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}}, \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"f02ae6b8-4c9b-4916-bab2-a139185299e1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Lilyhammer\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"d658985e-d7c6-4f19-90d1-eb10286b1c49\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"7b9be790-3ea4-4299-a619-58b28a587275\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"d7e5eb45-b73a-4119-83b0-d3a749b888c8\"}, {\"type\": \"WheelZoomTool\", \"id\": \"26bc9daa-07b5-4e76-8b04-bf8b10ef0f30\"}, {\"type\": \"BoxZoomTool\", \"id\": \"1cf73cf8-4b59-4008-9027-3144e93516cf\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"4de902aa-7ccf-4736-a9d6-d7faffc30f4e\"}, {\"type\": \"ResizeTool\", \"id\": \"f073501d-568d-482e-8f2b-428350eb2389\"}, {\"type\": \"ResetTool\", \"id\": \"843c37d6-d285-4eb1-9c5b-e3c4707e1b6f\"}, {\"type\": \"HelpTool\", \"id\": \"ec4511fb-22f1-4b8e-b612-0eeaf5fac12c\"}, {\"type\": \"HoverTool\", \"id\": \"06885e42-183a-4807-9999-58dd4e23f549\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}, {\"type\": \"Grid\", \"id\": \"6ef1db80-ffe1-45f0-a976-32d74f486a2b\"}, {\"type\": \"LinearAxis\", \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}, {\"type\": \"Grid\", \"id\": \"cbade181-0bf4-4333-ac97-348a55cb1d9f\"}, {\"type\": \"BoxAnnotation\", \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}, {\"type\": \"GlyphRenderer\", \"id\": \"04482194-1a09-4dd3-a1bf-899f57e87368\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"aaaa3c8b-ee99-4fd2-974f-f39df9c224ae\"}}, \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"9940e7c0-209d-4caa-a5c5-20cbf6ea40dc\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"08373382-0784-4d1b-9b97-b2853640e3d8\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"f5e698a4-740b-47ce-b703-5d8f3579fc5b\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}}, \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c7718c87-a95e-4911-b948-7933b10d2772\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"e7ab54e9-5554-4437-9a16-79bb428bdcb9\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e1afb393-78b9-4e15-bc66-a49a6e7c18cf\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"8eaacfb6-06a2-4107-a901-38ed63c9733d\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"c7017c4f-20c1-425e-bae1-65a9a862cf0e\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"930be448-785e-4300-80f5-39349b0160be\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, \"name\": \"main\"}, \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}}, \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"1a89ef77-c160-4de5-a582-2b04dbc95b69\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Community\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"846c879d-8a79-40f6-b510-1f5a5632e602\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"36906f9b-039f-48c2-993e-7e6f76498336\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"c349e1b2-0b83-45dd-a933-4149ae2abbb8\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"4717d986-e989-4741-b979-34d0575a3249\"}, {\"type\": \"WheelZoomTool\", \"id\": \"ac07b0d9-966a-494a-a16c-7e9dde2411b3\"}, {\"type\": \"BoxZoomTool\", \"id\": \"b3b5f0d1-1e9e-4559-8645-6e30d2a90be7\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"afdf5a7f-a2b6-4ed3-bd8e-30b46fca1aa8\"}, {\"type\": \"ResizeTool\", \"id\": \"f02ae6b8-4c9b-4916-bab2-a139185299e1\"}, {\"type\": \"ResetTool\", \"id\": \"9efa66d2-01bd-4319-bb2a-a5487c7fd199\"}, {\"type\": \"HelpTool\", \"id\": \"35f68355-2bf4-431e-9553-9e62f274a54e\"}, {\"type\": \"HoverTool\", \"id\": \"34fec148-7a06-49ea-98fc-04e15e66055d\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"2039f47e-0c26-4f3d-b916-b1f884930c0b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"846c879d-8a79-40f6-b510-1f5a5632e602\"}, {\"type\": \"Grid\", \"id\": \"f5e698a4-740b-47ce-b703-5d8f3579fc5b\"}, {\"type\": \"LinearAxis\", \"id\": \"2039f47e-0c26-4f3d-b916-b1f884930c0b\"}, {\"type\": \"Grid\", \"id\": \"8eaacfb6-06a2-4107-a901-38ed63c9733d\"}, {\"type\": \"BoxAnnotation\", \"id\": \"8e2e858c-076d-4eb4-9e86-c0cea7a46256\"}, {\"type\": \"GlyphRenderer\", \"id\": \"fb111b23-bc1f-49ad-8b61-67e5d977a955\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"44054376-753d-4b89-9d5d-f4f50e3e045c\"}}, \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, \"name\": \"main\"}, \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"d658985e-d7c6-4f19-90d1-eb10286b1c49\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Bicycle Thief\", \"Come Fly with Me\", \"The Incident\", \"Coal Digger\", \"Run for Your Wife\", \"En Garde\", \"Great Expectations\", \"Fizbo\", \"Undeck the Halls\", \"Up All Night\", \"Not in My House\", \"Fifteen Percent\", \"Moon Landing\", \"My Funky Valentine\", \"Fears\", \"Truth Be Told\", \"Starry Night\", \"Game Changer\", \"Benched\", \"Travels with Scout\", \"Airport 2010\", \"Hawaii\", \"Family Portrait\", \"The Old Wagon\", \"The Kiss\", \"Earthquake\", \"Strangers on a Treadmill\", \"Unplugged\", \"Halloween\", \"Chirp\", \"Manny Get Your Gun\", \"Mother Tucker\", \"Dance Dance Revelation\", \"Slow Down Your Neighbors\", \"Our Children, Ourselves\", \"Caught in the Act\", \"Bixby's Back\", \"Princess Party\", \"Regrets Only\", \"Two Monkeys and a Panda\", \"Boys' Night\", \"The Musical Man\", \"Someone to Watch Over Lily\", \"Mother's Day\", \"Good Cop, Bad Dog\", \"See You Next Fall\", \"The One That Got Away\", \"Dude Ranch\", \"When Good Kids Go Bad\", \"Phil on Wire\", \"Door to Door\", \"Hit and Run\", \"Go Bullfrogs!\", \"Treehouse\", \"After the Fire\", \"Punkin Chunkin\", \"Express Christmas\", \"Lifetime Supply\", \"Egg Drop\", \"Little Bo Bleep\", \"Me? Jealous?\", \"Aunt Mommy\", \"Virgin Territory\", \"Leap Day\", \"Send Out the Clowns\", \"Election Day\", \"The Last Walt\", \"Planes, Trains and Cars\", \"Disneyland\", \"Tableau Vivant\", \"Baby on Board\", \"Bringing Up Baby\", \"Schooled\", \"Snip\", \"The Butler's Escape\", \"Open House of Horrors\", \"Yard Sale\", \"Arrested\", \"Mistery Date\", \"When a Tree Falls\", \"Diamond in the Rough\", \"New Year's Eve\", \"Party Crasher\", \"Fulgencio\", \"A Slight at the Opera\", \"Heart Broken\", \"Bad Hair Day\", \"Best Men\", \"The Wow Factor\", \"The Future Dunphys\", \"Flip Flop\", \"Career Day\", \"My Hero\", \"Games People Play\", \"Goodnight, Gracie\", \"Suddenly, Last Summer\", \"First Days\", \"Larry's Wife\", \"Farm Strong\", \"The Late Show\", \"The Help\", \"A Fair to Remember\", \"ClosetCon '13\", \"The Big Game\", \"The Old Man & the Tree\", \"And One to Grow On\", \"Under Pressure\", \"Three Dinners\", \"iSpy\", \"The Feud\", \"Spring-a-Ding-Fling\", \"Other People's Children\", \"Las Vegas\", \"A Hard Jay's Night\", \"Australia\", \"Sleeper\", \"Message Received\", \"The Wedding (1)\", \"The Wedding (2)\", \"The Long Honeymoon\", \"Do Not Push\", \"The Cold\", \"Marco Polo\", \"Won't You Be Our Neighbor\", \"Halloween 3: AwesomeLand\", \"Queer Eyes, Full Hearts\", \"Three Turkeys\", \"Strangers in the Night\", \"Haley's 21st Birthday\", \"The Day We Almost Died\", \"The Big Guns\", \"Rash Decisions\", \"Valentine's Day 4: Twisted Sister\", \"Fight or Flight\", \"Connection Lost\", \"Closet? You'll Love It!\", \"Spring Break\", \"Grill, Interrupted\", \"Knock 'em Down\", \"Integrity\", \"Patriot Games\", \"Crying Out Loud\", \"American Skyper\", \"Summer Lovin'\", \"The Day Alex Left for College\", \"The Closet Case\", \"She Crazy\", \"The Verdict\", \"The More You Ignore Me\", \"Phil's Sexy, Sexy House\", \"Clean Out Your Junk Drawer\", \"White Christmas\", \"Playdates\", \"Spread Your Wings\", \"Clean for a Day\", \"Thunk in the Trunk\", \"I Don't Know How She Does It\", \"The Cover-Up\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159], \"y\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"fill_color\": [\"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"5.23\", \"5.24\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158], \"aired\": [\"2009-09-24\", \"2009-10-01\", \"2009-10-08\", \"2009-10-15\", \"2009-10-22\", \"2009-10-29\", \"2009-11-05\", \"2009-11-19\", \"2009-11-26\", \"2009-12-10\", \"2010-01-07\", \"2010-01-14\", \"2010-01-21\", \"2010-02-04\", \"2010-02-11\", \"2010-03-04\", \"2010-03-11\", \"2010-03-25\", \"2010-04-01\", \"2010-04-15\", \"2010-04-29\", \"2010-05-06\", \"2010-05-13\", \"2010-05-20\", \"2010-09-23\", \"2010-09-30\", \"2010-10-07\", \"2010-10-14\", \"2010-10-21\", \"2010-10-28\", \"2010-11-04\", \"2010-11-18\", \"2010-11-25\", \"2010-12-09\", \"2011-01-06\", \"2011-01-13\", \"2011-01-20\", \"2011-02-10\", \"2011-02-17\", \"2011-02-24\", \"2011-03-03\", \"2011-03-24\", \"2011-04-14\", \"2011-04-21\", \"2011-05-05\", \"2011-05-12\", \"2011-05-19\", \"2011-05-26\", \"2011-09-22\", \"2011-09-22\", \"2011-09-29\", \"2011-10-06\", \"2011-10-13\", \"2011-10-20\", \"2011-11-03\", \"2011-11-17\", \"2011-11-24\", \"2011-12-08\", \"2012-01-05\", \"2012-01-12\", \"2012-01-19\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-15\", \"2012-04-12\", \"2012-04-19\", \"2012-05-03\", \"2012-05-10\", \"2012-05-17\", \"2012-05-24\", \"2012-09-27\", \"2012-10-11\", \"2012-10-11\", \"2012-10-18\", \"2012-10-25\", \"2012-11-01\", \"2012-11-08\", \"2012-11-15\", \"2012-11-29\", \"2012-12-13\", \"2013-01-10\", \"2013-01-17\", \"2013-01-24\", \"2013-02-07\", \"2013-02-14\", \"2013-02-21\", \"2013-02-28\", \"2013-03-28\", \"2013-04-04\", \"2013-04-11\", \"2013-05-02\", \"2013-05-09\", \"2013-05-16\", \"2013-05-23\", \"2013-09-26\", \"2013-09-26\", \"2013-10-03\", \"2013-10-10\", \"2013-10-17\", \"2013-10-24\", \"2013-11-14\", \"2013-11-21\", \"2013-12-05\", \"2013-12-12\", \"2014-01-09\", \"2014-01-16\", \"2014-01-23\", \"2014-02-06\", \"2014-02-27\", \"2014-03-06\", \"2014-03-13\", \"2014-03-27\", \"2014-04-03\", \"2014-04-24\", \"2014-05-01\", \"2014-05-08\", \"2014-05-15\", \"2014-05-22\", \"2014-09-25\", \"2014-10-02\", \"2014-10-09\", \"2014-10-16\", \"2014-10-23\", \"2014-10-30\", \"2014-11-13\", \"2014-11-20\", \"2014-12-04\", \"2014-12-11\", \"2015-01-08\", \"2015-01-15\", \"2015-02-05\", \"2015-02-12\", \"2015-02-19\", \"2015-02-26\", \"2015-03-05\", \"2015-03-26\", \"2015-04-02\", \"2015-04-23\", \"2015-04-30\", \"2015-05-07\", \"2015-05-14\", \"2015-05-21\", \"2015-09-24\", \"2015-10-01\", \"2015-10-08\", \"2015-10-15\", \"2015-10-22\", \"2015-11-12\", \"2015-11-19\", \"2015-12-03\", \"2015-12-10\", \"2016-01-07\", \"2016-01-14\", \"2016-02-11\", \"2016-02-18\", null, null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159]}, \"callback\": null}, \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"44c84aba-703c-4073-bccb-62ae22342fa0\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"c7017c4f-20c1-425e-bae1-65a9a862cf0e\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"66678f65-deff-475f-949d-03757613a9c7\"}, \"name\": \"main\"}, \"id\": \"fb111b23-bc1f-49ad-8b61-67e5d977a955\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"44c84aba-703c-4073-bccb-62ae22342fa0\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e1afb393-78b9-4e15-bc66-a49a6e7c18cf\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"1eb2c9d6-9193-4bea-b84d-ecfaa6ee7555\"}}, \"id\": \"2039f47e-0c26-4f3d-b916-b1f884930c0b\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Christmas Day\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48], \"y\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"fill_color\": [\"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47], \"aired\": [\"2010-09-26\", \"2010-10-03\", \"2010-10-10\", \"2010-10-17\", \"2010-10-24\", \"2010-10-31\", \"2010-11-07\", \"2011-09-18\", \"2011-09-25\", \"2011-10-02\", \"2011-10-09\", \"2011-10-16\", \"2011-10-23\", \"2011-10-30\", \"2011-11-06\", \"2012-09-16\", \"2012-09-23\", \"2012-09-30\", \"2012-10-07\", \"2012-10-14\", \"2012-10-21\", \"2012-10-28\", \"2012-11-04\", \"2013-09-22\", \"2013-09-29\", \"2013-10-06\", \"2013-10-13\", \"2013-10-20\", \"2013-10-27\", \"2013-11-03\", \"2013-11-10\", \"2014-09-21\", \"2014-09-28\", \"2014-10-05\", \"2014-10-12\", \"2014-10-19\", \"2014-10-26\", \"2014-11-02\", \"2014-11-09\", \"2015-09-20\", \"2015-09-27\", \"2015-10-04\", \"2015-10-11\", \"2015-10-18\", \"2015-10-25\", \"2015-11-01\", \"2015-11-08\", null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48]}, \"callback\": null}, \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}}, \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"6ef1db80-ffe1-45f0-a976-32d74f486a2b\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"1eb2c9d6-9193-4bea-b84d-ecfaa6ee7555\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"df130bcd-1f0f-47de-a7ab-965cf030dd52\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Deep Throat\", \"Squeeze\", \"Conduit\", \"The Jersey Devil\", \"Shadows\", \"Ghost in the Machine\", \"Ice\", \"Space\", \"Fallen Angel\", \"Eve\", \"Fire\", \"Beyond the Sea\", \"Gender Bender\", \"Lazarus\", \"Young at Heart\", \"E.B.E.\", \"Miracle Man\", \"Shapes\", \"Darkness Falls\", \"Tooms\", \"Born Again\", \"Roland\", \"The Erlenmeyer Flask\", \"Little Green Men\", \"The Host\", \"Blood\", \"Sleepless\", \"Duane Barry (1)\", \"Ascension (2)\", \"3\", \"One Breath\", \"Firewalker\", \"Red Museum\", \"Excelsis Dei\", \"Aubrey\", \"Irresistible\", \"Die Hand Die Verletzt\", \"Fresh Bones\", \"Colony (1)\", \"End Game (2)\", \"Fearful Symmetry\", \"D\\u00f8d Kalm\", \"Humbug\", \"The Calusari\", \"F. Emasculata\", \"Soft Light\", \"Our Town\", \"Anasazi (1)\", \"The Blessing Way (2)\", \"Paper Clip (3)\", \"D.P.O.\", \"Clyde Bruckman's Final Repose\", \"The List\", \"2Shy\", \"The Walk\", \"Oubliette\", \"Nisei (1)\", \"731 (2)\", \"Revelations\", \"War of the Coprophages\", \"Syzygy\", \"Grotesque\", \"Piper Maru (1)\", \"Apocrypha (2)\", \"Pusher\", \"Teso Dos Bichos\", \"Hell Money\", \"Jose Chung's 'From Outer Space'\", \"Avatar\", \"Quagmire\", \"Wetwired\", \"Talitha Cumi (1)\", \"Herrenvolk (2)\", \"Home\", \"Teliko\", \"Unruhe\", \"The Field Where I Died\", \"Sanguinarium\", \"Musings of a Cigarette Smoking Man\", \"Tunguska (1)\", \"Terma (2)\", \"Paper Hearts\", \"El Mundo Gira\", \"Leonard Betts\", \"Never Again\", \"Memento Mori\", \"Kaddish\", \"Unrequited\", \"Tempus Fugit (1)\", \"Max (2)\", \"Synchrony\", \"Small Potatoes\", \"Zero-Sum\", \"Elegy\", \"Demons\", \"Gethsemane (1)\", \"Redux (2)\", \"Redux II (3)\", \"Unusual Suspects\", \"Detour\", \"The Post-Modern Prometheus\", \"Christmas Carol (1)\", \"Emily (2)\", \"Kitsunegari\", \"Schizogeny\", \"Chinga\", \"Kill Switch\", \"Bad Blood\", \"Patient X (1)\", \"The Red and the Black (2)\", \"Travelers\", \"Mind's Eye\", \"All Souls\", \"The Pine Bluff Variant\", \"Folie \\u00e0 Deux\", \"The End\", \"The Beginning\", \"Drive\", \"Triangle\", \"Dreamland (1)\", \"Dreamland II (2)\", \"How The Ghosts Stole Christmas\", \"Terms of Endearment\", \"The Rain King\", \"S.R. 819\", \"Tithonus\", \"Two Fathers (1)\", \"One Son (2)\", \"Agua Mala\", \"Monday\", \"Arcadia\", \"Alpha\", \"Trevor\", \"Milagro\", \"The Unnatural\", \"Three of a Kind\", \"Field Trip\", \"Biogenesis (1)\", \"The Sixth Extinction (2)\", \"The Sixth Extinction II: Amor Fati (3)\", \"Hungry\", \"Millennium\", \"Rush\", \"The Goldberg Variation\", \"Orison\", \"The Amazing Maleeni\", \"Signs & Wonders\", \"Sein und Zeit (1)\", \"Closure (2)\", \"X-COPS\", \"First Person Shooter\", \"Theef\", \"En Ami\", \"Chimera\", \"all things\", \"Brand X\", \"Hollywood A.D.\", \"Fight Club\", \"Je Souhaite\", \"Requiem\", \"Within (1)\", \"Without (2)\", \"Patience\", \"Roadrunners\", \"Invocation\", \"Redrum\", \"Via Negativa\", \"Surekill\", \"Salvage\", \"Badlaa\", \"The Gift\", \"Medusa\", \"Per Manum\", \"This Is Not Happening (1)\", \"Deadalive (2)\", \"Three Words\", \"Empedocles\", \"Vienen\", \"Alone\", \"Essence (1)\", \"Existence (2)\", \"Nothing Important Happened Today (1)\", \"Nothing Important Happened Today II (2)\", \"D\\u00e6monicus\", \"4-D\", \"Lord of the Flies\", \"Trust No 1\", \"John Doe\", \"Hellbound\", \"Provenance (1)\", \"Providence (2)\", \"Audrey Pauley\", \"Underneath\", \"Improbable\", \"Scary Monsters\", \"Jump the Shark\", \"William\", \"Release\", \"Sunshine Days\", \"The Truth (1)\", \"The Truth (2)\", \"My Struggle\", \"Founder's Mutation\", \"Mulder And Scully Meet the Were-Monster\", \"Home Again\", \"Babylon\", \"My Struggle II\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208], \"y\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10], \"rating\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"fill_color\": [\"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"2.25\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207], \"aired\": [\"1993-09-11\", \"1993-09-18\", \"1993-09-25\", \"1993-10-02\", \"1993-10-09\", \"1993-10-23\", \"1993-10-30\", \"1993-11-06\", \"1993-11-13\", \"1993-11-20\", \"1993-12-11\", \"1993-12-18\", \"1994-01-08\", \"1994-01-22\", \"1994-02-05\", \"1994-02-12\", \"1994-02-19\", \"1994-03-19\", \"1994-04-02\", \"1994-04-16\", \"1994-04-23\", \"1994-04-30\", \"1994-05-07\", \"1994-05-14\", \"1994-09-17\", \"1994-09-24\", \"1994-10-01\", \"1994-10-08\", \"1994-10-15\", \"1994-10-22\", \"1994-11-05\", \"1994-11-12\", \"1994-11-19\", \"1994-12-10\", \"1994-12-17\", \"1995-01-07\", \"1995-01-14\", \"1995-01-28\", \"1995-02-04\", \"1995-02-11\", \"1995-02-18\", \"1995-02-25\", \"1995-03-11\", \"1995-04-01\", \"1995-04-15\", \"1995-04-29\", \"1995-05-06\", \"1995-05-13\", \"1995-05-20\", \"1995-09-23\", \"1995-09-30\", \"1995-10-07\", \"1995-10-14\", \"1995-10-21\", \"1995-11-04\", \"1995-11-11\", \"1995-11-18\", \"1995-11-25\", \"1995-12-02\", \"1995-12-16\", \"1996-01-06\", \"1996-01-27\", \"1996-02-03\", \"1996-02-10\", \"1996-02-17\", \"1996-02-24\", \"1996-03-09\", \"1996-03-30\", \"1996-04-13\", \"1996-04-27\", \"1996-05-04\", \"1996-05-11\", \"1996-05-18\", \"1996-10-05\", \"1996-10-12\", \"1996-10-19\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1997-01-13\", \"1997-01-27\", \"1997-02-03\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-17\", \"1997-03-24\", \"1997-04-07\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-01\", \"1997-12-08\", \"1997-12-15\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-30\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-11-30\", \"1998-12-07\", \"1998-12-14\", \"1999-01-04\", \"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-29\", \"1999-04-12\", \"1999-04-19\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-06\", \"1999-12-13\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-13\", \"2000-03-20\", \"2000-04-03\", \"2000-04-10\", \"2000-04-17\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-01-22\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-14\", \"2002-01-28\", \"2002-03-04\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-15\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-20\", \"2016-01-25\", \"2016-01-26\", \"2016-02-02\", \"2016-02-09\", \"2016-02-16\", \"2016-02-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208]}, \"callback\": null}, \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7b9be790-3ea4-4299-a619-58b28a587275\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"8e2e858c-076d-4eb4-9e86-c0cea7a46256\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"8474ffb9-7fde-444a-bde8-dd0538c19e66\"}}, \"id\": \"a95ccef9-70ac-4378-8bbf-8a684e869b15\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"26bc9daa-07b5-4e76-8b04-bf8b10ef0f30\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"635b0d90-420e-490c-b15c-ff1e964363d1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"de0eace1-cd4b-4b14-bd41-3ce8c4034f32\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"bfcea2d2-81c8-47c1-9d91-8f30f0df1086\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"afdf5a7f-a2b6-4ed3-bd8e-30b46fca1aa8\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"8474ffb9-7fde-444a-bde8-dd0538c19e66\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"503de474-208e-4d05-8bd5-9c7d1edab3e1\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"4de902aa-7ccf-4736-a9d6-d7faffc30f4e\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}}, \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}}, \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"de0eace1-cd4b-4b14-bd41-3ce8c4034f32\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"635b0d90-420e-490c-b15c-ff1e964363d1\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"573d0e5c-81e5-408d-855e-eae16eecd441\"}, \"name\": \"main\"}, \"id\": \"743bb32d-e45a-434e-b72b-ae72488a19eb\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"ac07b0d9-966a-494a-a16c-7e9dde2411b3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"cbade181-0bf4-4333-ac97-348a55cb1d9f\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}}, \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e7ab54e9-5554-4437-9a16-79bb428bdcb9\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"285fb085-c952-4137-aec2-5e3ebc6b314f\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"d7e5eb45-b73a-4119-83b0-d3a749b888c8\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, \"name\": \"main\"}, \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"e1afb393-78b9-4e15-bc66-a49a6e7c18cf\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"74b392b2-d0e1-4346-b8e2-76c3f0795256\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"9efa66d2-01bd-4319-bb2a-a5487c7fd199\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"f073501d-568d-482e-8f2b-428350eb2389\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"24a11981-e4fc-43ac-a410-4153bc0959ed\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Reality Check\", \"The Flamingo\", \"Guantanamo Blues\", \"The Midwife\", \"My Kind of Town\", \"Pack Your Lederhosen\", \"The Babysitter\", \"Trolls\", \"Milwall Brick\", \"Out of Africa\", \"Fiddler's Green\", \"The Black Toe\", \"The Island\", \"Special Education\", \"The Freezer\", \"Ghosts\", \"Tiger Boy\", \"Foreign Affairs\", \"The Homecoming\", \"The Mind Is Like A Monkey\", \"Tommy\", \"The Minstrel Boy\", \"The Funeral\", \"Loose Ends\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24], \"y\": [7.98007, 8.15415, 8.14545, 8.2156, 8.13433, 8.26203, 8.31073, 8.33728, 8.00521, 8.2033, 7.8494, 8.0125, 7.83974, 7.89404, 8.0068, 8.35762, 7.7395, 7.93407, 7.87368, 7.75556, 7.81522, 7.73118, 7.8125, 8.36458], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [7.98007, 8.15415, 8.14545, 8.2156, 8.13433, 8.26203, 8.31073, 8.33728, 8.00521, 8.2033, 7.8494, 8.0125, 7.83974, 7.89404, 8.0068, 8.35762, 7.7395, 7.93407, 7.87368, 7.75556, 7.81522, 7.73118, 7.8125, 8.36458], \"fill_color\": [\"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23], \"aired\": [\"2012-01-26\", \"2012-02-02\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-08\", \"2012-03-15\", \"2013-10-24\", \"2013-10-31\", \"2013-11-07\", \"2013-11-14\", \"2013-11-21\", \"2013-11-28\", \"2013-12-05\", \"2013-12-12\", \"2014-10-30\", \"2014-11-06\", \"2014-11-13\", \"2014-11-20\", \"2014-11-27\", \"2014-12-04\", \"2014-12-11\", \"2014-12-18\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24]}, \"callback\": null}, \"id\": \"ff234845-82b4-4a5e-8782-7708f8e58209\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"34fec148-7a06-49ea-98fc-04e15e66055d\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, \"name\": \"main\"}, \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e7ab54e9-5554-4437-9a16-79bb428bdcb9\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"72050697-5a11-4083-875d-d12eace94205\"}}, \"id\": \"3741fc95-ed72-46ca-8fea-ec2a378f268f\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The X-Files\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"ResizeTool\", \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ResetTool\", \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"HelpTool\", \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"HoverTool\", \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"Grid\", \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"Grid\", \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}}, \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}}, \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The Sopranos\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"11f2c4dd-f6c3-4ca4-b7f5-2edfa18be276\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"093175b4-fa4e-4724-b591-f80cd347545c\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"594cc2bf-f80d-4805-916c-8228afafd17b\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"95f1b7a8-7f6a-4e0e-8ef9-253df3f7d1af\"}, {\"type\": \"WheelZoomTool\", \"id\": \"df130bcd-1f0f-47de-a7ab-965cf030dd52\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a95ccef9-70ac-4378-8bbf-8a684e869b15\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"224fcf98-522f-4ff3-af6e-3afd999ec5d8\"}, {\"type\": \"ResizeTool\", \"id\": \"930be448-785e-4300-80f5-39349b0160be\"}, {\"type\": \"ResetTool\", \"id\": \"10251abd-9ac7-4e87-b178-6be087e5a080\"}, {\"type\": \"HelpTool\", \"id\": \"655433fe-d18d-48e6-bfc7-cc01207ce1bb\"}, {\"type\": \"HoverTool\", \"id\": \"503de474-208e-4d05-8bd5-9c7d1edab3e1\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"3741fc95-ed72-46ca-8fea-ec2a378f268f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"11f2c4dd-f6c3-4ca4-b7f5-2edfa18be276\"}, {\"type\": \"Grid\", \"id\": \"1fb923aa-4e75-43f7-b6d2-6e55fa304f14\"}, {\"type\": \"LinearAxis\", \"id\": \"3741fc95-ed72-46ca-8fea-ec2a378f268f\"}, {\"type\": \"Grid\", \"id\": \"285fb085-c952-4137-aec2-5e3ebc6b314f\"}, {\"type\": \"BoxAnnotation\", \"id\": \"8474ffb9-7fde-444a-bde8-dd0538c19e66\"}, {\"type\": \"GlyphRenderer\", \"id\": \"743bb32d-e45a-434e-b72b-ae72488a19eb\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"74b392b2-d0e1-4346-b8e2-76c3f0795256\"}}, \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1a89ef77-c160-4de5-a582-2b04dbc95b69\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"1fb923aa-4e75-43f7-b6d2-6e55fa304f14\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}}, \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"224fcf98-522f-4ff3-af6e-3afd999ec5d8\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Californication\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"WheelZoomTool\", \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"ResetTool\", \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"HelpTool\", \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"HoverTool\", \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Grid\", \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"Grid\", \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"GlyphRenderer\", \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}}, \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"72050697-5a11-4083-875d-d12eace94205\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"08373382-0784-4d1b-9b97-b2853640e3d8\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c7718c87-a95e-4911-b948-7933b10d2772\"}}, \"id\": \"846c879d-8a79-40f6-b510-1f5a5632e602\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}}, \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}}, \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"35f68355-2bf4-431e-9553-9e62f274a54e\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"08373382-0784-4d1b-9b97-b2853640e3d8\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"36906f9b-039f-48c2-993e-7e6f76498336\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, \"name\": \"main\"}, \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Modern Family\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"WheelZoomTool\", \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"ResizeTool\", \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"ResetTool\", \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"HelpTool\", \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"HoverTool\", \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"Grid\", \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"Grid\", \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"GlyphRenderer\", \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}}, \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"24a11981-e4fc-43ac-a410-4153bc0959ed\"}}, \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Simpsons Roasting on an Open Fire\", \"Bart the Genius\", \"Homer's Odyssey\", \"There's No Disgrace Like Home\", \"Bart the General\", \"Moaning Lisa\", \"The Call of the Simpsons\", \"The Telltale Head\", \"Life on the Fast Lane\", \"Homer's Night Out\", \"The Crepes of Wrath\", \"Krusty Gets Busted\", \"Some Enchanted Evening\", \"Bart Gets an F\", \"Simpson and Delilah\", \"Treehouse of Horror\", \"Two Cars in Every Garage and Three Eyes on Every Fish\", \"Dancin' Homer\", \"Dead Putting Society\", \"Bart vs. Thanksgiving\", \"Bart the Daredevil\", \"Itchy & Scratchy & Marge\", \"Bart Gets Hit by a Car\", \"One Fish, Two Fish, Blowfish, Blue Fish\", \"The Way We Was\", \"Homer vs. Lisa and the Eighth Commandment\", \"Principal Charming\", \"Oh Brother, Where Art Thou?\", \"Bart's Dog Gets an F\", \"Old Money\", \"Brush With Greatness\", \"Lisa's Substitute\", \"The War of the Simpsons\", \"Three Men and a Comic Book\", \"Blood Feud\", \"Stark Raving Dad\", \"Mr. Lisa Goes to Washington\", \"When Flanders Failed\", \"Bart the Murderer\", \"Homer Defined\", \"Like Father Like Clown\", \"Treehouse of Horror II\", \"Lisa's Pony\", \"Saturdays of Thunder\", \"Flaming Moe's\", \"Burns Verkaufen der Kraftwerk\", \"I Married Marge\", \"Radio Bart\", \"Lisa the Greek\", \"Homer Alone\", \"Bart the Lover\", \"Homer at the Bat\", \"Separate Vocations\", \"Dog of Death\", \"Colonel Homer\", \"Black Widower\", \"The Otto Show\", \"Bart's Friend Falls in Love\", \"Brother, Can You Spare Two Dimes?\", \"Kamp Krusty\", \"A Streetcar Named Marge\", \"Homer the Heretic\", \"Lisa the Beauty Queen\", \"Treehouse of Horror III\", \"Itchy & Scratchy: The Movie\", \"Marge Gets a Job\", \"The New Kid on the Block\", \"Mr. Plow\", \"Lisa's First Word\", \"Homer's Triple Bypass\", \"Marge vs. the Monorail\", \"Selma's Choice\", \"Brother From the Same Planet\", \"I Love Lisa\", \"Duffless\", \"Last Exit to Springfield\", \"So It's Come to This: A Simpsons Clip Show\", \"The Front\", \"Whacking Day\", \"Marge in Chains\", \"Krusty Gets Kancelled\", \"Homer's Barbershop Quartet\", \"Cape Feare\", \"Homer Goes to College\", \"Rosebud\", \"Treehouse of Horror IV\", \"Marge on the Lam\", \"Bart's Inner Child\", \"Boy-Scoutz 'N the Hood\", \"The Last Temptation of Homer\", \"$pringfield (Or, How I Learned to Stop Worrying and Love Legalized Gambling)\", \"Homer the Vigilante\", \"Bart Gets Famous\", \"Homer and Apu\", \"Lisa vs. Malibu Stacy\", \"Deep Space Homer\", \"Homer Loves Flanders\", \"Bart Gets an Elephant\", \"Burns' Heir\", \"Sweet Seymour Skinner's Baadasssss Song\", \"The Boy Who Knew Too Much\", \"Lady Bouvier's Lover\", \"Secrets of a Successful Marriage\", \"Bart of Darkness\", \"Lisa's Rival\", \"Another Simpsons Clip Show\", \"Itchy & Scratchy Land\", \"Sideshow Bob Roberts\", \"Treehouse of Horror V\", \"Bart's Girlfriend\", \"Lisa on Ice\", \"Homer Badman\", \"Grampa vs. Sexual Inadequacy\", \"Fear of Flying\", \"Homer the Great\", \"And Maggie Makes Three\", \"Bart's Comet\", \"Homie the Clown\", \"Bart vs. Australia\", \"Homer vs. Patty and Selma\", \"A Star Is Burns\", \"Lisa's Wedding\", \"Two Dozen and One Greyhounds\", \"The PTA Disbands\", \"Round Springfield\", \"The Springfield Connection\", \"Lemon of Troy\", \"Who Shot Mr. Burns? (1)\", \"Who Shot Mr. Burns? (2)\", \"Radioactive Man\", \"Home Sweet Homediddily-Dum-Doodily\", \"Bart Sells His Soul\", \"Lisa the Vegetarian\", \"Treehouse of Horror VI\", \"King-Size Homer\", \"Mother Simpson\", \"Sideshow Bob's Last Gleaming\", \"The Simpsons 138th Episode Spectacular\", \"Marge Be Not Proud\", \"Team Homer\", \"Two Bad Neighbors\", \"Scenes from the Class Struggle in Springfield\", \"Bart the Fink\", \"Lisa the Iconoclast\", \"Homer the Smithers\", \"The Day the Violence Died\", \"A Fish Called Selma\", \"Bart on the Road\", \"22 Short Films About Springfield\", \"Raging Abe Simpson and his Grumbling Grandson in: 'The Curse of the Flying Hellfish'\", \"Much Apu About Nothing\", \"Homerpalooza\", \"Summer of 4 Ft. 2\", \"Treehouse of Horror VII\", \"You Only Move Twice\", \"The Homer They Fall\", \"Burns Baby Burns\", \"Bart After Dark\", \"A Milhouse Divided\", \"Lisa's Date With Density\", \"Hurricane Neddy\", \"El Viaje Misterioso de Nuestro Jomer (The Mysterious Voyage of Our Homer)\", \"The Springfield Files\", \"The Twisted World of Marge Simpson\", \"Mountain of Madness\", \"Simpsoncalifragilisticexpiala (Annoyed Grunt) cious\", \"The Itchy & Scratchy & Poochie Show\", \"Homer's Phobia\", \"Brother From Another Series\", \"My Sister, My Sitter\", \"Homer vs. the 18th Amendment\", \"Grade School Confidential\", \"The Canine Mutiny\", \"The Old Man and the Lisa\", \"In Marge We Trust\", \"Homer's Enemy\", \"The Simpsons Spin-Off Showcase\", \"The Secret War of Lisa Simpson\", \"The City of New York vs. Homer Simpson\", \"The Principal and the Pauper\", \"Lisa's Sax\", \"Treehouse of Horror VIII\", \"The Cartridge Family\", \"Bart Star\", \"The Two Mrs. Nahasapeemapetilons\", \"Lisa the Skeptic\", \"Realty Bites\", \"Miracle on Evergreen Terrace\", \"All Singing, All Dancing\", \"Bart Carny\", \"The Joy of Sect\", \"Das Bus\", \"The Last Temptation of Krust\", \"Dumbbell Indemnity\", \"Lisa the Simpson\", \"This Little Wiggy\", \"Simpson Tide\", \"The Trouble With Trillions\", \"Girly Edition\", \"Trash of the Titans\", \"King of the Hill\", \"Lost Our Lisa\", \"Natural Born Kissers\", \"Lard of the Dance\", \"The Wizard of Evergreen Terrace\", \"Bart the Mother\", \"Treehouse of Horror IX\", \"When You Dish Upon a Star\", \"D'oh-in in the Wind\", \"Lisa Gets an A\", \"Homer Simpson in: 'Kidney Trouble'\", \"Mayored to the Mob\", \"Viva Ned Flanders\", \"Wild Barts Can't Be Broken\", \"Sunday, Cruddy Sunday\", \"Homer to the Max\", \"I'm with Cupid\", \"Marge Simpson in: 'Screaming Yellow Honkers'\", \"Make Room for Lisa\", \"Maximum Homerdrive\", \"Simpsons Bible Stories\", \"Mom and Pop Art\", \"The Old Man and the C Student\", \"Monty Can't Buy Me Love\", \"They Saved Lisa's Brain\", \"Thirty Minutes Over Tokyo\", \"Beyond Blunderdome\", \"Brother's Little Helper\", \"Guess Who's Coming to Criticize Dinner?\", \"Treehouse of Horror X\", \"E-I-E-I-(Annoyed Grunt)\", \"Hello Gutter, Hello Fadder\", \"Eight Misbehavin'\", \"Take My Wife, Sleaze\", \"Grift of the Magi\", \"Little Big Mom\", \"Faith Off\", \"The Mansion Family\", \"Saddlesore Galactica\", \"Alone Again, Natura-Diddily\", \"Missionary: Impossible\", \"Pygmoelian\", \"Bart to the Future\", \"Days of Wine and D'ohses\", \"Kill the Alligator and Run\", \"Last Tap Dance in Springfield\", \"It's a Mad, Mad, Mad, Mad Marge\", \"Behind the Laughter\", \"Treehouse of Horror XI\", \"A Tale of Two Springfields\", \"Insane Clown Poppy\", \"Lisa the Tree Hugger\", \"Homer vs. Dignity\", \"The Computer Wore Menace Shoes\", \"The Great Money Caper\", \"Skinner's Sense of Snow\", \"HOM\\u042f\", \"Pokey Mom\", \"Worst Episode Ever\", \"Tennis the Menace\", \"Day of the Jackanapes\", \"New Kids on the Blecch\", \"Hungry Hungry Homer\", \"Bye Bye Nerdy\", \"Simpson Safari\", \"Trilogy of Error\", \"I'm Goin' to Praiseland\", \"Children of a Lesser Clod\", \"Simpsons Tall Tales\", \"Treehouse of Horror XII\", \"The Parent Rap\", \"Homer the Moe\", \"Hunka Hunka Burns in Love\", \"The Blunder Years\", \"She of Little Faith\", \"Brawl in the Family\", \"Sweets and Sour Marge\", \"Jaws Wired Shut\", \"Half-Decent Proposal\", \"The Bart Wants What It Wants\", \"The Lastest Gun in the West\", \"The Old Man and the Key\", \"Tales From the Public Domain\", \"Blame It on Lisa\", \"Weekend at Burnsie's\", \"Gump Roast\", \"I Am Furious Yellow\", \"The Sweetest Apu\", \"Little Girl in the Big Ten\", \"The Frying Game\", \"Papa's Got a Brand New Badge\", \"Treehouse of Horror XIII\", \"How I Spent My Strummer Vacation\", \"Bart vs. Lisa vs. the Third Grade\", \"Large Marge\", \"Helter Shelter\", \"The Great Louse Detective\", \"Special Edna (a.k.a. Love and Marking)\", \"The Dad Who Knew Too Little\", \"Strong Arms of the Ma\", \"Pray Anything\", \"Barting Over\", \"I'm Spelling as Fast as I Can\", \"A Star Is Born-Again\", \"Mr. Spritz Goes to Washington\", \"C.E. D'oh!\", \"Scuse Me While I Miss the Sky\", \"Three Gays of the Condo\", \"Dude, Where's My Ranch?\", \"Old Yeller Belly\", \"Brake My Wife, Please\", \"The Bart of War\", \"Moe Baby Blues\", \"Treehouse of Horror XIV\", \"My Mother the Carjacker\", \"The President Wore Pearls\", \"The Regina Monologues\", \"The Fat and the Furriest\", \"Today, I Am a Klown\", \"'Tis the Fifteenth Season\", \"Marge vs. Singles, Seniors, Childless Couples and Teens, and Gays\", \"I, (Annoyed Grunt)-Bot\", \"Diatribe of a Mad Housewife\", \"Margical History Tour\", \"Milhouse Doesn't Live Here Anymore\", \"Smart and Smarter\", \"The Ziff Who Came to Dinner\", \"Co-Dependent's Day\", \"The Wandering Juvie\", \"My Big Fat Geek Wedding\", \"Catch 'Em If You Can\", \"Simple Simpson\", \"The Way We Weren't\", \"Bart-Mangled Banner\", \"Fraudcast News\", \"Treehouse of Horror XV\", \"All's Fair in Oven War\", \"Sleeping with the Enemy\", \"She Used to Be My Girl\", \"Fat Man and Little Boy\", \"Midnight Rx\", \"Mommie Beerest\", \"Homer and Ned's Hail Mary Pass\", \"Pranksta Rap\", \"There's Something About Marrying\", \"On a Clear Day I Can't See My Sister\", \"Goo Goo Gai Pan\", \"Mobile Homer\", \"The Seven-Beer Snitch\", \"Future-Drama\", \"Don't Fear the Roofer\", \"The Heartbroke Kid\", \"A Star Is Torn\", \"Thank God, It's Doomsday\", \"Home Away from Homer\", \"The Father, the Son & the Holy Guest Star\", \"The Bonfire of the Manatees\", \"The Girl Who Slept Too Little\", \"Milhouse of Sand and Fog\", \"Treehouse of Horror XVI\", \"Marge's Son Poisoning\", \"See Homer Run\", \"The Last of the Red Hat Mamas\", \"The Italian Bob\", \"Simpsons Christmas Stories\", \"Homer's Paternity Coot\", \"We're on the Road to D'ohwhere\", \"My Fair Laddy\", \"The Seemingly Never-Ending Story\", \"Bart Has Two Mommies\", \"Homer Simpson, This Is Your Wife\", \"Million Dollar Abie\", \"Kiss, Kiss Bang Bangalore\", \"The Wettest Stories Ever Told\", \"Girls Just Want to Have Sums\", \"Regarding Margie\", \"The Monkey Suit\", \"Marge and Homer Turn a Couple Play\", \"The Mook, the Chef, the Wife, and Her Homer\", \"Jazzy and the Pussycats\", \"Please Homer, Don't Hammer 'Em\", \"Treehouse of Horror XVII\", \"G.I. (Annoyed Grunt)\", \"Moe 'N' a Lisa\", \"Ice Cream of Margie (With the Light Blue Hair)\", \"The Haw-Hawed Couple\", \"Kill Gil: Vols. 1 & 2\", \"The Wife Aquatic\", \"Revenge Is a Dish Best Served Three Times\", \"Little Big Girl\", \"Springfield Up\", \"Yokel Chords\", \"Rome-Old and Juli-Eh\", \"Homerazzi\", \"Marge Gamer\", \"The Boys of Bummer\", \"Crook and Ladder\", \"Stop or My Dog Will Shoot\", \"24 Minutes\", \"You Kent Always Say What You Want\", \"He Loves to Fly and He D'ohs\", \"The Homer of Seville\", \"Midnight Towboy\", \"I Don't Wanna Know Why the Caged Bird Sings\", \"Treehouse of Horror XVIII\", \"Little Orphan Millie\", \"Husbands and Knives\", \"Funeral for a Fiend\", \"Eternal Moonshine of the Simpson Mind\", \"E. Pluribus Wiggum\", \"That 90's Show\", \"Love, Springfieldian Style\", \"The Debarted\", \"Dial 'N' for Nerder\", \"Smoke on the Daughter\", \"Papa Don't Leech\", \"Apocalypse Cow\", \"Any Given Sundance\", \"Mona Leaves-a\", \"All About Lisa\", \"Sex, Pies and Idiot Scrapes\", \"Lost Verizon\", \"Double, Double, Boy in Trouble\", \"Treehouse of Horror XIX\", \"Dangerous Curves\", \"Homer and Lisa Exchange Cross Words\", \"Mypods and Boomsticks\", \"The Burns and the Bees\", \"Lisa the Drama Queen\", \"Take My Life, Please\", \"How the Test Was Won\", \"No Loan Again, Naturally\", \"Gone Maggie Gone\", \"In the Name of the Grandfather\", \"Wedding for Disaster\", \"Eeny Teeny Maya Moe\", \"The Good, the Sad and the Drugly\", \"Father Knows Worst\", \"Waverly Hills 9-0-2-1-D'oh\", \"Four Great Women and a Manicure\", \"Coming to Homerica\", \"Homer the Whopper\", \"Bart Gets a 'Z'\", \"The Great Wife Hope\", \"Treehouse of Horror XX\", \"The Devil Wears Nada\", \"Pranks and Greens\", \"Rednecks and Broomsticks\", \"Oh Brother, Where Bart Thou?\", \"Thursdays with Abie\", \"Once Upon a Time in Springfield\", \"Million Dollar Maybe\", \"Boy Meets Curl\", \"The Color Yellow\", \"Postcards from the Wedge\", \"Stealing First Base\", \"The Greatest Story Ever D'ohed\", \"American History X-cellent\", \"Chief of Hearts\", \"The Squirt and the Whale\", \"To Surveil with Love\", \"Moe Letter Blues\", \"The Bob Next Door\", \"Judge Me Tender\", \"Elementary School Musical\", \"Loan-a-Lisa\", \"MoneyBART\", \"Treehouse of Horror XXI\", \"Lisa Simpson, This Isn't Your Life\", \"The Fool Monty\", \"How Munched is that Birdie in the Window?\", \"The Fight Before Christmas\", \"Donnie Fatso\", \"Moms I'd Like to Forget\", \"Flaming Moe\", \"Homer the Father\", \"The Blue and the Gray\", \"Angry Dad: The Movie\", \"The Scorpion's Tale\", \"A Midsummer's Nice Dream\", \"Love is a Many Strangled Thing\", \"The Great Simpsina\", \"The Real Housewives of Fat Tony\", \"Homer Scissorhands\", \"500 Keys\", \"The Ned-Liest Catch\", \"The Falcon and the D'Ohman\", \"Bart Stops to Smell the Roosevelts\", \"Treehouse of Horror XXII\", \"Replaceable You\", \"The Food Wife\", \"The Book Job\", \"The Man in the Blue Flannel Pants\", \"The Ten-Per-Cent Solution\", \"Holidays of Future Passed\", \"Politically Inept, with Homer Simpson\", \"The D'oh-cial Network\", \"Moe Goes from Rags to Riches\", \"The Daughter Also Rises\", \"At Long Last Leave\", \"Exit Through the Kwik-E-Mart\", \"How I Wet Your Mother\", \"Them, Robot\", \"Beware My Cheating Bart\", \"A Totally Fun Thing That Bart Will Never Do Again\", \"The Spy Who Learned Me\", \"Ned 'n' Edna's Blend\", \"Lisa Goes Gaga\", \"Moonshine River\", \"Treehouse of Horror XXIII\", \"Adventures in Baby-Getting\", \"Gone Abie Gone\", \"Penny-Wiseguys\", \"A Tree Grows in Springfield\", \"The Day the Earth Stood Cool\", \"To Cur With Love\", \"Homer Goes to Prep School\", \"A Test Before Trying\", \"The Changing of the Guardian\", \"Love is a Many-Splintered Thing\", \"Hardly Kirk-ing\", \"Gorgeous Grampa\", \"Black-Eyed, Please\", \"Dark Knight Court\", \"What Animated Women Want\", \"Pulpit Friction\", \"Whiskey Business\", \"The Fabulous Faker Boys\", \"The Saga of Carl Carlson\", \"Dangers on a Train\", \"Homerland\", \"Treehouse of Horror XXIV\", \"Four Regrettings and a Funeral\", \"YOLO\", \"Labor Pains\", \"The Kid is All Right\", \"Yellow Subterfuge\", \"White Christmas Blues\", \"Steal This Episode\", \"Married to the Blob\", \"Specs and the City\", \"Diggs\", \"The Man Who Grew Too Much\", \"The Winter of His Content\", \"The War of Art\", \"You Don't Have to Live Like a Referee\", \"Luca$\", \"Days of Future Future\", \"What to Expect When Bart's Expecting\", \"Brick Like Me\", \"Pay Pal\", \"The Yellow Badge of Cowardge\", \"Clown in the Dumps\", \"The Wreck of the Relationship\", \"Super Franchise Me\", \"Treehouse of Horror XXV\", \"Opposites A-Frack\", \"Simpsorama\", \"Blazed and Confused\", \"Covercraft\", \"I Won't Be Home for Christmas\", \"The Man Who Came to Be Dinner\", \"Bart's New Friend\", \"The Musk Who Fell to Earth\", \"Walking Big & Tall\", \"My Fare Lady\", \"The Princess Guide\", \"Sky Police\", \"Waiting For Duffman\", \"Peeping Mom\", \"The Kids are All Fight\", \"Let's Go Fly a Coot\", \"Bull-E\", \"Mathlete's Feat\", \"Every Man's Dream\", \"Cue Detective\", \"Puffless\", \"Halloween of Horror\", \"Treehouse of Horror XXVI\", \"Friend with Benefit\", \"Lisa with an 'S'\", \"Paths of Glory\", \"Barthood\", \"The Girl Code\", \"Teenage Mutant Milk-caused Hurdles\", \"Much Apu About Something\", \"Love Is in the N2-O2-Ar-CO2-Ne-He-CH4\", \"Gal of Constant Sorrow\", null], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589], \"y\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 28], \"rating\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#f46d43\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"6.25\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"7.23\", \"7.24\", \"7.25\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"8.22\", \"8.23\", \"8.24\", \"8.25\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"9.21\", \"9.22\", \"9.23\", \"9.24\", \"9.25\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\", \"10.7\", \"10.8\", \"10.9\", \"10.10\", \"10.11\", \"10.12\", \"10.13\", \"10.14\", \"10.15\", \"10.16\", \"10.17\", \"10.18\", \"10.19\", \"10.20\", \"10.21\", \"10.22\", \"10.23\", \"11.1\", \"11.2\", \"11.3\", \"11.4\", \"11.5\", \"11.6\", \"11.7\", \"11.8\", \"11.9\", \"11.10\", \"11.11\", \"11.12\", \"11.13\", \"11.14\", \"11.15\", \"11.16\", \"11.17\", \"11.18\", \"11.19\", \"11.20\", \"11.21\", \"11.22\", \"12.1\", \"12.2\", \"12.3\", \"12.4\", \"12.5\", \"12.6\", \"12.7\", \"12.8\", \"12.9\", \"12.10\", \"12.11\", \"12.12\", \"12.13\", \"12.14\", \"12.15\", \"12.16\", \"12.17\", \"12.18\", \"12.19\", \"12.20\", \"12.21\", \"13.1\", \"13.2\", \"13.3\", \"13.4\", \"13.5\", \"13.6\", \"13.7\", \"13.8\", \"13.9\", \"13.10\", \"13.11\", \"13.12\", \"13.13\", \"13.14\", \"13.15\", \"13.16\", \"13.17\", \"13.18\", \"13.19\", \"13.20\", \"13.21\", \"13.22\", \"14.1\", \"14.2\", \"14.3\", \"14.4\", \"14.5\", \"14.6\", \"14.7\", \"14.8\", \"14.9\", \"14.10\", \"14.11\", \"14.12\", \"14.13\", \"14.14\", \"14.15\", \"14.16\", \"14.17\", \"14.18\", \"14.19\", \"14.20\", \"14.21\", \"14.22\", \"15.1\", \"15.2\", \"15.3\", \"15.4\", \"15.5\", \"15.6\", \"15.7\", \"15.8\", \"15.9\", \"15.10\", \"15.11\", \"15.12\", \"15.13\", \"15.14\", \"15.15\", \"15.16\", \"15.17\", \"15.18\", \"15.19\", \"15.20\", \"15.21\", \"15.22\", \"16.1\", \"16.2\", \"16.3\", \"16.4\", \"16.5\", \"16.6\", \"16.7\", \"16.8\", \"16.9\", \"16.10\", \"16.11\", \"16.12\", \"16.13\", \"16.14\", \"16.15\", \"16.16\", \"16.17\", \"16.18\", \"16.19\", \"16.20\", \"16.21\", \"17.1\", \"17.2\", \"17.3\", \"17.4\", \"17.5\", \"17.6\", \"17.7\", \"17.8\", \"17.9\", \"17.10\", \"17.11\", \"17.12\", \"17.13\", \"17.14\", \"17.15\", \"17.16\", \"17.17\", \"17.18\", \"17.19\", \"17.20\", \"17.21\", \"17.22\", \"18.1\", \"18.2\", \"18.3\", \"18.4\", \"18.5\", \"18.6\", \"18.7\", \"18.8\", \"18.9\", \"18.10\", \"18.11\", \"18.12\", \"18.13\", \"18.14\", \"18.15\", \"18.16\", \"18.17\", \"18.18\", \"18.19\", \"18.20\", \"18.21\", \"18.22\", \"19.1\", \"19.2\", \"19.3\", \"19.4\", \"19.5\", \"19.6\", \"19.7\", \"19.8\", \"19.9\", \"19.10\", \"19.11\", \"19.12\", \"19.13\", \"19.14\", \"19.15\", \"19.16\", \"19.17\", \"19.18\", \"19.19\", \"19.20\", \"20.1\", \"20.2\", \"20.3\", \"20.4\", \"20.5\", \"20.6\", \"20.7\", \"20.8\", \"20.9\", \"20.10\", \"20.11\", \"20.12\", \"20.13\", \"20.14\", \"20.15\", \"20.16\", \"20.17\", \"20.18\", \"20.19\", \"20.20\", \"20.21\", \"21.1\", \"21.2\", \"21.3\", \"21.4\", \"21.5\", \"21.6\", \"21.7\", \"21.8\", \"21.9\", \"21.10\", \"21.11\", \"21.12\", \"21.13\", \"21.14\", \"21.15\", \"21.16\", \"21.17\", \"21.18\", \"21.19\", \"21.20\", \"21.21\", \"21.22\", \"21.23\", \"22.1\", \"22.2\", \"22.3\", \"22.4\", \"22.5\", \"22.6\", \"22.7\", \"22.8\", \"22.9\", \"22.10\", \"22.11\", \"22.12\", \"22.13\", \"22.14\", \"22.15\", \"22.16\", \"22.17\", \"22.18\", \"22.19\", \"22.20\", \"22.21\", \"22.22\", \"23.1\", \"23.2\", \"23.3\", \"23.4\", \"23.5\", \"23.6\", \"23.7\", \"23.8\", \"23.9\", \"23.10\", \"23.11\", \"23.12\", \"23.13\", \"23.14\", \"23.15\", \"23.16\", \"23.17\", \"23.18\", \"23.19\", \"23.20\", \"23.21\", \"23.22\", \"24.1\", \"24.2\", \"24.3\", \"24.4\", \"24.5\", \"24.6\", \"24.7\", \"24.8\", \"24.9\", \"24.10\", \"24.11\", \"24.12\", \"24.13\", \"24.14\", \"24.15\", \"24.16\", \"24.17\", \"24.18\", \"24.19\", \"24.20\", \"24.21\", \"24.22\", \"25.1\", \"25.2\", \"25.3\", \"25.4\", \"25.5\", \"25.6\", \"25.7\", \"25.8\", \"25.9\", \"25.10\", \"25.11\", \"25.12\", \"25.13\", \"25.14\", \"25.15\", \"25.16\", \"25.17\", \"25.18\", \"25.19\", \"25.20\", \"25.21\", \"25.22\", \"26.1\", \"26.2\", \"26.3\", \"26.4\", \"26.5\", \"26.6\", \"26.7\", \"26.8\", \"26.9\", \"26.10\", \"26.11\", \"26.12\", \"26.13\", \"26.14\", \"26.15\", \"26.16\", \"26.17\", \"26.18\", \"26.19\", \"26.20\", \"26.21\", \"26.22\", \"27.1\", \"27.2\", \"27.3\", \"27.4\", \"27.5\", \"27.6\", \"27.7\", \"27.8\", \"27.9\", \"27.10\", \"27.11\", \"27.12\", \"27.13\", \"27.14\", \"28.1\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588], \"aired\": [\"1989-12-18\", \"1990-01-15\", \"1990-01-22\", \"1990-01-29\", \"1990-02-05\", \"1990-02-12\", \"1990-02-19\", \"1990-02-26\", \"1990-03-19\", \"1990-03-26\", \"1990-04-16\", \"1990-04-30\", \"1990-05-14\", \"1990-10-12\", \"1990-10-19\", \"1990-10-25\", \"1990-11-02\", \"1990-11-09\", \"1990-11-16\", \"1990-11-23\", \"1990-12-07\", \"1990-12-21\", \"1991-01-11\", \"1991-01-25\", \"1991-02-01\", \"1991-02-08\", \"1991-02-15\", \"1991-02-22\", \"1991-03-08\", \"1991-03-29\", \"1991-04-12\", \"1991-04-26\", \"1991-05-03\", \"1991-05-10\", \"1991-08-12\", \"1991-09-20\", \"1991-09-27\", \"1991-10-04\", \"1991-10-11\", \"1991-10-18\", \"1991-10-25\", \"1991-11-01\", \"1991-11-08\", \"1991-11-15\", \"1991-11-22\", \"1991-12-06\", \"1991-12-27\", \"1992-01-10\", \"1992-01-24\", \"1992-02-07\", \"1992-02-14\", \"1992-02-21\", \"1992-02-28\", \"1992-03-13\", \"1992-03-27\", \"1992-04-10\", \"1992-04-24\", \"1992-05-08\", \"1992-08-28\", \"1992-09-25\", \"1992-10-02\", \"1992-10-09\", \"1992-10-16\", \"1992-10-30\", \"1992-11-04\", \"1992-11-06\", \"1992-11-13\", \"1992-11-20\", \"1992-12-04\", \"1992-12-18\", \"1993-01-15\", \"1993-01-22\", \"1993-02-05\", \"1993-02-12\", \"1993-02-19\", \"1993-03-12\", \"1993-04-02\", \"1993-04-16\", \"1993-04-30\", \"1993-05-07\", \"1993-05-14\", \"1993-10-01\", \"1993-10-08\", \"1993-10-15\", \"1993-10-22\", \"1993-10-29\", \"1993-11-05\", \"1993-11-12\", \"1993-11-19\", \"1993-12-10\", \"1993-12-17\", \"1994-01-07\", \"1994-02-04\", \"1994-02-11\", \"1994-02-18\", \"1994-02-25\", \"1994-03-18\", \"1994-04-01\", \"1994-04-15\", \"1994-04-29\", \"1994-05-06\", \"1994-05-13\", \"1994-05-20\", \"1994-09-05\", \"1994-09-12\", \"1994-09-26\", \"1994-10-03\", \"1994-10-10\", \"1994-10-31\", \"1994-11-07\", \"1994-11-14\", \"1994-11-28\", \"1994-12-05\", \"1994-12-19\", \"1995-01-09\", \"1995-01-23\", \"1995-02-06\", \"1995-02-13\", \"1995-02-20\", \"1995-02-27\", \"1995-03-06\", \"1995-03-20\", \"1995-04-10\", \"1995-04-17\", \"1995-05-01\", \"1995-05-08\", \"1995-05-15\", \"1995-05-22\", \"1995-09-18\", \"1995-09-25\", \"1995-10-02\", \"1995-10-09\", \"1995-10-16\", \"1995-10-30\", \"1995-11-06\", \"1995-11-20\", \"1995-11-27\", \"1995-12-04\", \"1995-12-18\", \"1996-01-08\", \"1996-01-15\", \"1996-02-05\", \"1996-02-12\", \"1996-02-19\", \"1996-02-26\", \"1996-03-18\", \"1996-03-25\", \"1996-04-01\", \"1996-04-15\", \"1996-04-29\", \"1996-05-06\", \"1996-05-20\", \"1996-05-20\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1996-12-30\", \"1997-01-06\", \"1997-01-13\", \"1997-01-20\", \"1997-02-03\", \"1997-02-08\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-03\", \"1997-03-17\", \"1997-04-07\", \"1997-04-14\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-09-22\", \"1997-09-29\", \"1997-10-20\", \"1997-10-27\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-08\", \"1997-12-22\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-23\", \"1998-03-30\", \"1998-04-06\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-08-24\", \"1998-09-21\", \"1998-09-28\", \"1998-10-26\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-12-07\", \"1998-12-21\", \"1999-01-11\", \"1999-01-18\", \"1999-02-01\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-29\", \"1999-04-05\", \"1999-04-12\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-09-27\", \"1999-10-04\", \"1999-10-25\", \"1999-11-01\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-20\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-20\", \"2000-04-10\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-02\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-03-05\", \"2001-03-12\", \"2001-04-02\", \"2001-04-30\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-07\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-21\", \"2002-01-28\", \"2002-02-11\", \"2002-02-18\", \"2002-02-25\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-23\", \"2002-11-04\", \"2002-11-11\", \"2002-11-18\", \"2002-11-25\", \"2002-12-02\", \"2002-12-16\", \"2003-01-06\", \"2003-01-13\", \"2003-02-03\", \"2003-02-10\", \"2003-02-17\", \"2003-02-17\", \"2003-03-03\", \"2003-03-10\", \"2003-03-17\", \"2003-03-31\", \"2003-04-14\", \"2003-04-28\", \"2003-05-05\", \"2003-05-12\", \"2003-05-19\", \"2003-05-19\", \"2003-11-03\", \"2003-11-10\", \"2003-11-17\", \"2003-11-24\", \"2003-12-01\", \"2003-12-08\", \"2003-12-15\", \"2004-01-05\", \"2004-01-12\", \"2004-01-26\", \"2004-02-09\", \"2004-02-16\", \"2004-02-23\", \"2004-03-15\", \"2004-03-22\", \"2004-03-29\", \"2004-04-19\", \"2004-04-26\", \"2004-05-03\", \"2004-05-10\", \"2004-05-17\", \"2004-05-24\", \"2004-11-08\", \"2004-11-15\", \"2004-11-22\", \"2004-12-06\", \"2004-12-13\", \"2005-01-17\", \"2005-01-31\", \"2005-02-07\", \"2005-02-14\", \"2005-02-21\", \"2005-03-07\", \"2005-03-14\", \"2005-03-21\", \"2005-04-04\", \"2005-04-18\", \"2005-05-02\", \"2005-05-02\", \"2005-05-09\", \"2005-05-09\", \"2005-05-16\", \"2005-05-16\", \"2005-09-12\", \"2005-09-19\", \"2005-09-26\", \"2005-11-07\", \"2005-11-14\", \"2005-11-21\", \"2005-11-28\", \"2005-12-12\", \"2005-12-19\", \"2006-01-09\", \"2006-01-30\", \"2006-02-27\", \"2006-03-13\", \"2006-03-20\", \"2006-03-27\", \"2006-04-03\", \"2006-04-10\", \"2006-04-24\", \"2006-05-01\", \"2006-05-08\", \"2006-05-15\", \"2006-05-22\", \"2006-09-11\", \"2006-09-18\", \"2006-09-25\", \"2006-11-06\", \"2006-11-13\", \"2006-11-20\", \"2006-11-27\", \"2006-12-11\", \"2006-12-18\", \"2007-01-08\", \"2007-01-29\", \"2007-02-12\", \"2007-02-19\", \"2007-03-05\", \"2007-03-12\", \"2007-03-26\", \"2007-04-23\", \"2007-04-30\", \"2007-05-07\", \"2007-05-14\", \"2007-05-21\", \"2007-05-21\", \"2007-09-24\", \"2007-10-01\", \"2007-10-08\", \"2007-10-15\", \"2007-11-05\", \"2007-11-12\", \"2007-11-19\", \"2007-11-26\", \"2007-12-17\", \"2008-01-07\", \"2008-01-28\", \"2008-02-18\", \"2008-03-03\", \"2008-03-10\", \"2008-03-31\", \"2008-04-14\", \"2008-04-28\", \"2008-05-05\", \"2008-05-12\", \"2008-05-19\", \"2008-09-29\", \"2008-10-06\", \"2008-10-20\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-12-01\", \"2008-12-08\", \"2009-01-26\", \"2009-02-16\", \"2009-03-02\", \"2009-03-09\", \"2009-03-16\", \"2009-03-23\", \"2009-03-30\", \"2009-04-06\", \"2009-04-20\", \"2009-04-27\", \"2009-05-04\", \"2009-05-11\", \"2009-05-18\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-14\", \"2010-01-04\", \"2010-01-11\", \"2010-02-01\", \"2010-02-15\", \"2010-02-22\", \"2010-03-15\", \"2010-03-22\", \"2010-03-29\", \"2010-04-12\", \"2010-04-19\", \"2010-04-26\", \"2010-05-03\", \"2010-05-10\", \"2010-05-17\", \"2010-05-24\", \"2010-09-27\", \"2010-10-04\", \"2010-10-11\", \"2010-11-08\", \"2010-11-15\", \"2010-11-22\", \"2010-11-29\", \"2010-12-06\", \"2010-12-13\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-02-14\", \"2011-02-21\", \"2011-03-07\", \"2011-03-14\", \"2011-03-28\", \"2011-04-11\", \"2011-05-02\", \"2011-05-09\", \"2011-05-16\", \"2011-05-23\", \"2011-09-26\", \"2011-10-03\", \"2011-10-31\", \"2011-11-07\", \"2011-11-14\", \"2011-11-21\", \"2011-11-28\", \"2011-12-05\", \"2011-12-12\", \"2012-01-09\", \"2012-01-16\", \"2012-01-30\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-04-16\", \"2012-04-30\", \"2012-05-07\", \"2012-05-14\", \"2012-05-21\", \"2012-10-01\", \"2012-10-08\", \"2012-11-05\", \"2012-11-12\", \"2012-11-19\", \"2012-11-26\", \"2012-12-10\", \"2012-12-17\", \"2013-01-07\", \"2013-01-14\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-04-15\", \"2013-04-29\", \"2013-05-06\", \"2013-05-13\", \"2013-05-20\", \"2013-05-20\", \"2013-09-30\", \"2013-10-07\", \"2013-11-04\", \"2013-11-11\", \"2013-11-18\", \"2013-11-25\", \"2013-12-09\", \"2013-12-16\", \"2014-01-06\", \"2014-01-13\", \"2014-01-27\", \"2014-03-10\", \"2014-03-10\", \"2014-03-17\", \"2014-03-24\", \"2014-03-31\", \"2014-04-07\", \"2014-04-14\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-09-29\", \"2014-10-06\", \"2014-10-13\", \"2014-10-20\", \"2014-11-03\", \"2014-11-10\", \"2014-11-17\", \"2014-11-24\", \"2014-12-08\", \"2015-01-05\", \"2015-01-12\", \"2015-01-26\", \"2015-02-09\", \"2015-02-16\", \"2015-03-02\", \"2015-03-09\", \"2015-03-16\", \"2015-04-20\", \"2015-04-27\", \"2015-05-04\", \"2015-05-11\", \"2015-05-18\", \"2015-09-28\", \"2015-10-05\", \"2015-10-12\", \"2015-10-19\", \"2015-10-26\", \"2015-11-09\", \"2015-11-23\", \"2015-12-07\", \"2015-12-14\", \"2016-01-04\", \"2016-01-11\", \"2016-01-18\", \"2016-02-15\", \"2016-02-22\", \"2016-09-26\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589]}, \"callback\": null}, \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Hell-A Woman\", \"The Whore of Babylon\", \"Fear and Loathing at the Fundraiser\", \"LOL\", \"Absinthe Makes the Heart Grow Fonder\", \"Girls, Interrupted\", \"California Son\", \"Filthy Lucre\", \"The Devil's Threesome\", \"Turn the Page\", \"The Last Waltz\", \"Slip of the Tongue\", \"The Great Ashby\", \"No Way to Treat a Lady\", \"The Raw and the Crooked\", \"Vaginatown\", \"Coke Dick & First Kick\", \"In a Lonely Place\", \"Going Down and Out in Beverly Hills\", \"La Ronde\", \"In Utero\", \"Blues from Laurel Canyon\", \"La Petite Mort\", \"Wish You Were Here\", \"The Land of Rape and Honey\", \"Verities & Balderdash\", \"Zoso\", \"Slow Happy Boys\", \"Glass Houses\", \"So Here's the Thing...\", \"The Apartment\", \"Mr. Bad Example\", \"Dogtown\", \"Comings & Goings\", \"Mia Culpa\", \"Exile on Main St.\", \"Suicide Solution\", \"Home Sweet Home\", \"Monkey Business\", \"Freeze Frame\", \"Lawyers, Guns and Money\", \"The Recused\", \"Lights. Camera. Asshole\", \"Another Perfect Day\", \"The Trial\", \"The Last Supper\", \"...And Justice for All\", \"JFK to LAX\", \"The Way of the Fist\", \"Boys & Girls\", \"Waiting for the Miracle\", \"The Ride Along\", \"Love Song\", \"Here I Go Again\", \"Raw\", \"At the Movies\", \"Perverts & Whores\", \"The Party\", \"Hell Ain't a Bad Place to Be\", \"The Unforgiven\", \"Quitters\", \"Dead Rock Stars\", \"Hell Bent for Leather\", \"Rock and a Hard Place\", \"In the Clouds\", \"The Dope Show\", \"Everybody's a Fucking Critic\", \"Mad Dogs and Englishmen\", \"Blind Faith\", \"The Abby\", \"I'll Lay My Monsters Down\", \"Levon\", \"Julia\", \"Like Father Like Son\", \"Dicks\", \"Getting the Poison Out\", \"Kickoff\", \"Smile\", \"30 Minutes or Less\", \"Faith, Hope, Love\", \"Dinner With Friends\", \"Daughter\", \"Grace\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84], \"y\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83], \"aired\": [\"2007-08-14\", \"2007-08-21\", \"2007-08-28\", \"2007-09-04\", \"2007-09-11\", \"2007-09-18\", \"2007-09-25\", \"2007-10-02\", \"2007-10-09\", \"2007-10-16\", \"2007-10-23\", \"2007-10-30\", \"2008-09-29\", \"2008-10-06\", \"2008-10-13\", \"2008-10-20\", \"2008-10-27\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-11-24\", \"2008-12-01\", \"2008-12-08\", \"2008-12-15\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-10-26\", \"2009-11-02\", \"2009-11-09\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-07\", \"2009-12-14\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-01-31\", \"2011-02-07\", \"2011-02-14\", \"2011-02-21\", \"2011-02-28\", \"2011-03-07\", \"2011-03-14\", \"2011-03-21\", \"2011-03-28\", \"2012-01-09\", \"2012-01-16\", \"2012-01-23\", \"2012-01-30\", \"2012-02-06\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-03-26\", \"2012-04-02\", \"2013-01-14\", \"2013-01-21\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-02-25\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-03-25\", \"2013-04-01\", \"2013-04-08\", \"2014-04-14\", \"2014-04-21\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-05-26\", \"2014-06-02\", \"2014-06-09\", \"2014-06-16\", \"2014-06-23\", \"2014-06-30\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84]}, \"callback\": null}, \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"360a573e-9302-4bc8-805f-bff418ff6953\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"bea73c55-37d1-4f2b-af25-b018c77c2261\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"ff234845-82b4-4a5e-8782-7708f8e58209\"}, \"name\": \"main\"}, \"id\": \"04482194-1a09-4dd3-a1bf-899f57e87368\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"bfcea2d2-81c8-47c1-9d91-8f30f0df1086\"}}, \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"bea73c55-37d1-4f2b-af25-b018c77c2261\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The Simpsons\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"WheelZoomTool\", \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"ResizeTool\", \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"ResetTool\", \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"HelpTool\", \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"HoverTool\", \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"Grid\", \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"Grid\", \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"GlyphRenderer\", \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}}, \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"10251abd-9ac7-4e87-b178-6be087e5a080\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"aaaa3c8b-ee99-4fd2-974f-f39df9c224ae\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}}, \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"06885e42-183a-4807-9999-58dd4e23f549\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"594cc2bf-f80d-4805-916c-8228afafd17b\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"ec4511fb-22f1-4b8e-b612-0eeaf5fac12c\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"The Sopranos\", \"46 Long\", \"Denial, Anger, Acceptance\", \"Meadowlands\", \"College\", \"Pax Soprana\", \"Down Neck\", \"The Legend of Tennessee Moltisanti\", \"Boca\", \"A Hit is a Hit\", \"Nobody Knows Anything\", \"Isabella\", \"I Dream of Jeannie Cusamano\", \"Guy Walks Into a Psychiatrist's Office\", \"Do Not Resuscitate\", \"Toodle-Fucking-Oo\", \"Commendatori\", \"Big Girls Don't Cry\", \"The Happy Wanderer\", \"D-Girl\", \"Full Leather Jacket\", \"From Where to Eternity\", \"Bust Out\", \"House Arrest\", \"The Knight in White Satin Armor\", \"Funhouse\", \"Mr. Ruggerio's Neighborhood\", \"Proshai, Livushka\", \"Fortunate Son\", \"Employee of the Month\", \"Another Toothpick\", \"University\", \"Second Opinion\", \"He Is Risen\", \"The Telltale Moozadell\", \"To Save Us All From Satan's Power\", \"Pine Barrens\", \"Amour Fou\", \"Army of One\", \"For All Debts Public and Private\", \"No-Show\", \"Christopher\", \"The Weight\", \"Pie O My\", \"Everybody Hurts\", \"Watching Too Much Television\", \"Mergers & Acquisitions\", \"Whoever Did This\", \"The Strong, Silent Type\", \"Calling All Cars\", \"Eloise\", \"Whitecaps\", \"Two Tonys\", \"Rat Pack\", \"Where's Johnny?\", \"All Happy Families...\", \"Irregular Around the Margins\", \"Sentimental Education\", \"In Camelot\", \"Marco Polo\", \"Unidentified Black Males\", \"Cold Cuts\", \"The Test Dream\", \"Long Term Parking\", \"All Due Respect\", \"Members Only\", \"Join the Club\", \"Mayham\", \"The Fleshy Part of the Thigh\", \"Mr. & Mrs. John Sacrimoni Request...\", \"Live Free or Die\", \"Luxury Lounge\", \"Johnny Cakes\", \"The Ride\", \"Moe n' Joe\", \"Cold Stones\", \"Kaisha\", \"Soprano Home Movies\", \"Stage 5\", \"Remember When\", \"Chasing It\", \"Walk Like a Man\", \"Kennedy and Heidi\", \"The Second Coming\", \"The Blue Comet\", \"Made in America\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86], \"y\": [8.13461, 8.07613, 8.16393, 8.22829, 8.25964, 8.26171, 8.15616, 8.16304, 8.24722, 8.06534, 8.34218, 8.34311, 8.56637, 8.05172, 7.92727, 8.18269, 8.17757, 8.11385, 8.11429, 8.16993, 8.29373, 8.31313, 8.2116, 8.14085, 8.67308, 8.55016, 8.18831, 7.99327, 8.14141, 8.43137, 8.20144, 8.19795, 8.21555, 8.11228, 7.96667, 8.15603, 8.64873, 8.30847, 8.36806, 8.05822, 8.14394, 7.96617, 8.05682, 8.04651, 8.26923, 8.25498, 8.18219, 8.36293, 8.18605, 7.98367, 8.00797, 8.52918, 8.244, 8.06883, 8.11111, 8.12195, 8.47036, 7.90417, 7.87069, 8.13636, 8.29167, 8.22407, 7.80723, 8.8062, 8.62343, 8.46743, 8.14925, 8.16736, 8.18033, 8.25652, 8.06897, 8.08261, 8.05195, 8.03604, 7.95067, 8.10811, 8.09545, 8.36864, 8.34483, 8.13778, 7.99565, 8.2684, 8.37931, 8.48954, 8.80478, 8.55298], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.13461, 8.07613, 8.16393, 8.22829, 8.25964, 8.26171, 8.15616, 8.16304, 8.24722, 8.06534, 8.34218, 8.34311, 8.56637, 8.05172, 7.92727, 8.18269, 8.17757, 8.11385, 8.11429, 8.16993, 8.29373, 8.31313, 8.2116, 8.14085, 8.67308, 8.55016, 8.18831, 7.99327, 8.14141, 8.43137, 8.20144, 8.19795, 8.21555, 8.11228, 7.96667, 8.15603, 8.64873, 8.30847, 8.36806, 8.05822, 8.14394, 7.96617, 8.05682, 8.04651, 8.26923, 8.25498, 8.18219, 8.36293, 8.18605, 7.98367, 8.00797, 8.52918, 8.244, 8.06883, 8.11111, 8.12195, 8.47036, 7.90417, 7.87069, 8.13636, 8.29167, 8.22407, 7.80723, 8.8062, 8.62343, 8.46743, 8.14925, 8.16736, 8.18033, 8.25652, 8.06897, 8.08261, 8.05195, 8.03604, 7.95067, 8.10811, 8.09545, 8.36864, 8.34483, 8.13778, 7.99565, 8.2684, 8.37931, 8.48954, 8.80478, 8.55298], \"fill_color\": [\"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85], \"aired\": [\"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-01\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-15\", \"1999-03-22\", \"1999-03-29\", \"1999-04-05\", \"2000-01-17\", \"2000-01-24\", \"2000-01-31\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-06\", \"2000-03-13\", \"2000-03-20\", \"2000-03-27\", \"2000-04-03\", \"2000-04-10\", \"2001-03-05\", \"2001-03-05\", \"2001-03-12\", \"2001-03-19\", \"2001-03-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-04-30\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2002-09-16\", \"2002-09-23\", \"2002-09-30\", \"2002-10-07\", \"2002-10-14\", \"2002-10-21\", \"2002-10-28\", \"2002-11-04\", \"2002-11-11\", \"2002-11-18\", \"2002-11-25\", \"2002-12-02\", \"2002-12-09\", \"2004-03-08\", \"2004-03-15\", \"2004-03-22\", \"2004-03-29\", \"2004-04-05\", \"2004-04-12\", \"2004-04-19\", \"2004-04-26\", \"2004-05-03\", \"2004-05-10\", \"2004-05-17\", \"2004-05-24\", \"2004-06-07\", \"2006-03-13\", \"2006-03-20\", \"2006-03-27\", \"2006-04-03\", \"2006-04-10\", \"2006-04-17\", \"2006-04-24\", \"2006-05-01\", \"2006-05-08\", \"2006-05-15\", \"2006-05-22\", \"2006-06-05\", \"2007-04-09\", \"2007-04-16\", \"2007-04-23\", \"2007-04-30\", \"2007-05-07\", \"2007-05-14\", \"2007-05-21\", \"2007-06-04\", \"2007-06-11\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86]}, \"callback\": null}, \"id\": \"573d0e5c-81e5-408d-855e-eae16eecd441\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}}, \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"44054376-753d-4b89-9d5d-f4f50e3e045c\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"093175b4-fa4e-4724-b591-f80cd347545c\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}}, \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"95f1b7a8-7f6a-4e0e-8ef9-253df3f7d1af\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"4717d986-e989-4741-b979-34d0575a3249\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"843c37d6-d285-4eb1-9c5b-e3c4707e1b6f\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"360a573e-9302-4bc8-805f-bff418ff6953\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\", \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"b4da9be5-fe81-4f77-b5a8-fb535021326f\", \"modelid\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"notebook_comms_target\": \"7676ea8d-0c46-4b03-97d0-d66c28fca16a\", \"elementid\": \"22c2c8eb-6a24-4d6b-bc39-09dc14f6a06e\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('Community')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Ich liebe Community und ich bin mir sicher das ich bis zur vierten Staffel kaum etwas witzigeres gesehen habe. Voll mit Popkultur und das in einem \"College\"-Setting. Einer der Serien die ich mir immer wieder anschauen kann, und doch nicht alles entdecke was da so drin steckt."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Twin Peaks"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 15,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"\n",
|
|
"\n",
|
|
" <div class=\"plotdiv\" id=\"599f27a1-5967-474e-aa10-d0150d116a60\"></div>\n",
|
|
"<script type=\"text/javascript\">\n",
|
|
" \n",
|
|
" (function(global) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (typeof (window._bokeh_onload_callbacks) === \"undefined\") {\n",
|
|
" window._bokeh_onload_callbacks = [];\n",
|
|
" }\n",
|
|
" \n",
|
|
" function run_callbacks() {\n",
|
|
" window._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
|
|
" delete window._bokeh_onload_callbacks\n",
|
|
" console.info(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
" \n",
|
|
" function load_libs(js_urls, callback) {\n",
|
|
" window._bokeh_onload_callbacks.push(callback);\n",
|
|
" if (window._bokeh_is_loading > 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls == null || js_urls.length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" window._bokeh_is_loading = js_urls.length;\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" var s = document.createElement('script');\n",
|
|
" s.src = url;\n",
|
|
" s.async = false;\n",
|
|
" s.onreadystatechange = s.onload = function() {\n",
|
|
" window._bokeh_is_loading--;\n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" };\n",
|
|
" s.onerror = function() {\n",
|
|
" console.warn(\"failed to load library \" + url);\n",
|
|
" };\n",
|
|
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
|
|
" }\n",
|
|
" };var element = document.getElementById(\"599f27a1-5967-474e-aa10-d0150d116a60\");\n",
|
|
" if (element == null) {\n",
|
|
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '599f27a1-5967-474e-aa10-d0150d116a60' but no matching script tag was found. \")\n",
|
|
" return false;\n",
|
|
" }var js_urls = [];\n",
|
|
" \n",
|
|
" var inline_js = [\n",
|
|
" function(Bokeh) {\n",
|
|
" Bokeh.$(function() {\n",
|
|
" var docs_json = {\"9513dfab-3b2d-4a68-be17-a2931ec07b66\": {\"title\": \"Bokeh Application\", \"version\": \"0.11.0\", \"roots\": {\"references\": [{\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}}, \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1a89ef77-c160-4de5-a582-2b04dbc95b69\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"9940e7c0-209d-4caa-a5c5-20cbf6ea40dc\"}}, \"id\": \"11f2c4dd-f6c3-4ca4-b7f5-2edfa18be276\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Californication\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"WheelZoomTool\", \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ae33913c-4400-4362-9b70-f4af8653d361\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"ResizeTool\", \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"ResetTool\", \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"HelpTool\", \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"HoverTool\", \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"Grid\", \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"LinearAxis\", \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"Grid\", \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BoxAnnotation\", \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"GlyphRenderer\", \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}}, \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"0cf147a0-a005-4b35-b193-857f6a444976\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}}, \"id\": \"555e411b-0b83-4cb1-8880-8ed04be4eb9e\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"c349e1b2-0b83-45dd-a933-4149ae2abbb8\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"1b5d1751-9af8-4b7a-a723-a683ebf0b8c0\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}}, \"id\": \"59ca7147-756e-4f37-9b02-deffd3f1ef0b\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}}, \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Credit Where Credit's Due\", \"Meet John Smith\", \"The Wrath of Con\", \"You Think You Know Somebody\", \"Return of the Kane\", \"The Girl Next Door\", \"Like a Virgin\", \"Drinking the Kool-Aid\", \"An Echolls Family Christmas\", \"Silence of the Lamb\", \"Clash of the Tritons\", \"Lord of the Bling\", \"Mars vs. Mars\", \"Ruskie Business\", \"Betty and Veronica\", \"Kanes and Abel's\", \"Weapons of Class Destruction\", \"Hot Dogs\", \"M.A.D.\", \"A Trip to the Dentist\", \"Leave It to Beaver\", \"Normal Is the Watchword\", \"Driver Ed\", \"Cheatty Cheatty Bang Bang\", \"Green-Eyed Monster\", \"Blast From the Past\", \"Rat Saw God\", \"Nobody Puts Baby in a Corner\", \"Ahoy, Mateys!\", \"My Mother, the Fiend\", \"One Angry Veronica\", \"Donut Run\", \"Rashard and Wallace Go to White Castle\", \"Ain't No Magic Mountain High Enough\", \"Versatile Toppings\", \"The Quick and the Wed\", \"The Rapes of Graff\", \"Plan B\", \"I Am God\", \"Nevermind the Buttocks\", \"Look Who's Stalking\", \"Happy Go Lucky\", \"Not Pictured\", \"Welcome Wagon\", \"My Big Fat Greek Rush Week\", \"Wichita Linebacker\", \"Charlie Don't Surf\", \"President Evil\", \"Hi, Infidelity\", \"Of Vice and Men\", \"Lord of the Pi's\", \"Spit & Eggs\", \"Show Me the Monkey\", \"Poughkeepsie, Tramps & Thieves\", \"There's Got to Be a Morning After Pill\", \"Postgame Mortem\", \"Mars, Bars\", \"Papa's Cabin\", \"Un-American Graffiti\", \"Debasement Tapes\", \"I Know What You'll Do Next Summer\", \"Weevils Wobble But They Don't Go Down\", \"The Bitch Is Back\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64], \"y\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.1879, 7.90833, 7.99578, 8.23832, 8.04739, 8.17895, 8.01047, 8.23737, 8.05319, 8.29353, 8.29843, 8.25926, 8.02632, 8.23834, 8.24324, 8.14286, 8.21023, 8.4, 8.25269, 8.28488, 8.60526, 9.11881, 8.2132, 8.08187, 8.30409, 8.01818, 8.03636, 8.05357, 8.2, 8.14198, 8.20732, 8.19497, 8.36025, 7.9359, 8.13816, 8.02703, 8.04, 8.16, 8.29452, 8.09589, 8.14685, 8.28188, 8.21795, 8.82248, 8.09934, 8.11487, 7.95364, 8.06164, 8.23404, 8.25352, 8.22973, 8.23022, 8.81132, 8.17606, 8.18367, 7.98561, 8.34694, 8.33793, 8.42222, 7.98561, 8.01471, 8.16912, 8.36879, 8.36478], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63], \"aired\": [\"2004-09-23\", \"2004-09-29\", \"2004-10-13\", \"2004-10-20\", \"2004-10-27\", \"2004-11-03\", \"2004-11-10\", \"2004-11-24\", \"2004-12-01\", \"2004-12-15\", \"2005-01-05\", \"2005-01-12\", \"2005-02-09\", \"2005-02-16\", \"2005-02-23\", \"2005-03-30\", \"2005-04-06\", \"2005-04-13\", \"2005-04-20\", \"2005-04-27\", \"2005-05-04\", \"2005-05-11\", \"2005-09-29\", \"2005-10-06\", \"2005-10-13\", \"2005-10-20\", \"2005-10-27\", \"2005-11-10\", \"2005-11-17\", \"2005-11-24\", \"2005-12-01\", \"2005-12-08\", \"2006-01-26\", \"2006-02-02\", \"2006-02-09\", \"2006-03-16\", \"2006-03-23\", \"2006-03-30\", \"2006-04-06\", \"2006-04-12\", \"2006-04-19\", \"2006-04-26\", \"2006-05-03\", \"2006-05-10\", \"2006-10-04\", \"2006-10-11\", \"2006-10-18\", \"2006-10-25\", \"2006-11-01\", \"2006-11-08\", \"2006-11-15\", \"2006-11-22\", \"2006-11-29\", \"2007-01-24\", \"2007-01-31\", \"2007-02-07\", \"2007-02-14\", \"2007-02-21\", \"2007-02-28\", \"2007-05-02\", \"2007-05-09\", \"2007-05-16\", \"2007-05-23\", \"2007-05-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64]}, \"callback\": null}, \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}}, \"id\": \"1cf73cf8-4b59-4008-9027-3144e93516cf\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Spanish 101\", \"Introduction to Film\", \"Social Psychology\", \"Advanced Criminal Law\", \"Football, Feminism and You\", \"Introduction to Statistics\", \"Home Economics\", \"Debate 109\", \"Environmental Science\", \"The Politics of Human Sexuality\", \"Comparative Religion\", \"Investigative Journalism\", \"Interpretive Dance\", \"Romantic Expressionism\", \"Communication Studies\", \"Physical Education\", \"Basic Genealogy\", \"Beginner Pottery\", \"The Science of Illusion\", \"Contemporary American Poultry\", \"The Art of Discourse\", \"Modern Warfare\", \"English as a Second Language\", \"Pascal's Triangle Revisited\", \"Anthropology 101\", \"Accounting for Lawyers\", \"The Psychology of Letting Go\", \"Basic Rocket Science\", \"Messianic Myths and Ancient Peoples\", \"Epidemiology\", \"Aerodynamics of Gender\", \"Cooperative Calligraphy\", \"Conspiracy Theories and Interior Design\", \"Mixology Certification\", \"Abed's Uncontrollable Christmas\", \"Asian Population Studies\", \"Celebrity Pharmacology\", \"Advanced Dungeons & Dragons\", \"Early 21st Century Romanticism\", \"Intermediate Documentary Filmmaking\", \"Intro to Political Science\", \"Custody Law and Eastern European Diplomacy\", \"Critical Film Studies\", \"Competitive Wine Tasting\", \"Paradigms of Human Memory\", \"Applied Anthropology and Culinary Arts\", \"A Fistful of Paintballs (1)\", \"For a Few Paintballs More (2)\", \"Biology 101\", \"Geography of Global Conflict\", \"Competitive Ecology\", \"Remedial Chaos Theory\", \"Horror Fiction in Seven Spooky Steps\", \"Advanced Gay\", \"Studies in Modern Movement\", \"Documentary Filmmaking: Redux\", \"Foosball and Nocturnal Vigilantism\", \"Regional Holiday Music\", \"Urban Matrimony and the Sandwich Arts\", \"Contemporary Impressionists\", \"Digital Exploration of Interior Design (1)\", \"Pillows and Blankets (2)\", \"Origins of Vampire Mythology\", \"Virtual Systems Analysis\", \"Basic Lupine Urology\", \"Course Listing Unavailable\", \"Curriculum Unavailable\", \"Digital Estate Planning\", \"The First Chang Dynasty\", \"Introduction to Finality\", \"History 101\", \"Paranormal Parentage\", \"Conventions of Space and Time\", \"Alternative History of the German Invasion\", \"Cooperative Escapism in Familial Relations\", \"Advanced Documentary Filmmaking\", \"Economics of Marine Biology\", \"Herstory of Dance\", \"Intro to Felt Surrogacy\", \"Intro to Knots\", \"Basic Human Anatomy\", \"Heroic Origins\", \"Advanced Introduction to Finality\", \"Repilot\", \"Introduction to Teaching\", \"Basic Intergluteal Numismatics\", \"Cooperative Polygraphy\", \"Geothermal Escapism\", \"Analysis of Cork-Based Networking\", \"Bondage and Beta Male Sexuality\", \"App Development and Condiments\", \"VCR Maintenance and Educational Publishing\", \"Advanced Advanced Dungeons & Dragons\", \"G.I. Jeff\", \"Basic Story\", \"Basic Sandwich\", \"Ladders\", \"Lawnmower Maintenance and Postnatal Care\", \"Basic Crisis Room Decorum\", \"Queer Studies and Advanced Waxing\", \"Laws of Robotics and Party Rights\", \"Basic Email Security\", \"Advanced Safety Features\", \"Intro to Recycled Cinema\", \"Grifting 101\", \"Basic RV Repair and Palmistry\", \"Modern Espionage\", \"Wedding Videography\", \"Emotional Consequences of Broadcast Television\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110], \"y\": [8.02054, 8.10309, 8.26287, 8.39302, 8.25234, 8.13658, 8.59265, 8.13354, 8.5304, 8.35188, 8.11881, 8.38079, 8.11304, 8.27598, 8.2356, 8.34507, 8.68937, 8.27113, 8.2548, 8.44948, 8.55, 8.05925, 9.24129, 8.24205, 8.46749, 8.44517, 8.32642, 8.29837, 8.46714, 8.13455, 8.5536, 8.22491, 8.33058, 8.85557, 8.26435, 7.88835, 8.16814, 8.09124, 8.93939, 8.25181, 8.29433, 8.42446, 7.9296, 8.5, 8.15614, 8.32315, 8.24194, 9.11034, 9.07504, 8.01896, 8.25247, 8.16897, 9.10839, 8.47923, 8.21575, 8.57254, 8.39638, 8.34975, 8.20994, 8.21384, 8.36321, 8.52489, 8.86003, 8.23639, 8.52286, 8.81312, 8.25077, 8.68017, 9.05183, 8.61029, 8.54463, 7.60239, 7.68639, 7.75852, 7.80702, 7.83113, 7.93505, 7.58885, 7.99671, 7.6129, 7.93919, 8.04927, 8.08129, 8.03753, 7.86429, 8.10847, 8.12623, 8.34061, 8.60647, 8.00273, 7.79065, 8.28207, 7.98868, 8.09639, 7.45155, 7.77304, 8.12694, 7.44302, 7.42788, 7.45679, 7.54835, 7.51671, 7.3992, 7.45417, 7.44979, 7.37681, 7.13366, 7.97885, 7.66514, 8.44258], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.02054, 8.10309, 8.26287, 8.39302, 8.25234, 8.13658, 8.59265, 8.13354, 8.5304, 8.35188, 8.11881, 8.38079, 8.11304, 8.27598, 8.2356, 8.34507, 8.68937, 8.27113, 8.2548, 8.44948, 8.55, 8.05925, 9.24129, 8.24205, 8.46749, 8.44517, 8.32642, 8.29837, 8.46714, 8.13455, 8.5536, 8.22491, 8.33058, 8.85557, 8.26435, 7.88835, 8.16814, 8.09124, 8.93939, 8.25181, 8.29433, 8.42446, 7.9296, 8.5, 8.15614, 8.32315, 8.24194, 9.11034, 9.07504, 8.01896, 8.25247, 8.16897, 9.10839, 8.47923, 8.21575, 8.57254, 8.39638, 8.34975, 8.20994, 8.21384, 8.36321, 8.52489, 8.86003, 8.23639, 8.52286, 8.81312, 8.25077, 8.68017, 9.05183, 8.61029, 8.54463, 7.60239, 7.68639, 7.75852, 7.80702, 7.83113, 7.93505, 7.58885, 7.99671, 7.6129, 7.93919, 8.04927, 8.08129, 8.03753, 7.86429, 8.10847, 8.12623, 8.34061, 8.60647, 8.00273, 7.79065, 8.28207, 7.98868, 8.09639, 7.45155, 7.77304, 8.12694, 7.44302, 7.42788, 7.45679, 7.54835, 7.51671, 7.3992, 7.45417, 7.44979, 7.37681, 7.13366, 7.97885, 7.66514, 8.44258], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"1.25\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109], \"aired\": [\"2009-09-17\", \"2009-09-24\", \"2009-10-01\", \"2009-10-08\", \"2009-10-15\", \"2009-10-22\", \"2009-10-29\", \"2009-11-05\", \"2009-11-12\", \"2009-11-19\", \"2009-12-03\", \"2009-12-10\", \"2010-01-14\", \"2010-01-21\", \"2010-02-04\", \"2010-02-11\", \"2010-03-04\", \"2010-03-11\", \"2010-03-18\", \"2010-03-25\", \"2010-04-22\", \"2010-04-29\", \"2010-05-06\", \"2010-05-13\", \"2010-05-20\", \"2010-09-23\", \"2010-09-30\", \"2010-10-07\", \"2010-10-14\", \"2010-10-21\", \"2010-10-28\", \"2010-11-04\", \"2010-11-11\", \"2010-11-18\", \"2010-12-02\", \"2010-12-09\", \"2011-01-20\", \"2011-01-27\", \"2011-02-03\", \"2011-02-10\", \"2011-02-17\", \"2011-02-24\", \"2011-03-17\", \"2011-03-24\", \"2011-04-14\", \"2011-04-21\", \"2011-04-28\", \"2011-05-05\", \"2011-05-12\", \"2011-09-22\", \"2011-09-29\", \"2011-10-06\", \"2011-10-13\", \"2011-10-27\", \"2011-11-03\", \"2011-11-10\", \"2011-11-17\", \"2011-12-01\", \"2011-12-08\", \"2012-03-15\", \"2012-03-22\", \"2012-03-29\", \"2012-04-05\", \"2012-04-12\", \"2012-04-19\", \"2012-04-26\", \"2012-05-03\", \"2012-05-10\", \"2012-05-17\", \"2012-05-17\", \"2012-05-17\", \"2013-02-07\", \"2013-02-14\", \"2013-02-21\", \"2013-02-28\", \"2013-03-07\", \"2013-03-14\", \"2013-03-21\", \"2013-04-04\", \"2013-04-11\", \"2013-04-18\", \"2013-04-25\", \"2013-05-02\", \"2013-05-09\", \"2014-01-02\", \"2014-01-02\", \"2014-01-09\", \"2014-01-16\", \"2014-01-23\", \"2014-01-30\", \"2014-02-27\", \"2014-03-06\", \"2014-03-13\", \"2014-03-20\", \"2014-04-03\", \"2014-04-10\", \"2014-04-17\", \"2015-03-17\", \"2015-03-17\", \"2015-03-24\", \"2015-03-31\", \"2015-04-07\", \"2015-04-14\", \"2015-04-21\", \"2015-04-28\", \"2015-05-05\", \"2015-05-12\", \"2015-05-19\", \"2015-05-26\", \"2015-06-02\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110]}, \"callback\": null}, \"id\": \"66678f65-deff-475f-949d-03757613a9c7\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3a238b4b-98bb-40ae-b07e-96cc7fe99905\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"de0eace1-cd4b-4b14-bd41-3ce8c4034f32\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"6eccb76d-4b84-4849-b8c7-4d94252933f4\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Downton Abbey\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"71cedeba-4726-46d9-85e8-08a382cdbe95\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"WheelZoomTool\", \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"BoxZoomTool\", \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"ResizeTool\", \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"ResetTool\", \"id\": \"a95bac7d-fcb9-4bdc-b0c0-7fdd1edd8c20\"}, {\"type\": \"HelpTool\", \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"HoverTool\", \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"Grid\", \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"LinearAxis\", \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"Grid\", \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}}, \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"f02ae6b8-4c9b-4916-bab2-a139185299e1\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"44054376-753d-4b89-9d5d-f4f50e3e045c\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4cf73e1b-a723-4058-905f-46e53850d89d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}}, \"id\": \"d9f66d78-3ef6-44b5-9ded-afab073f95d7\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Lilyhammer\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"d658985e-d7c6-4f19-90d1-eb10286b1c49\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"7b9be790-3ea4-4299-a619-58b28a587275\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"d7e5eb45-b73a-4119-83b0-d3a749b888c8\"}, {\"type\": \"WheelZoomTool\", \"id\": \"26bc9daa-07b5-4e76-8b04-bf8b10ef0f30\"}, {\"type\": \"BoxZoomTool\", \"id\": \"1cf73cf8-4b59-4008-9027-3144e93516cf\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"4de902aa-7ccf-4736-a9d6-d7faffc30f4e\"}, {\"type\": \"ResizeTool\", \"id\": \"f073501d-568d-482e-8f2b-428350eb2389\"}, {\"type\": \"ResetTool\", \"id\": \"843c37d6-d285-4eb1-9c5b-e3c4707e1b6f\"}, {\"type\": \"HelpTool\", \"id\": \"ec4511fb-22f1-4b8e-b612-0eeaf5fac12c\"}, {\"type\": \"HoverTool\", \"id\": \"06885e42-183a-4807-9999-58dd4e23f549\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}, {\"type\": \"Grid\", \"id\": \"6ef1db80-ffe1-45f0-a976-32d74f486a2b\"}, {\"type\": \"LinearAxis\", \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}, {\"type\": \"Grid\", \"id\": \"cbade181-0bf4-4333-ac97-348a55cb1d9f\"}, {\"type\": \"BoxAnnotation\", \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}, {\"type\": \"GlyphRenderer\", \"id\": \"04482194-1a09-4dd3-a1bf-899f57e87368\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"aaaa3c8b-ee99-4fd2-974f-f39df9c224ae\"}}, \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}}, \"id\": \"d2bbdc5b-4f99-4971-93a6-962624cf1263\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Morning After\", \"Monsters\", \"Leaving Normal\", \"Missing\", \"285 South (1)\", \"River Dog (2)\", \"Blood Brother\", \"Heat Wave\", \"The Balance\", \"Toy House\", \"Into the Woods\", \"The Convention\", \"Blind Date\", \"Independence Day\", \"Sexual Healing\", \"Crazy\", \"Tess, Lies and Videotape\", \"Four Square\", \"Max to the Max\", \"The White Room (1)\", \"Destiny (2)\", \"Skin and Bones\", \"Ask Not\", \"Surprise\", \"Summer of '47\", \"The End of the World\", \"Harvest\", \"Wipeout!\", \"Meet the Dupes (1)\", \"Max in the City (2)\", \"A Roswell Christmas Carol\", \"To Serve and Protect\", \"We Are Family\", \"Disturbing Behavior (1)\", \"How the Other Half Lives (2)\", \"Viva Las Vegas\", \"Heart of Mine\", \"Cry Your Name\", \"It's Too Late and It's Too Bad\", \"Baby, It's You\", \"Off the Menu\", \"The Departure\", \"Busted\", \"Michael, The Guys and The Great Snapple Caper\", \"Significant Others\", \"Secrets and Lies (1)\", \"Control (2)\", \"To Have and To Hold\", \"Interruptus\", \"Behind the Music\", \"Samuel Rising\", \"A Tale of Two Parties\", \"I Married An Alien\", \"Ch-Ch-Changes\", \"Panacea\", \"Chant Down Babylon\", \"Who Died and Made You King?\", \"Crash\", \"Four Aliens and A Baby\", \"Graduation\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61], \"y\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.15625, 7.74468, 8.0, 8.20588, 7.80645, 8.38461, 8.28, 8.30769, 8.46154, 8.0, 7.95652, 8.13043, 7.90909, 8.26923, 8.13636, 8.45833, 8.13636, 8.42857, 8.33333, 8.5, 8.33333, 8.69565, 7.89474, 8.41177, 8.375, 7.89474, 8.3913, 8.41177, 7.8125, 7.9, 7.92857, 8.0, 7.82353, 8.05882, 7.9375, 7.9375, 8.27778, 8.05556, 8.11765, 8.1875, 8.35714, 8.07692, 8.46154, 7.5, 7.84615, 8.09091, 8.11111, 8.33333, 8.2, 8.16667, 7.88889, 7.66667, 8.16667, 8.54545, 8.1, 8.45455, 7.11111, 7.9, 8.375, 8.5, 8.92308], \"fill_color\": [\"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60], \"aired\": [\"1999-10-07\", \"1999-10-14\", \"1999-10-21\", \"1999-10-28\", \"1999-11-04\", \"1999-11-11\", \"1999-11-18\", \"1999-11-25\", \"1999-12-02\", \"1999-12-16\", \"2000-01-20\", \"2000-01-27\", \"2000-02-03\", \"2000-02-10\", \"2000-02-17\", \"2000-03-02\", \"2000-04-11\", \"2000-04-18\", \"2000-04-25\", \"2000-05-02\", \"2000-05-09\", \"2000-05-16\", \"2000-10-03\", \"2000-10-10\", \"2000-10-17\", \"2000-10-24\", \"2000-10-31\", \"2000-11-07\", \"2000-11-14\", \"2000-11-21\", \"2000-11-28\", \"2000-12-19\", \"2001-01-23\", \"2001-01-30\", \"2001-02-06\", \"2001-02-20\", \"2001-02-27\", \"2001-04-17\", \"2001-04-24\", \"2001-05-01\", \"2001-05-08\", \"2001-05-15\", \"2001-05-22\", \"2001-10-10\", \"2001-10-17\", \"2001-10-24\", \"2001-10-31\", \"2001-11-07\", \"2001-11-14\", \"2001-11-21\", \"2001-11-28\", \"2001-12-19\", \"2002-01-02\", \"2002-01-30\", \"2002-02-06\", \"2002-02-13\", \"2002-02-27\", \"2002-04-24\", \"2002-05-01\", \"2002-05-08\", \"2002-05-15\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61]}, \"callback\": null}, \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"9940e7c0-209d-4caa-a5c5-20cbf6ea40dc\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"1b90f0cd-26a9-4909-9d45-a6cc6e06a7b4\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"08373382-0784-4d1b-9b97-b2853640e3d8\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"f5e698a4-740b-47ce-b703-5d8f3579fc5b\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"13b20438-457f-40e4-9778-32a7f4d93afe\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"8c3f5364-2a80-409d-9b54-25e0379a88fb\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"8474ffb9-7fde-444a-bde8-dd0538c19e66\"}}, \"id\": \"a95ccef9-70ac-4378-8bbf-8a684e869b15\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}}, \"id\": \"1ec931a6-e8ae-4d4f-b8f6-e92ac1c67b69\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31b17d67-44fa-4b1a-9554-c1c2f7ce864b\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"e7ab54e9-5554-4437-9a16-79bb428bdcb9\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"3cfa9d8d-38f9-4ba2-8afc-e9fafc34ec3b\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e1afb393-78b9-4e15-bc66-a49a6e7c18cf\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"8eaacfb6-06a2-4107-a901-38ed63c9733d\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The X-Files\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"5627e9d7-35ec-42a6-99f8-920216283fe7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"ResizeTool\", \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"ResetTool\", \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"HelpTool\", \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"HoverTool\", \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"Grid\", \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"LinearAxis\", \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"Grid\", \"id\": \"f67f7b5f-2330-4a80-a5e6-6b145fb1b3c3\"}, {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"9bb8d4d6-5f66-49ae-8c50-69da42655df7\"}}, \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"930be448-785e-4300-80f5-39349b0160be\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, \"name\": \"main\"}, \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}}, \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"76272557-2360-4e56-9422-21f48dd57ad7\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Roswell\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"653fed87-ae50-47f4-adf9-6b9e998feb22\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"WheelZoomTool\", \"id\": \"d3986be7-ff9d-454e-a87d-a7b8bdce9f1a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"ResizeTool\", \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"ResetTool\", \"id\": \"3f5c5537-a4fa-45df-a453-c4de327c4465\"}, {\"type\": \"HelpTool\", \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"HoverTool\", \"id\": \"0f0313c1-ed74-4894-8329-42e4cc16c6a3\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"LinearAxis\", \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"Grid\", \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"GlyphRenderer\", \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}}, \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7a3052ac-eca2-46c0-b84c-3c79a420a3e9\"}}, \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"1a89ef77-c160-4de5-a582-2b04dbc95b69\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"b36a7791-6d0e-4dc1-9e13-a91cbc30b41d\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Community\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"846c879d-8a79-40f6-b510-1f5a5632e602\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"36906f9b-039f-48c2-993e-7e6f76498336\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"c349e1b2-0b83-45dd-a933-4149ae2abbb8\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"4717d986-e989-4741-b979-34d0575a3249\"}, {\"type\": \"WheelZoomTool\", \"id\": \"ac07b0d9-966a-494a-a16c-7e9dde2411b3\"}, {\"type\": \"BoxZoomTool\", \"id\": \"b3b5f0d1-1e9e-4559-8645-6e30d2a90be7\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"afdf5a7f-a2b6-4ed3-bd8e-30b46fca1aa8\"}, {\"type\": \"ResizeTool\", \"id\": \"f02ae6b8-4c9b-4916-bab2-a139185299e1\"}, {\"type\": \"ResetTool\", \"id\": \"9efa66d2-01bd-4319-bb2a-a5487c7fd199\"}, {\"type\": \"HelpTool\", \"id\": \"35f68355-2bf4-431e-9553-9e62f274a54e\"}, {\"type\": \"HoverTool\", \"id\": \"34fec148-7a06-49ea-98fc-04e15e66055d\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"2039f47e-0c26-4f3d-b916-b1f884930c0b\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"846c879d-8a79-40f6-b510-1f5a5632e602\"}, {\"type\": \"Grid\", \"id\": \"f5e698a4-740b-47ce-b703-5d8f3579fc5b\"}, {\"type\": \"LinearAxis\", \"id\": \"2039f47e-0c26-4f3d-b916-b1f884930c0b\"}, {\"type\": \"Grid\", \"id\": \"8eaacfb6-06a2-4107-a901-38ed63c9733d\"}, {\"type\": \"BoxAnnotation\", \"id\": \"8e2e858c-076d-4eb4-9e86-c0cea7a46256\"}, {\"type\": \"GlyphRenderer\", \"id\": \"fb111b23-bc1f-49ad-8b61-67e5d977a955\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"44054376-753d-4b89-9d5d-f4f50e3e045c\"}}, \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Simpsons Roasting on an Open Fire\", \"Bart the Genius\", \"Homer's Odyssey\", \"There's No Disgrace Like Home\", \"Bart the General\", \"Moaning Lisa\", \"The Call of the Simpsons\", \"The Telltale Head\", \"Life on the Fast Lane\", \"Homer's Night Out\", \"The Crepes of Wrath\", \"Krusty Gets Busted\", \"Some Enchanted Evening\", \"Bart Gets an F\", \"Simpson and Delilah\", \"Treehouse of Horror\", \"Two Cars in Every Garage and Three Eyes on Every Fish\", \"Dancin' Homer\", \"Dead Putting Society\", \"Bart vs. Thanksgiving\", \"Bart the Daredevil\", \"Itchy & Scratchy & Marge\", \"Bart Gets Hit by a Car\", \"One Fish, Two Fish, Blowfish, Blue Fish\", \"The Way We Was\", \"Homer vs. Lisa and the Eighth Commandment\", \"Principal Charming\", \"Oh Brother, Where Art Thou?\", \"Bart's Dog Gets an F\", \"Old Money\", \"Brush With Greatness\", \"Lisa's Substitute\", \"The War of the Simpsons\", \"Three Men and a Comic Book\", \"Blood Feud\", \"Stark Raving Dad\", \"Mr. Lisa Goes to Washington\", \"When Flanders Failed\", \"Bart the Murderer\", \"Homer Defined\", \"Like Father Like Clown\", \"Treehouse of Horror II\", \"Lisa's Pony\", \"Saturdays of Thunder\", \"Flaming Moe's\", \"Burns Verkaufen der Kraftwerk\", \"I Married Marge\", \"Radio Bart\", \"Lisa the Greek\", \"Homer Alone\", \"Bart the Lover\", \"Homer at the Bat\", \"Separate Vocations\", \"Dog of Death\", \"Colonel Homer\", \"Black Widower\", \"The Otto Show\", \"Bart's Friend Falls in Love\", \"Brother, Can You Spare Two Dimes?\", \"Kamp Krusty\", \"A Streetcar Named Marge\", \"Homer the Heretic\", \"Lisa the Beauty Queen\", \"Treehouse of Horror III\", \"Itchy & Scratchy: The Movie\", \"Marge Gets a Job\", \"The New Kid on the Block\", \"Mr. Plow\", \"Lisa's First Word\", \"Homer's Triple Bypass\", \"Marge vs. the Monorail\", \"Selma's Choice\", \"Brother From the Same Planet\", \"I Love Lisa\", \"Duffless\", \"Last Exit to Springfield\", \"So It's Come to This: A Simpsons Clip Show\", \"The Front\", \"Whacking Day\", \"Marge in Chains\", \"Krusty Gets Kancelled\", \"Homer's Barbershop Quartet\", \"Cape Feare\", \"Homer Goes to College\", \"Rosebud\", \"Treehouse of Horror IV\", \"Marge on the Lam\", \"Bart's Inner Child\", \"Boy-Scoutz 'N the Hood\", \"The Last Temptation of Homer\", \"$pringfield (Or, How I Learned to Stop Worrying and Love Legalized Gambling)\", \"Homer the Vigilante\", \"Bart Gets Famous\", \"Homer and Apu\", \"Lisa vs. Malibu Stacy\", \"Deep Space Homer\", \"Homer Loves Flanders\", \"Bart Gets an Elephant\", \"Burns' Heir\", \"Sweet Seymour Skinner's Baadasssss Song\", \"The Boy Who Knew Too Much\", \"Lady Bouvier's Lover\", \"Secrets of a Successful Marriage\", \"Bart of Darkness\", \"Lisa's Rival\", \"Another Simpsons Clip Show\", \"Itchy & Scratchy Land\", \"Sideshow Bob Roberts\", \"Treehouse of Horror V\", \"Bart's Girlfriend\", \"Lisa on Ice\", \"Homer Badman\", \"Grampa vs. Sexual Inadequacy\", \"Fear of Flying\", \"Homer the Great\", \"And Maggie Makes Three\", \"Bart's Comet\", \"Homie the Clown\", \"Bart vs. Australia\", \"Homer vs. Patty and Selma\", \"A Star Is Burns\", \"Lisa's Wedding\", \"Two Dozen and One Greyhounds\", \"The PTA Disbands\", \"Round Springfield\", \"The Springfield Connection\", \"Lemon of Troy\", \"Who Shot Mr. Burns? (1)\", \"Who Shot Mr. Burns? (2)\", \"Radioactive Man\", \"Home Sweet Homediddily-Dum-Doodily\", \"Bart Sells His Soul\", \"Lisa the Vegetarian\", \"Treehouse of Horror VI\", \"King-Size Homer\", \"Mother Simpson\", \"Sideshow Bob's Last Gleaming\", \"The Simpsons 138th Episode Spectacular\", \"Marge Be Not Proud\", \"Team Homer\", \"Two Bad Neighbors\", \"Scenes from the Class Struggle in Springfield\", \"Bart the Fink\", \"Lisa the Iconoclast\", \"Homer the Smithers\", \"The Day the Violence Died\", \"A Fish Called Selma\", \"Bart on the Road\", \"22 Short Films About Springfield\", \"Raging Abe Simpson and his Grumbling Grandson in: 'The Curse of the Flying Hellfish'\", \"Much Apu About Nothing\", \"Homerpalooza\", \"Summer of 4 Ft. 2\", \"Treehouse of Horror VII\", \"You Only Move Twice\", \"The Homer They Fall\", \"Burns Baby Burns\", \"Bart After Dark\", \"A Milhouse Divided\", \"Lisa's Date With Density\", \"Hurricane Neddy\", \"El Viaje Misterioso de Nuestro Jomer (The Mysterious Voyage of Our Homer)\", \"The Springfield Files\", \"The Twisted World of Marge Simpson\", \"Mountain of Madness\", \"Simpsoncalifragilisticexpiala (Annoyed Grunt) cious\", \"The Itchy & Scratchy & Poochie Show\", \"Homer's Phobia\", \"Brother From Another Series\", \"My Sister, My Sitter\", \"Homer vs. the 18th Amendment\", \"Grade School Confidential\", \"The Canine Mutiny\", \"The Old Man and the Lisa\", \"In Marge We Trust\", \"Homer's Enemy\", \"The Simpsons Spin-Off Showcase\", \"The Secret War of Lisa Simpson\", \"The City of New York vs. Homer Simpson\", \"The Principal and the Pauper\", \"Lisa's Sax\", \"Treehouse of Horror VIII\", \"The Cartridge Family\", \"Bart Star\", \"The Two Mrs. Nahasapeemapetilons\", \"Lisa the Skeptic\", \"Realty Bites\", \"Miracle on Evergreen Terrace\", \"All Singing, All Dancing\", \"Bart Carny\", \"The Joy of Sect\", \"Das Bus\", \"The Last Temptation of Krust\", \"Dumbbell Indemnity\", \"Lisa the Simpson\", \"This Little Wiggy\", \"Simpson Tide\", \"The Trouble With Trillions\", \"Girly Edition\", \"Trash of the Titans\", \"King of the Hill\", \"Lost Our Lisa\", \"Natural Born Kissers\", \"Lard of the Dance\", \"The Wizard of Evergreen Terrace\", \"Bart the Mother\", \"Treehouse of Horror IX\", \"When You Dish Upon a Star\", \"D'oh-in in the Wind\", \"Lisa Gets an A\", \"Homer Simpson in: 'Kidney Trouble'\", \"Mayored to the Mob\", \"Viva Ned Flanders\", \"Wild Barts Can't Be Broken\", \"Sunday, Cruddy Sunday\", \"Homer to the Max\", \"I'm with Cupid\", \"Marge Simpson in: 'Screaming Yellow Honkers'\", \"Make Room for Lisa\", \"Maximum Homerdrive\", \"Simpsons Bible Stories\", \"Mom and Pop Art\", \"The Old Man and the C Student\", \"Monty Can't Buy Me Love\", \"They Saved Lisa's Brain\", \"Thirty Minutes Over Tokyo\", \"Beyond Blunderdome\", \"Brother's Little Helper\", \"Guess Who's Coming to Criticize Dinner?\", \"Treehouse of Horror X\", \"E-I-E-I-(Annoyed Grunt)\", \"Hello Gutter, Hello Fadder\", \"Eight Misbehavin'\", \"Take My Wife, Sleaze\", \"Grift of the Magi\", \"Little Big Mom\", \"Faith Off\", \"The Mansion Family\", \"Saddlesore Galactica\", \"Alone Again, Natura-Diddily\", \"Missionary: Impossible\", \"Pygmoelian\", \"Bart to the Future\", \"Days of Wine and D'ohses\", \"Kill the Alligator and Run\", \"Last Tap Dance in Springfield\", \"It's a Mad, Mad, Mad, Mad Marge\", \"Behind the Laughter\", \"Treehouse of Horror XI\", \"A Tale of Two Springfields\", \"Insane Clown Poppy\", \"Lisa the Tree Hugger\", \"Homer vs. Dignity\", \"The Computer Wore Menace Shoes\", \"The Great Money Caper\", \"Skinner's Sense of Snow\", \"HOM\\u042f\", \"Pokey Mom\", \"Worst Episode Ever\", \"Tennis the Menace\", \"Day of the Jackanapes\", \"New Kids on the Blecch\", \"Hungry Hungry Homer\", \"Bye Bye Nerdy\", \"Simpson Safari\", \"Trilogy of Error\", \"I'm Goin' to Praiseland\", \"Children of a Lesser Clod\", \"Simpsons Tall Tales\", \"Treehouse of Horror XII\", \"The Parent Rap\", \"Homer the Moe\", \"Hunka Hunka Burns in Love\", \"The Blunder Years\", \"She of Little Faith\", \"Brawl in the Family\", \"Sweets and Sour Marge\", \"Jaws Wired Shut\", \"Half-Decent Proposal\", \"The Bart Wants What It Wants\", \"The Lastest Gun in the West\", \"The Old Man and the Key\", \"Tales From the Public Domain\", \"Blame It on Lisa\", \"Weekend at Burnsie's\", \"Gump Roast\", \"I Am Furious Yellow\", \"The Sweetest Apu\", \"Little Girl in the Big Ten\", \"The Frying Game\", \"Papa's Got a Brand New Badge\", \"Treehouse of Horror XIII\", \"How I Spent My Strummer Vacation\", \"Bart vs. Lisa vs. the Third Grade\", \"Large Marge\", \"Helter Shelter\", \"The Great Louse Detective\", \"Special Edna (a.k.a. Love and Marking)\", \"The Dad Who Knew Too Little\", \"Strong Arms of the Ma\", \"Pray Anything\", \"Barting Over\", \"I'm Spelling as Fast as I Can\", \"A Star Is Born-Again\", \"Mr. Spritz Goes to Washington\", \"C.E. D'oh!\", \"Scuse Me While I Miss the Sky\", \"Three Gays of the Condo\", \"Dude, Where's My Ranch?\", \"Old Yeller Belly\", \"Brake My Wife, Please\", \"The Bart of War\", \"Moe Baby Blues\", \"Treehouse of Horror XIV\", \"My Mother the Carjacker\", \"The President Wore Pearls\", \"The Regina Monologues\", \"The Fat and the Furriest\", \"Today, I Am a Klown\", \"'Tis the Fifteenth Season\", \"Marge vs. Singles, Seniors, Childless Couples and Teens, and Gays\", \"I, (Annoyed Grunt)-Bot\", \"Diatribe of a Mad Housewife\", \"Margical History Tour\", \"Milhouse Doesn't Live Here Anymore\", \"Smart and Smarter\", \"The Ziff Who Came to Dinner\", \"Co-Dependent's Day\", \"The Wandering Juvie\", \"My Big Fat Geek Wedding\", \"Catch 'Em If You Can\", \"Simple Simpson\", \"The Way We Weren't\", \"Bart-Mangled Banner\", \"Fraudcast News\", \"Treehouse of Horror XV\", \"All's Fair in Oven War\", \"Sleeping with the Enemy\", \"She Used to Be My Girl\", \"Fat Man and Little Boy\", \"Midnight Rx\", \"Mommie Beerest\", \"Homer and Ned's Hail Mary Pass\", \"Pranksta Rap\", \"There's Something About Marrying\", \"On a Clear Day I Can't See My Sister\", \"Goo Goo Gai Pan\", \"Mobile Homer\", \"The Seven-Beer Snitch\", \"Future-Drama\", \"Don't Fear the Roofer\", \"The Heartbroke Kid\", \"A Star Is Torn\", \"Thank God, It's Doomsday\", \"Home Away from Homer\", \"The Father, the Son & the Holy Guest Star\", \"The Bonfire of the Manatees\", \"The Girl Who Slept Too Little\", \"Milhouse of Sand and Fog\", \"Treehouse of Horror XVI\", \"Marge's Son Poisoning\", \"See Homer Run\", \"The Last of the Red Hat Mamas\", \"The Italian Bob\", \"Simpsons Christmas Stories\", \"Homer's Paternity Coot\", \"We're on the Road to D'ohwhere\", \"My Fair Laddy\", \"The Seemingly Never-Ending Story\", \"Bart Has Two Mommies\", \"Homer Simpson, This Is Your Wife\", \"Million Dollar Abie\", \"Kiss, Kiss Bang Bangalore\", \"The Wettest Stories Ever Told\", \"Girls Just Want to Have Sums\", \"Regarding Margie\", \"The Monkey Suit\", \"Marge and Homer Turn a Couple Play\", \"The Mook, the Chef, the Wife, and Her Homer\", \"Jazzy and the Pussycats\", \"Please Homer, Don't Hammer 'Em\", \"Treehouse of Horror XVII\", \"G.I. (Annoyed Grunt)\", \"Moe 'N' a Lisa\", \"Ice Cream of Margie (With the Light Blue Hair)\", \"The Haw-Hawed Couple\", \"Kill Gil: Vols. 1 & 2\", \"The Wife Aquatic\", \"Revenge Is a Dish Best Served Three Times\", \"Little Big Girl\", \"Springfield Up\", \"Yokel Chords\", \"Rome-Old and Juli-Eh\", \"Homerazzi\", \"Marge Gamer\", \"The Boys of Bummer\", \"Crook and Ladder\", \"Stop or My Dog Will Shoot\", \"24 Minutes\", \"You Kent Always Say What You Want\", \"He Loves to Fly and He D'ohs\", \"The Homer of Seville\", \"Midnight Towboy\", \"I Don't Wanna Know Why the Caged Bird Sings\", \"Treehouse of Horror XVIII\", \"Little Orphan Millie\", \"Husbands and Knives\", \"Funeral for a Fiend\", \"Eternal Moonshine of the Simpson Mind\", \"E. Pluribus Wiggum\", \"That 90's Show\", \"Love, Springfieldian Style\", \"The Debarted\", \"Dial 'N' for Nerder\", \"Smoke on the Daughter\", \"Papa Don't Leech\", \"Apocalypse Cow\", \"Any Given Sundance\", \"Mona Leaves-a\", \"All About Lisa\", \"Sex, Pies and Idiot Scrapes\", \"Lost Verizon\", \"Double, Double, Boy in Trouble\", \"Treehouse of Horror XIX\", \"Dangerous Curves\", \"Homer and Lisa Exchange Cross Words\", \"Mypods and Boomsticks\", \"The Burns and the Bees\", \"Lisa the Drama Queen\", \"Take My Life, Please\", \"How the Test Was Won\", \"No Loan Again, Naturally\", \"Gone Maggie Gone\", \"In the Name of the Grandfather\", \"Wedding for Disaster\", \"Eeny Teeny Maya Moe\", \"The Good, the Sad and the Drugly\", \"Father Knows Worst\", \"Waverly Hills 9-0-2-1-D'oh\", \"Four Great Women and a Manicure\", \"Coming to Homerica\", \"Homer the Whopper\", \"Bart Gets a 'Z'\", \"The Great Wife Hope\", \"Treehouse of Horror XX\", \"The Devil Wears Nada\", \"Pranks and Greens\", \"Rednecks and Broomsticks\", \"Oh Brother, Where Bart Thou?\", \"Thursdays with Abie\", \"Once Upon a Time in Springfield\", \"Million Dollar Maybe\", \"Boy Meets Curl\", \"The Color Yellow\", \"Postcards from the Wedge\", \"Stealing First Base\", \"The Greatest Story Ever D'ohed\", \"American History X-cellent\", \"Chief of Hearts\", \"The Squirt and the Whale\", \"To Surveil with Love\", \"Moe Letter Blues\", \"The Bob Next Door\", \"Judge Me Tender\", \"Elementary School Musical\", \"Loan-a-Lisa\", \"MoneyBART\", \"Treehouse of Horror XXI\", \"Lisa Simpson, This Isn't Your Life\", \"The Fool Monty\", \"How Munched is that Birdie in the Window?\", \"The Fight Before Christmas\", \"Donnie Fatso\", \"Moms I'd Like to Forget\", \"Flaming Moe\", \"Homer the Father\", \"The Blue and the Gray\", \"Angry Dad: The Movie\", \"The Scorpion's Tale\", \"A Midsummer's Nice Dream\", \"Love is a Many Strangled Thing\", \"The Great Simpsina\", \"The Real Housewives of Fat Tony\", \"Homer Scissorhands\", \"500 Keys\", \"The Ned-Liest Catch\", \"The Falcon and the D'Ohman\", \"Bart Stops to Smell the Roosevelts\", \"Treehouse of Horror XXII\", \"Replaceable You\", \"The Food Wife\", \"The Book Job\", \"The Man in the Blue Flannel Pants\", \"The Ten-Per-Cent Solution\", \"Holidays of Future Passed\", \"Politically Inept, with Homer Simpson\", \"The D'oh-cial Network\", \"Moe Goes from Rags to Riches\", \"The Daughter Also Rises\", \"At Long Last Leave\", \"Exit Through the Kwik-E-Mart\", \"How I Wet Your Mother\", \"Them, Robot\", \"Beware My Cheating Bart\", \"A Totally Fun Thing That Bart Will Never Do Again\", \"The Spy Who Learned Me\", \"Ned 'n' Edna's Blend\", \"Lisa Goes Gaga\", \"Moonshine River\", \"Treehouse of Horror XXIII\", \"Adventures in Baby-Getting\", \"Gone Abie Gone\", \"Penny-Wiseguys\", \"A Tree Grows in Springfield\", \"The Day the Earth Stood Cool\", \"To Cur With Love\", \"Homer Goes to Prep School\", \"A Test Before Trying\", \"The Changing of the Guardian\", \"Love is a Many-Splintered Thing\", \"Hardly Kirk-ing\", \"Gorgeous Grampa\", \"Black-Eyed, Please\", \"Dark Knight Court\", \"What Animated Women Want\", \"Pulpit Friction\", \"Whiskey Business\", \"The Fabulous Faker Boys\", \"The Saga of Carl Carlson\", \"Dangers on a Train\", \"Homerland\", \"Treehouse of Horror XXIV\", \"Four Regrettings and a Funeral\", \"YOLO\", \"Labor Pains\", \"The Kid is All Right\", \"Yellow Subterfuge\", \"White Christmas Blues\", \"Steal This Episode\", \"Married to the Blob\", \"Specs and the City\", \"Diggs\", \"The Man Who Grew Too Much\", \"The Winter of His Content\", \"The War of Art\", \"You Don't Have to Live Like a Referee\", \"Luca$\", \"Days of Future Future\", \"What to Expect When Bart's Expecting\", \"Brick Like Me\", \"Pay Pal\", \"The Yellow Badge of Cowardge\", \"Clown in the Dumps\", \"The Wreck of the Relationship\", \"Super Franchise Me\", \"Treehouse of Horror XXV\", \"Opposites A-Frack\", \"Simpsorama\", \"Blazed and Confused\", \"Covercraft\", \"I Won't Be Home for Christmas\", \"The Man Who Came to Be Dinner\", \"Bart's New Friend\", \"The Musk Who Fell to Earth\", \"Walking Big & Tall\", \"My Fare Lady\", \"The Princess Guide\", \"Sky Police\", \"Waiting For Duffman\", \"Peeping Mom\", \"The Kids are All Fight\", \"Let's Go Fly a Coot\", \"Bull-E\", \"Mathlete's Feat\", \"Every Man's Dream\", \"Cue Detective\", \"Puffless\", \"Halloween of Horror\", \"Treehouse of Horror XXVI\", \"Friend with Benefit\", \"Lisa with an 'S'\", \"Paths of Glory\", \"Barthood\", \"The Girl Code\", \"Teenage Mutant Milk-caused Hurdles\", \"Much Apu About Something\", \"Love Is in the N2-O2-Ar-CO2-Ne-He-CH4\", \"Gal of Constant Sorrow\", null], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589], \"y\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 13, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 27, 28], \"rating\": [7.95294, 7.65556, 7.47771, 7.81164, 7.69858, 7.83764, 7.6537, 7.55556, 7.62332, 7.7173, 7.88739, 7.94273, 7.56, 7.93004, 8.0913, 7.99605, 8.01322, 7.67757, 7.98618, 7.88835, 8.36585, 7.99457, 7.93122, 8.1206, 8.05076, 7.88601, 7.64045, 8.17778, 7.84615, 7.70659, 8.09639, 8.21111, 7.9322, 7.81065, 7.86061, 8.29808, 7.94565, 8.1134, 8.20207, 8.20635, 7.64375, 8.155, 7.76, 8.09884, 8.47399, 8.27778, 7.98765, 8.18405, 8.02994, 8.13636, 8.05233, 8.20994, 8.1579, 7.87179, 7.94805, 7.98592, 7.68794, 7.83333, 8.33987, 8.16931, 7.87574, 8.44, 7.97546, 8.2, 8.12568, 8.05988, 8.02299, 8.585, 8.2931, 8.19394, 8.48515, 7.80822, 8.01829, 7.97987, 7.9085, 8.29714, 7.32143, 7.79054, 8.0596, 7.83217, 7.6194, 8.1361, 8.47396, 8.13714, 8.28302, 8.20856, 8.20645, 7.9726, 8.30061, 8.31447, 8.06962, 8.07971, 8.09333, 8.02817, 8.07692, 8.3141, 8.21277, 8.13571, 8.3254, 8.376, 8.40714, 7.70536, 8.48438, 8.46497, 8.15385, 7.11404, 8.39157, 8.19565, 8.51309, 8.1579, 8.40876, 8.73826, 8.35772, 8.07936, 8.75595, 8.41259, 8.33571, 8.55797, 8.29787, 8.17054, 8.24806, 8.14815, 8.16935, 7.91129, 8.04348, 8.25833, 8.48507, 8.58333, 8.63461, 8.1634, 8.18939, 8.47945, 8.45205, 8.46809, 8.62573, 8.21429, 8.08333, 7.67424, 8.53103, 8.28169, 8.15714, 8.2459, 8.07752, 8.20175, 8.27941, 8.15574, 8.1875, 8.32812, 8.18182, 8.71171, 8.10909, 8.30328, 8.47321, 8.05921, 8.53073, 8.27068, 7.61468, 8.03008, 8.10744, 7.90476, 8.30534, 8.26277, 8.50676, 7.77586, 8.264, 7.62069, 7.98374, 8.28333, 8.17273, 7.84906, 8.5188, 7.92727, 7.98291, 8.08108, 8.12389, 8.44805, 7.15306, 8.0367, 8.50292, 7.71429, 8.24167, 8.05517, 8.08876, 7.95902, 7.75, 8.23529, 8.07087, 7.96269, 5.78571, 7.64516, 8.29839, 8.25185, 7.81132, 7.74725, 8.21368, 7.88696, 8.01923, 8.09615, 7.96296, 7.97458, 8.15179, 8.18519, 7.94681, 7.82353, 8.04895, 7.98319, 8.03333, 7.9703, 7.78302, 8.0566, 7.89908, 8.27692, 8.01681, 8.0, 7.41, 8.03306, 7.82474, 8.00833, 8.03636, 8.12821, 7.92727, 7.96226, 7.71287, 7.9009, 7.78, 8.15574, 7.66957, 8.03333, 7.94444, 8.09272, 8.19853, 8.03448, 8.0, 7.88571, 7.56075, 7.84112, 7.9823, 7.82727, 7.46667, 7.9, 7.94231, 7.98095, 7.96721, 7.8785, 7.67, 7.73118, 8.0, 8.15306, 7.77444, 7.96094, 7.84466, 7.83495, 7.65414, 8.07519, 8.06667, 8.168, 8.29851, 7.6, 8.0, 7.86111, 7.5619, 7.77273, 8.04808, 7.73684, 7.71845, 8.63964, 7.6087, 7.81, 7.58163, 8.05634, 7.71852, 7.85345, 7.75676, 7.85039, 7.91597, 7.80992, 7.69672, 7.94355, 7.82292, 7.84906, 7.86458, 7.71579, 7.75229, 7.62281, 8.17143, 7.01099, 8.16667, 7.85859, 7.89908, 7.7, 8.15652, 8.04196, 8.34074, 7.77863, 8.20161, 7.75439, 8.14035, 7.90179, 8.03774, 7.92982, 8.05714, 8.19626, 7.89, 7.97917, 8.0, 8.04, 7.91262, 8.19588, 8.02273, 7.78571, 7.74157, 7.77778, 7.91489, 8.02083, 8.06034, 7.69748, 8.11667, 7.82759, 7.49, 7.86792, 7.92857, 8.23232, 7.89899, 8.18182, 8.26168, 7.95, 7.63636, 7.85149, 7.83, 7.98947, 8.04255, 8.03774, 8.13953, 7.97674, 8.04494, 7.86667, 7.83969, 8.14286, 7.98864, 8.00961, 8.08547, 7.93269, 7.66019, 7.71429, 8.14563, 8.07843, 7.82558, 7.56989, 7.66327, 7.9596, 7.92222, 8.02273, 7.96386, 7.8427, 8.04951, 8.07143, 7.85, 8.0, 7.80645, 7.9562, 8.25472, 7.93333, 8.02083, 7.75, 7.85455, 7.8835, 8.05042, 7.9505, 8.224, 8.07477, 8.12871, 7.81707, 7.85149, 7.87368, 7.7551, 7.89773, 7.97959, 7.51648, 8.09091, 7.7, 7.90179, 7.77206, 7.77193, 7.86316, 7.70093, 7.7193, 7.5567, 7.88775, 7.69159, 7.38144, 7.94545, 7.41935, 7.67045, 7.94, 8.26271, 7.52439, 7.62857, 7.7835, 8.22414, 7.63063, 7.74615, 7.67742, 7.90756, 7.53211, 7.8875, 7.68333, 7.69291, 7.83333, 8.06195, 7.67308, 8.10769, 7.45833, 7.64486, 7.53608, 7.66972, 7.45556, 7.67677, 7.36957, 7.57778, 7.65934, 7.90909, 7.72414, 7.60976, 7.86286, 7.89933, 7.94839, 8.06849, 7.95312, 7.78151, 7.79389, 7.78986, 7.73684, 8.17037, 7.74797, 7.87597, 8.1, 7.96212, 7.83582, 7.54348, 7.8, 7.84848, 7.77103, 7.7625, 7.93567, 7.76, 7.83125, 7.525, 7.71895, 7.95402, 7.81379, 7.59603, 7.83333, 7.78, 8.01379, 8.11111, 7.91026, 7.7931, 7.57971, 7.66438, 7.79054, 7.93056, 7.85816, 7.9172, 7.77941, 7.42718, 7.98529, 7.78704, 7.79079, 7.8593, 7.50254, 7.51351, 7.74038, 7.83598, 7.45, 7.67213, 7.72067, 7.57754, 7.70408, 7.47253, 7.16092, 7.57627, 8.0, 7.84492, 7.80476, 7.88, 7.93401, 8.01274, 7.94624, 7.9699, 7.97842, 7.91603, 8.14336, 7.90262, 7.41107, 8.59677, 7.38247, 7.74319, 7.15768, 7.72941, 7.99627, 8.23247, 8.11811, 7.85827, 8.12153, 8.23656, 7.94815, 8.04286, 7.45758, 7.5873, 7.99765, 7.7775, 7.76385, 7.45481, 7.60106, 7.91713, 7.83631, 7.7514, 7.89286, 7.61934, 7.45758, 7.76489, 7.48116, 7.94915, 7.94839, 7.82328, 7.80911, 7.76974, 7.77273, 7.92544, 7.98707, 7.84356, 7.59718, 7.63679, 7.78997, 7.83591, 7.60847, 7.61525, 7.49915, 8.17938, 7.91653, 7.97946, 7.6558, 7.80334, 7.69048, 7.74088, 7.83455, 7.73371, 7.98145, 7.62774, 8.18286, 7.72064, 7.84743, 7.13359, 7.52424, 7.62179, 7.80539, 7.57591, 8.10852, 7.81148, 7.53391, 7.52449, 7.29348, 7.45296, 7.20333, 7.07566, 7.13141, 7.10145, 7.14398, 7.30478, 7.30741, 7.16603, 7.12165, 7.09425, 7.31897, 7.10236, 7.33686, 7.32295, 7.4672, 7.08039, 7.41799, 7.04545, 7.28319, 7.77371, 7.48944, 7.31538, 7.2931, 7.75, 10.0, 0.0], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#f46d43\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"6.25\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"7.23\", \"7.24\", \"7.25\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"8.22\", \"8.23\", \"8.24\", \"8.25\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"9.21\", \"9.22\", \"9.23\", \"9.24\", \"9.25\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\", \"10.7\", \"10.8\", \"10.9\", \"10.10\", \"10.11\", \"10.12\", \"10.13\", \"10.14\", \"10.15\", \"10.16\", \"10.17\", \"10.18\", \"10.19\", \"10.20\", \"10.21\", \"10.22\", \"10.23\", \"11.1\", \"11.2\", \"11.3\", \"11.4\", \"11.5\", \"11.6\", \"11.7\", \"11.8\", \"11.9\", \"11.10\", \"11.11\", \"11.12\", \"11.13\", \"11.14\", \"11.15\", \"11.16\", \"11.17\", \"11.18\", \"11.19\", \"11.20\", \"11.21\", \"11.22\", \"12.1\", \"12.2\", \"12.3\", \"12.4\", \"12.5\", \"12.6\", \"12.7\", \"12.8\", \"12.9\", \"12.10\", \"12.11\", \"12.12\", \"12.13\", \"12.14\", \"12.15\", \"12.16\", \"12.17\", \"12.18\", \"12.19\", \"12.20\", \"12.21\", \"13.1\", \"13.2\", \"13.3\", \"13.4\", \"13.5\", \"13.6\", \"13.7\", \"13.8\", \"13.9\", \"13.10\", \"13.11\", \"13.12\", \"13.13\", \"13.14\", \"13.15\", \"13.16\", \"13.17\", \"13.18\", \"13.19\", \"13.20\", \"13.21\", \"13.22\", \"14.1\", \"14.2\", \"14.3\", \"14.4\", \"14.5\", \"14.6\", \"14.7\", \"14.8\", \"14.9\", \"14.10\", \"14.11\", \"14.12\", \"14.13\", \"14.14\", \"14.15\", \"14.16\", \"14.17\", \"14.18\", \"14.19\", \"14.20\", \"14.21\", \"14.22\", \"15.1\", \"15.2\", \"15.3\", \"15.4\", \"15.5\", \"15.6\", \"15.7\", \"15.8\", \"15.9\", \"15.10\", \"15.11\", \"15.12\", \"15.13\", \"15.14\", \"15.15\", \"15.16\", \"15.17\", \"15.18\", \"15.19\", \"15.20\", \"15.21\", \"15.22\", \"16.1\", \"16.2\", \"16.3\", \"16.4\", \"16.5\", \"16.6\", \"16.7\", \"16.8\", \"16.9\", \"16.10\", \"16.11\", \"16.12\", \"16.13\", \"16.14\", \"16.15\", \"16.16\", \"16.17\", \"16.18\", \"16.19\", \"16.20\", \"16.21\", \"17.1\", \"17.2\", \"17.3\", \"17.4\", \"17.5\", \"17.6\", \"17.7\", \"17.8\", \"17.9\", \"17.10\", \"17.11\", \"17.12\", \"17.13\", \"17.14\", \"17.15\", \"17.16\", \"17.17\", \"17.18\", \"17.19\", \"17.20\", \"17.21\", \"17.22\", \"18.1\", \"18.2\", \"18.3\", \"18.4\", \"18.5\", \"18.6\", \"18.7\", \"18.8\", \"18.9\", \"18.10\", \"18.11\", \"18.12\", \"18.13\", \"18.14\", \"18.15\", \"18.16\", \"18.17\", \"18.18\", \"18.19\", \"18.20\", \"18.21\", \"18.22\", \"19.1\", \"19.2\", \"19.3\", \"19.4\", \"19.5\", \"19.6\", \"19.7\", \"19.8\", \"19.9\", \"19.10\", \"19.11\", \"19.12\", \"19.13\", \"19.14\", \"19.15\", \"19.16\", \"19.17\", \"19.18\", \"19.19\", \"19.20\", \"20.1\", \"20.2\", \"20.3\", \"20.4\", \"20.5\", \"20.6\", \"20.7\", \"20.8\", \"20.9\", \"20.10\", \"20.11\", \"20.12\", \"20.13\", \"20.14\", \"20.15\", \"20.16\", \"20.17\", \"20.18\", \"20.19\", \"20.20\", \"20.21\", \"21.1\", \"21.2\", \"21.3\", \"21.4\", \"21.5\", \"21.6\", \"21.7\", \"21.8\", \"21.9\", \"21.10\", \"21.11\", \"21.12\", \"21.13\", \"21.14\", \"21.15\", \"21.16\", \"21.17\", \"21.18\", \"21.19\", \"21.20\", \"21.21\", \"21.22\", \"21.23\", \"22.1\", \"22.2\", \"22.3\", \"22.4\", \"22.5\", \"22.6\", \"22.7\", \"22.8\", \"22.9\", \"22.10\", \"22.11\", \"22.12\", \"22.13\", \"22.14\", \"22.15\", \"22.16\", \"22.17\", \"22.18\", \"22.19\", \"22.20\", \"22.21\", \"22.22\", \"23.1\", \"23.2\", \"23.3\", \"23.4\", \"23.5\", \"23.6\", \"23.7\", \"23.8\", \"23.9\", \"23.10\", \"23.11\", \"23.12\", \"23.13\", \"23.14\", \"23.15\", \"23.16\", \"23.17\", \"23.18\", \"23.19\", \"23.20\", \"23.21\", \"23.22\", \"24.1\", \"24.2\", \"24.3\", \"24.4\", \"24.5\", \"24.6\", \"24.7\", \"24.8\", \"24.9\", \"24.10\", \"24.11\", \"24.12\", \"24.13\", \"24.14\", \"24.15\", \"24.16\", \"24.17\", \"24.18\", \"24.19\", \"24.20\", \"24.21\", \"24.22\", \"25.1\", \"25.2\", \"25.3\", \"25.4\", \"25.5\", \"25.6\", \"25.7\", \"25.8\", \"25.9\", \"25.10\", \"25.11\", \"25.12\", \"25.13\", \"25.14\", \"25.15\", \"25.16\", \"25.17\", \"25.18\", \"25.19\", \"25.20\", \"25.21\", \"25.22\", \"26.1\", \"26.2\", \"26.3\", \"26.4\", \"26.5\", \"26.6\", \"26.7\", \"26.8\", \"26.9\", \"26.10\", \"26.11\", \"26.12\", \"26.13\", \"26.14\", \"26.15\", \"26.16\", \"26.17\", \"26.18\", \"26.19\", \"26.20\", \"26.21\", \"26.22\", \"27.1\", \"27.2\", \"27.3\", \"27.4\", \"27.5\", \"27.6\", \"27.7\", \"27.8\", \"27.9\", \"27.10\", \"27.11\", \"27.12\", \"27.13\", \"27.14\", \"28.1\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588], \"aired\": [\"1989-12-18\", \"1990-01-15\", \"1990-01-22\", \"1990-01-29\", \"1990-02-05\", \"1990-02-12\", \"1990-02-19\", \"1990-02-26\", \"1990-03-19\", \"1990-03-26\", \"1990-04-16\", \"1990-04-30\", \"1990-05-14\", \"1990-10-12\", \"1990-10-19\", \"1990-10-25\", \"1990-11-02\", \"1990-11-09\", \"1990-11-16\", \"1990-11-23\", \"1990-12-07\", \"1990-12-21\", \"1991-01-11\", \"1991-01-25\", \"1991-02-01\", \"1991-02-08\", \"1991-02-15\", \"1991-02-22\", \"1991-03-08\", \"1991-03-29\", \"1991-04-12\", \"1991-04-26\", \"1991-05-03\", \"1991-05-10\", \"1991-08-12\", \"1991-09-20\", \"1991-09-27\", \"1991-10-04\", \"1991-10-11\", \"1991-10-18\", \"1991-10-25\", \"1991-11-01\", \"1991-11-08\", \"1991-11-15\", \"1991-11-22\", \"1991-12-06\", \"1991-12-27\", \"1992-01-10\", \"1992-01-24\", \"1992-02-07\", \"1992-02-14\", \"1992-02-21\", \"1992-02-28\", \"1992-03-13\", \"1992-03-27\", \"1992-04-10\", \"1992-04-24\", \"1992-05-08\", \"1992-08-28\", \"1992-09-25\", \"1992-10-02\", \"1992-10-09\", \"1992-10-16\", \"1992-10-30\", \"1992-11-04\", \"1992-11-06\", \"1992-11-13\", \"1992-11-20\", \"1992-12-04\", \"1992-12-18\", \"1993-01-15\", \"1993-01-22\", \"1993-02-05\", \"1993-02-12\", \"1993-02-19\", \"1993-03-12\", \"1993-04-02\", \"1993-04-16\", \"1993-04-30\", \"1993-05-07\", \"1993-05-14\", \"1993-10-01\", \"1993-10-08\", \"1993-10-15\", \"1993-10-22\", \"1993-10-29\", \"1993-11-05\", \"1993-11-12\", \"1993-11-19\", \"1993-12-10\", \"1993-12-17\", \"1994-01-07\", \"1994-02-04\", \"1994-02-11\", \"1994-02-18\", \"1994-02-25\", \"1994-03-18\", \"1994-04-01\", \"1994-04-15\", \"1994-04-29\", \"1994-05-06\", \"1994-05-13\", \"1994-05-20\", \"1994-09-05\", \"1994-09-12\", \"1994-09-26\", \"1994-10-03\", \"1994-10-10\", \"1994-10-31\", \"1994-11-07\", \"1994-11-14\", \"1994-11-28\", \"1994-12-05\", \"1994-12-19\", \"1995-01-09\", \"1995-01-23\", \"1995-02-06\", \"1995-02-13\", \"1995-02-20\", \"1995-02-27\", \"1995-03-06\", \"1995-03-20\", \"1995-04-10\", \"1995-04-17\", \"1995-05-01\", \"1995-05-08\", \"1995-05-15\", \"1995-05-22\", \"1995-09-18\", \"1995-09-25\", \"1995-10-02\", \"1995-10-09\", \"1995-10-16\", \"1995-10-30\", \"1995-11-06\", \"1995-11-20\", \"1995-11-27\", \"1995-12-04\", \"1995-12-18\", \"1996-01-08\", \"1996-01-15\", \"1996-02-05\", \"1996-02-12\", \"1996-02-19\", \"1996-02-26\", \"1996-03-18\", \"1996-03-25\", \"1996-04-01\", \"1996-04-15\", \"1996-04-29\", \"1996-05-06\", \"1996-05-20\", \"1996-05-20\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1996-12-30\", \"1997-01-06\", \"1997-01-13\", \"1997-01-20\", \"1997-02-03\", \"1997-02-08\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-03\", \"1997-03-17\", \"1997-04-07\", \"1997-04-14\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-09-22\", \"1997-09-29\", \"1997-10-20\", \"1997-10-27\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-08\", \"1997-12-22\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-23\", \"1998-03-30\", \"1998-04-06\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-08-24\", \"1998-09-21\", \"1998-09-28\", \"1998-10-26\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-12-07\", \"1998-12-21\", \"1999-01-11\", \"1999-01-18\", \"1999-02-01\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-29\", \"1999-04-05\", \"1999-04-12\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-09-27\", \"1999-10-04\", \"1999-10-25\", \"1999-11-01\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-20\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-20\", \"2000-04-10\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-02\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-03-05\", \"2001-03-12\", \"2001-04-02\", \"2001-04-30\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-07\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-21\", \"2002-01-28\", \"2002-02-11\", \"2002-02-18\", \"2002-02-25\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-23\", \"2002-11-04\", \"2002-11-11\", \"2002-11-18\", \"2002-11-25\", \"2002-12-02\", \"2002-12-16\", \"2003-01-06\", \"2003-01-13\", \"2003-02-03\", \"2003-02-10\", \"2003-02-17\", \"2003-02-17\", \"2003-03-03\", \"2003-03-10\", \"2003-03-17\", \"2003-03-31\", \"2003-04-14\", \"2003-04-28\", \"2003-05-05\", \"2003-05-12\", \"2003-05-19\", \"2003-05-19\", \"2003-11-03\", \"2003-11-10\", \"2003-11-17\", \"2003-11-24\", \"2003-12-01\", \"2003-12-08\", \"2003-12-15\", \"2004-01-05\", \"2004-01-12\", \"2004-01-26\", \"2004-02-09\", \"2004-02-16\", \"2004-02-23\", \"2004-03-15\", \"2004-03-22\", \"2004-03-29\", \"2004-04-19\", \"2004-04-26\", \"2004-05-03\", \"2004-05-10\", \"2004-05-17\", \"2004-05-24\", \"2004-11-08\", \"2004-11-15\", \"2004-11-22\", \"2004-12-06\", \"2004-12-13\", \"2005-01-17\", \"2005-01-31\", \"2005-02-07\", \"2005-02-14\", \"2005-02-21\", \"2005-03-07\", \"2005-03-14\", \"2005-03-21\", \"2005-04-04\", \"2005-04-18\", \"2005-05-02\", \"2005-05-02\", \"2005-05-09\", \"2005-05-09\", \"2005-05-16\", \"2005-05-16\", \"2005-09-12\", \"2005-09-19\", \"2005-09-26\", \"2005-11-07\", \"2005-11-14\", \"2005-11-21\", \"2005-11-28\", \"2005-12-12\", \"2005-12-19\", \"2006-01-09\", \"2006-01-30\", \"2006-02-27\", \"2006-03-13\", \"2006-03-20\", \"2006-03-27\", \"2006-04-03\", \"2006-04-10\", \"2006-04-24\", \"2006-05-01\", \"2006-05-08\", \"2006-05-15\", \"2006-05-22\", \"2006-09-11\", \"2006-09-18\", \"2006-09-25\", \"2006-11-06\", \"2006-11-13\", \"2006-11-20\", \"2006-11-27\", \"2006-12-11\", \"2006-12-18\", \"2007-01-08\", \"2007-01-29\", \"2007-02-12\", \"2007-02-19\", \"2007-03-05\", \"2007-03-12\", \"2007-03-26\", \"2007-04-23\", \"2007-04-30\", \"2007-05-07\", \"2007-05-14\", \"2007-05-21\", \"2007-05-21\", \"2007-09-24\", \"2007-10-01\", \"2007-10-08\", \"2007-10-15\", \"2007-11-05\", \"2007-11-12\", \"2007-11-19\", \"2007-11-26\", \"2007-12-17\", \"2008-01-07\", \"2008-01-28\", \"2008-02-18\", \"2008-03-03\", \"2008-03-10\", \"2008-03-31\", \"2008-04-14\", \"2008-04-28\", \"2008-05-05\", \"2008-05-12\", \"2008-05-19\", \"2008-09-29\", \"2008-10-06\", \"2008-10-20\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-12-01\", \"2008-12-08\", \"2009-01-26\", \"2009-02-16\", \"2009-03-02\", \"2009-03-09\", \"2009-03-16\", \"2009-03-23\", \"2009-03-30\", \"2009-04-06\", \"2009-04-20\", \"2009-04-27\", \"2009-05-04\", \"2009-05-11\", \"2009-05-18\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-14\", \"2010-01-04\", \"2010-01-11\", \"2010-02-01\", \"2010-02-15\", \"2010-02-22\", \"2010-03-15\", \"2010-03-22\", \"2010-03-29\", \"2010-04-12\", \"2010-04-19\", \"2010-04-26\", \"2010-05-03\", \"2010-05-10\", \"2010-05-17\", \"2010-05-24\", \"2010-09-27\", \"2010-10-04\", \"2010-10-11\", \"2010-11-08\", \"2010-11-15\", \"2010-11-22\", \"2010-11-29\", \"2010-12-06\", \"2010-12-13\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-02-14\", \"2011-02-21\", \"2011-03-07\", \"2011-03-14\", \"2011-03-28\", \"2011-04-11\", \"2011-05-02\", \"2011-05-09\", \"2011-05-16\", \"2011-05-23\", \"2011-09-26\", \"2011-10-03\", \"2011-10-31\", \"2011-11-07\", \"2011-11-14\", \"2011-11-21\", \"2011-11-28\", \"2011-12-05\", \"2011-12-12\", \"2012-01-09\", \"2012-01-16\", \"2012-01-30\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-04-16\", \"2012-04-30\", \"2012-05-07\", \"2012-05-14\", \"2012-05-21\", \"2012-10-01\", \"2012-10-08\", \"2012-11-05\", \"2012-11-12\", \"2012-11-19\", \"2012-11-26\", \"2012-12-10\", \"2012-12-17\", \"2013-01-07\", \"2013-01-14\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-04-15\", \"2013-04-29\", \"2013-05-06\", \"2013-05-13\", \"2013-05-20\", \"2013-05-20\", \"2013-09-30\", \"2013-10-07\", \"2013-11-04\", \"2013-11-11\", \"2013-11-18\", \"2013-11-25\", \"2013-12-09\", \"2013-12-16\", \"2014-01-06\", \"2014-01-13\", \"2014-01-27\", \"2014-03-10\", \"2014-03-10\", \"2014-03-17\", \"2014-03-24\", \"2014-03-31\", \"2014-04-07\", \"2014-04-14\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-09-29\", \"2014-10-06\", \"2014-10-13\", \"2014-10-20\", \"2014-11-03\", \"2014-11-10\", \"2014-11-17\", \"2014-11-24\", \"2014-12-08\", \"2015-01-05\", \"2015-01-12\", \"2015-01-26\", \"2015-02-09\", \"2015-02-16\", \"2015-03-02\", \"2015-03-09\", \"2015-03-16\", \"2015-04-20\", \"2015-04-27\", \"2015-05-04\", \"2015-05-11\", \"2015-05-18\", \"2015-09-28\", \"2015-10-05\", \"2015-10-12\", \"2015-10-19\", \"2015-10-26\", \"2015-11-09\", \"2015-11-23\", \"2015-12-07\", \"2015-12-14\", \"2016-01-04\", \"2016-01-11\", \"2016-01-18\", \"2016-02-15\", \"2016-02-22\", \"2016-09-26\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589]}, \"callback\": null}, \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, \"name\": \"main\"}, \"id\": \"c2aba8b0-968e-478b-ac5b-f4e07bf613c0\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"8e2e858c-076d-4eb4-9e86-c0cea7a46256\"}}, \"id\": \"b3b5f0d1-1e9e-4559-8645-6e30d2a90be7\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}}, \"id\": \"e97fcc6c-13c1-48a4-8bdd-c87dddd39d53\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"edfa00bf-51bd-4967-ae3c-49be6957241d\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"d658985e-d7c6-4f19-90d1-eb10286b1c49\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8c3f5364-2a80-409d-9b54-25e0379a88fb\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}}, \"id\": \"34dab3f0-4dca-4144-ba03-76ebdc2e8889\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"99e429e0-7908-462e-bbbe-8aa0517f9129\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"The Bicycle Thief\", \"Come Fly with Me\", \"The Incident\", \"Coal Digger\", \"Run for Your Wife\", \"En Garde\", \"Great Expectations\", \"Fizbo\", \"Undeck the Halls\", \"Up All Night\", \"Not in My House\", \"Fifteen Percent\", \"Moon Landing\", \"My Funky Valentine\", \"Fears\", \"Truth Be Told\", \"Starry Night\", \"Game Changer\", \"Benched\", \"Travels with Scout\", \"Airport 2010\", \"Hawaii\", \"Family Portrait\", \"The Old Wagon\", \"The Kiss\", \"Earthquake\", \"Strangers on a Treadmill\", \"Unplugged\", \"Halloween\", \"Chirp\", \"Manny Get Your Gun\", \"Mother Tucker\", \"Dance Dance Revelation\", \"Slow Down Your Neighbors\", \"Our Children, Ourselves\", \"Caught in the Act\", \"Bixby's Back\", \"Princess Party\", \"Regrets Only\", \"Two Monkeys and a Panda\", \"Boys' Night\", \"The Musical Man\", \"Someone to Watch Over Lily\", \"Mother's Day\", \"Good Cop, Bad Dog\", \"See You Next Fall\", \"The One That Got Away\", \"Dude Ranch\", \"When Good Kids Go Bad\", \"Phil on Wire\", \"Door to Door\", \"Hit and Run\", \"Go Bullfrogs!\", \"Treehouse\", \"After the Fire\", \"Punkin Chunkin\", \"Express Christmas\", \"Lifetime Supply\", \"Egg Drop\", \"Little Bo Bleep\", \"Me? Jealous?\", \"Aunt Mommy\", \"Virgin Territory\", \"Leap Day\", \"Send Out the Clowns\", \"Election Day\", \"The Last Walt\", \"Planes, Trains and Cars\", \"Disneyland\", \"Tableau Vivant\", \"Baby on Board\", \"Bringing Up Baby\", \"Schooled\", \"Snip\", \"The Butler's Escape\", \"Open House of Horrors\", \"Yard Sale\", \"Arrested\", \"Mistery Date\", \"When a Tree Falls\", \"Diamond in the Rough\", \"New Year's Eve\", \"Party Crasher\", \"Fulgencio\", \"A Slight at the Opera\", \"Heart Broken\", \"Bad Hair Day\", \"Best Men\", \"The Wow Factor\", \"The Future Dunphys\", \"Flip Flop\", \"Career Day\", \"My Hero\", \"Games People Play\", \"Goodnight, Gracie\", \"Suddenly, Last Summer\", \"First Days\", \"Larry's Wife\", \"Farm Strong\", \"The Late Show\", \"The Help\", \"A Fair to Remember\", \"ClosetCon '13\", \"The Big Game\", \"The Old Man & the Tree\", \"And One to Grow On\", \"Under Pressure\", \"Three Dinners\", \"iSpy\", \"The Feud\", \"Spring-a-Ding-Fling\", \"Other People's Children\", \"Las Vegas\", \"A Hard Jay's Night\", \"Australia\", \"Sleeper\", \"Message Received\", \"The Wedding (1)\", \"The Wedding (2)\", \"The Long Honeymoon\", \"Do Not Push\", \"The Cold\", \"Marco Polo\", \"Won't You Be Our Neighbor\", \"Halloween 3: AwesomeLand\", \"Queer Eyes, Full Hearts\", \"Three Turkeys\", \"Strangers in the Night\", \"Haley's 21st Birthday\", \"The Day We Almost Died\", \"The Big Guns\", \"Rash Decisions\", \"Valentine's Day 4: Twisted Sister\", \"Fight or Flight\", \"Connection Lost\", \"Closet? You'll Love It!\", \"Spring Break\", \"Grill, Interrupted\", \"Knock 'em Down\", \"Integrity\", \"Patriot Games\", \"Crying Out Loud\", \"American Skyper\", \"Summer Lovin'\", \"The Day Alex Left for College\", \"The Closet Case\", \"She Crazy\", \"The Verdict\", \"The More You Ignore Me\", \"Phil's Sexy, Sexy House\", \"Clean Out Your Junk Drawer\", \"White Christmas\", \"Playdates\", \"Spread Your Wings\", \"Clean for a Day\", \"Thunk in the Trunk\", \"I Don't Know How She Does It\", \"The Cover-Up\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159], \"y\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.10483, 8.08675, 8.08936, 8.22944, 8.19701, 8.15903, 8.21076, 7.91128, 8.31725, 8.24734, 8.13906, 8.14308, 8.1592, 8.1195, 8.48826, 8.16722, 8.18166, 8.23786, 8.2488, 8.00336, 8.09091, 8.23625, 8.42212, 8.4382, 8.11433, 8.18955, 8.04608, 8.1003, 8.17647, 8.23602, 8.0622, 8.29969, 7.88399, 8.04575, 8.2351, 8.14784, 8.48862, 8.1395, 8.0522, 8.18069, 7.97893, 8.24689, 8.13793, 8.1619, 8.20281, 8.24428, 8.25194, 8.21236, 8.13315, 8.25955, 8.17607, 8.171, 8.12483, 8.08931, 8.36951, 8.24799, 8.21188, 8.24654, 8.1164, 8.14536, 8.41744, 8.26372, 8.35262, 8.26455, 8.34505, 8.18498, 8.28874, 8.15314, 8.13273, 8.42379, 8.13972, 8.48923, 8.26652, 8.339, 8.12146, 7.97974, 8.04, 8.04535, 8.21935, 8.21812, 8.02706, 8.0407, 8.14607, 8.29601, 8.35454, 7.92238, 7.99224, 7.79376, 8.16118, 8.23244, 8.24051, 8.11346, 8.02954, 8.1517, 8.14547, 8.22956, 8.22532, 8.15793, 8.04973, 8.17692, 8.25119, 8.05684, 8.05771, 8.02981, 8.02182, 8.08654, 8.02628, 8.19368, 8.07974, 8.14962, 8.05325, 8.03698, 8.08475, 8.44787, 8.04958, 8.04686, 7.97845, 8.15281, 8.1064, 8.33477, 8.03392, 7.92979, 7.87082, 7.87123, 7.86828, 7.89915, 8.09802, 8.03369, 7.70098, 8.04385, 7.6326, 7.42, 7.49867, 7.57638, 7.52324, 8.34066, 7.58, 7.3685, 7.49492, 7.59429, 7.4941, 7.61263, 7.60128, 7.89842, 7.55541, 7.47285, 7.53927, 7.57742, 7.42156, 7.53318, 7.79104, 7.64331, 7.83756, 7.48845, 7.6115, 7.27273, 9.0, 10.0, 0.0], \"fill_color\": [\"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"5.21\", \"5.22\", \"5.23\", \"5.24\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"6.23\", \"6.24\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158], \"aired\": [\"2009-09-24\", \"2009-10-01\", \"2009-10-08\", \"2009-10-15\", \"2009-10-22\", \"2009-10-29\", \"2009-11-05\", \"2009-11-19\", \"2009-11-26\", \"2009-12-10\", \"2010-01-07\", \"2010-01-14\", \"2010-01-21\", \"2010-02-04\", \"2010-02-11\", \"2010-03-04\", \"2010-03-11\", \"2010-03-25\", \"2010-04-01\", \"2010-04-15\", \"2010-04-29\", \"2010-05-06\", \"2010-05-13\", \"2010-05-20\", \"2010-09-23\", \"2010-09-30\", \"2010-10-07\", \"2010-10-14\", \"2010-10-21\", \"2010-10-28\", \"2010-11-04\", \"2010-11-18\", \"2010-11-25\", \"2010-12-09\", \"2011-01-06\", \"2011-01-13\", \"2011-01-20\", \"2011-02-10\", \"2011-02-17\", \"2011-02-24\", \"2011-03-03\", \"2011-03-24\", \"2011-04-14\", \"2011-04-21\", \"2011-05-05\", \"2011-05-12\", \"2011-05-19\", \"2011-05-26\", \"2011-09-22\", \"2011-09-22\", \"2011-09-29\", \"2011-10-06\", \"2011-10-13\", \"2011-10-20\", \"2011-11-03\", \"2011-11-17\", \"2011-11-24\", \"2011-12-08\", \"2012-01-05\", \"2012-01-12\", \"2012-01-19\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-15\", \"2012-04-12\", \"2012-04-19\", \"2012-05-03\", \"2012-05-10\", \"2012-05-17\", \"2012-05-24\", \"2012-09-27\", \"2012-10-11\", \"2012-10-11\", \"2012-10-18\", \"2012-10-25\", \"2012-11-01\", \"2012-11-08\", \"2012-11-15\", \"2012-11-29\", \"2012-12-13\", \"2013-01-10\", \"2013-01-17\", \"2013-01-24\", \"2013-02-07\", \"2013-02-14\", \"2013-02-21\", \"2013-02-28\", \"2013-03-28\", \"2013-04-04\", \"2013-04-11\", \"2013-05-02\", \"2013-05-09\", \"2013-05-16\", \"2013-05-23\", \"2013-09-26\", \"2013-09-26\", \"2013-10-03\", \"2013-10-10\", \"2013-10-17\", \"2013-10-24\", \"2013-11-14\", \"2013-11-21\", \"2013-12-05\", \"2013-12-12\", \"2014-01-09\", \"2014-01-16\", \"2014-01-23\", \"2014-02-06\", \"2014-02-27\", \"2014-03-06\", \"2014-03-13\", \"2014-03-27\", \"2014-04-03\", \"2014-04-24\", \"2014-05-01\", \"2014-05-08\", \"2014-05-15\", \"2014-05-22\", \"2014-09-25\", \"2014-10-02\", \"2014-10-09\", \"2014-10-16\", \"2014-10-23\", \"2014-10-30\", \"2014-11-13\", \"2014-11-20\", \"2014-12-04\", \"2014-12-11\", \"2015-01-08\", \"2015-01-15\", \"2015-02-05\", \"2015-02-12\", \"2015-02-19\", \"2015-02-26\", \"2015-03-05\", \"2015-03-26\", \"2015-04-02\", \"2015-04-23\", \"2015-04-30\", \"2015-05-07\", \"2015-05-14\", \"2015-05-21\", \"2015-09-24\", \"2015-10-01\", \"2015-10-08\", \"2015-10-15\", \"2015-10-22\", \"2015-11-12\", \"2015-11-19\", \"2015-12-03\", \"2015-12-10\", \"2016-01-07\", \"2016-01-14\", \"2016-02-11\", \"2016-02-18\", null, null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159]}, \"callback\": null}, \"id\": \"bc54edc3-a579-4b65-8594-c2698071ba75\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"44c84aba-703c-4073-bccb-62ae22342fa0\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"c7017c4f-20c1-425e-bae1-65a9a862cf0e\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"66678f65-deff-475f-949d-03757613a9c7\"}, \"name\": \"main\"}, \"id\": \"fb111b23-bc1f-49ad-8b61-67e5d977a955\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"44c84aba-703c-4073-bccb-62ae22342fa0\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"5f0946a7-08bb-46f9-8027-d1d66967db31\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"efef76db-82f3-4d62-b279-02c9bcafa0a1\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e1afb393-78b9-4e15-bc66-a49a6e7c18cf\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"1eb2c9d6-9193-4bea-b84d-ecfaa6ee7555\"}}, \"id\": \"2039f47e-0c26-4f3d-b916-b1f884930c0b\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\", \"Christmas Day\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48], \"y\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.26688, 8.38627, 8.32174, 8.2913, 8.54338, 8.47744, 8.75166, 8.53305, 8.33333, 8.33254, 8.44604, 8.45116, 8.38554, 8.41748, 8.50483, 8.42469, 8.18864, 8.37063, 8.20554, 8.52235, 8.19858, 8.27465, 8.49563, 8.26989, 8.06879, 8.10841, 8.02926, 8.18421, 8.22942, 8.31707, 8.21261, 8.06136, 8.01795, 8.0609, 7.92126, 7.98783, 8.09202, 8.1534, 8.40319, 7.91424, 7.71062, 8.01935, 7.95431, 8.10204, 7.87313, 8.0, 8.32767, 9.0], \"fill_color\": [\"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#fee08b\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47], \"aired\": [\"2010-09-26\", \"2010-10-03\", \"2010-10-10\", \"2010-10-17\", \"2010-10-24\", \"2010-10-31\", \"2010-11-07\", \"2011-09-18\", \"2011-09-25\", \"2011-10-02\", \"2011-10-09\", \"2011-10-16\", \"2011-10-23\", \"2011-10-30\", \"2011-11-06\", \"2012-09-16\", \"2012-09-23\", \"2012-09-30\", \"2012-10-07\", \"2012-10-14\", \"2012-10-21\", \"2012-10-28\", \"2012-11-04\", \"2013-09-22\", \"2013-09-29\", \"2013-10-06\", \"2013-10-13\", \"2013-10-20\", \"2013-10-27\", \"2013-11-03\", \"2013-11-10\", \"2014-09-21\", \"2014-09-28\", \"2014-10-05\", \"2014-10-12\", \"2014-10-19\", \"2014-10-26\", \"2014-11-02\", \"2014-11-09\", \"2015-09-20\", \"2015-09-27\", \"2015-10-04\", \"2015-10-11\", \"2015-10-18\", \"2015-10-25\", \"2015-11-01\", \"2015-11-08\", null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48]}, \"callback\": null}, \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"31c26e4e-7adf-491b-9051-e912cc2b9cdd\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"38068670-1f10-4507-b0b0-5861d599208c\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}}, \"id\": \"8430d56c-bda8-4b78-b491-ad435d8ae8c7\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"6ef1db80-ffe1-45f0-a976-32d74f486a2b\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"4bc1a6dc-8aa3-4d95-a09a-b957c763959e\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"35f68355-2bf4-431e-9553-9e62f274a54e\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}}, \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"6b4e1832-471a-4c9b-8ee3-55718271e7cd\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}}, \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"1eb2c9d6-9193-4bea-b84d-ecfaa6ee7555\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}}, \"id\": \"bcbf7174-9793-4719-b056-2df030828f85\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"df130bcd-1f0f-47de-a7ab-965cf030dd52\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"717e2229-bccf-4d77-9d48-277ae49340be\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"efef76db-82f3-4d62-b279-02c9bcafa0a1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"6eccb76d-4b84-4849-b8c7-4d94252933f4\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"cf619923-26f4-4ce7-91d0-223efba80fdc\"}, \"name\": \"main\"}, \"id\": \"2e6f5067-2ef5-40a7-a080-4e9c324e6b83\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"7b9be790-3ea4-4299-a619-58b28a587275\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"53223dcc-b0af-410f-a4d0-2c1aa7f5116c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"8e2e858c-076d-4eb4-9e86-c0cea7a46256\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"fe27d6a3-af4b-478b-84ca-df3570d2eaf9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3d4b516-9ab6-4b46-a0ef-b9b69b770f2f\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"98da94d9-c017-4a3d-aa15-b1bbed2dac66\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"3951b40c-843e-4ce7-b664-7353490ead93\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"1cee8d06-a229-4bed-a3e9-ca5d54c6fccf\"}}, \"id\": \"d6394684-8bd2-4c44-9d51-43f4488b3f15\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"26bc9daa-07b5-4e76-8b04-bf8b10ef0f30\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"38068670-1f10-4507-b0b0-5861d599208c\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"bf56e093-281b-490b-b725-47f4e8c3696c\"}}, \"id\": \"b9ccff7b-b9cf-4b02-8e6d-93f768bf47e8\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"635b0d90-420e-490c-b15c-ff1e964363d1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"d1b96316-9bb5-48a1-8464-59f419f9bf76\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Twin Peaks\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"153da98a-f75f-4c7e-bc15-be43977541bf\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"b36a7791-6d0e-4dc1-9e13-a91cbc30b41d\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"1b5d1751-9af8-4b7a-a723-a683ebf0b8c0\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"bf92c17a-7f89-4f9b-b3a2-5aaf6b1e94e6\"}, {\"type\": \"WheelZoomTool\", \"id\": \"bcbf7174-9793-4719-b056-2df030828f85\"}, {\"type\": \"BoxZoomTool\", \"id\": \"d6394684-8bd2-4c44-9d51-43f4488b3f15\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"555e411b-0b83-4cb1-8880-8ed04be4eb9e\"}, {\"type\": \"ResizeTool\", \"id\": \"f0e2bcdd-4819-45c6-873f-737a43505fec\"}, {\"type\": \"ResetTool\", \"id\": \"6121b979-668e-451b-8ec3-6caff2859025\"}, {\"type\": \"HelpTool\", \"id\": \"4d4aeff0-91ab-4051-970e-ce5ea0a31078\"}, {\"type\": \"HoverTool\", \"id\": \"be2cdb42-d507-42e9-bd70-e1aadf515838\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"b9ccff7b-b9cf-4b02-8e6d-93f768bf47e8\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"153da98a-f75f-4c7e-bc15-be43977541bf\"}, {\"type\": \"Grid\", \"id\": \"d9f66d78-3ef6-44b5-9ded-afab073f95d7\"}, {\"type\": \"LinearAxis\", \"id\": \"b9ccff7b-b9cf-4b02-8e6d-93f768bf47e8\"}, {\"type\": \"Grid\", \"id\": \"8430d56c-bda8-4b78-b491-ad435d8ae8c7\"}, {\"type\": \"BoxAnnotation\", \"id\": \"1cee8d06-a229-4bed-a3e9-ca5d54c6fccf\"}, {\"type\": \"GlyphRenderer\", \"id\": \"38473083-1099-46c3-9b44-94d4e69da2a0\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"99e429e0-7908-462e-bbbe-8aa0517f9129\"}}, \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"a19547b0-d274-41f1-9a9e-f8b417a6f60d\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"bfcea2d2-81c8-47c1-9d91-8f30f0df1086\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}}, \"id\": \"4ed54f98-6b68-4f7f-b1e8-c2d0e7893dc9\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"0548991a-b7d6-41d0-a9ea-d0d10a2ad724\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}}, \"id\": \"f0e2bcdd-4819-45c6-873f-737a43505fec\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"61fe11d0-a987-4c64-9474-49889054c6b7\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"afdf5a7f-a2b6-4ed3-bd8e-30b46fca1aa8\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"503de474-208e-4d05-8bd5-9c7d1edab3e1\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"e5c02ecb-352a-4e60-a041-19b5094799aa\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"4de902aa-7ccf-4736-a9d6-d7faffc30f4e\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"82ee2aa1-5188-4576-a1e2-d73cc128beba\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5dc2f9f1-0a76-406f-b1eb-315743c0b038\"}}, \"id\": \"182f5d87-a49e-443f-8270-fffb7f867ba4\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"dd655460-c3ad-41f0-ac77-ce1ce3d3bf76\"}}, \"id\": \"60cde79d-e683-4f93-8957-ab275ec1f6f5\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"de0eace1-cd4b-4b14-bd41-3ce8c4034f32\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"635b0d90-420e-490c-b15c-ff1e964363d1\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"573d0e5c-81e5-408d-855e-eae16eecd441\"}, \"name\": \"main\"}, \"id\": \"743bb32d-e45a-434e-b72b-ae72488a19eb\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"ac07b0d9-966a-494a-a16c-7e9dde2411b3\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"c02f68d8-cce0-4429-ab87-f9c6fb0e9f90\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"be2cdb42-d507-42e9-bd70-e1aadf515838\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6a0d552a-ac39-4304-bd7f-75cd1265b0b6\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"cbade181-0bf4-4333-ac97-348a55cb1d9f\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}}, \"id\": \"bf92c17a-7f89-4f9b-b3a2-5aaf6b1e94e6\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"502dcdad-5064-4e77-a00a-b1d0e143911b\"}}, \"id\": \"ab6724c6-68ed-4be0-862d-0f17f43c68bd\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"254f95d3-80a0-480a-b602-217e433c6b04\"}}, \"id\": \"d59197f8-65c6-4f85-bc0d-78ff31a55430\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e7ab54e9-5554-4437-9a16-79bb428bdcb9\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"285fb085-c952-4137-aec2-5e3ebc6b314f\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"3445e7ca-420f-4169-a066-a2f8505e9b5c\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"5f03fcc9-805a-41b4-80f7-63e011cf8a39\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"d7e5eb45-b73a-4119-83b0-d3a749b888c8\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"411bbd67-26ff-42e6-99ec-94822848a502\"}, \"name\": \"main\"}, \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"38068670-1f10-4507-b0b0-5861d599208c\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"2fff8c67-82af-4b5f-9979-6ebd6c975f70\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"e1afb393-78b9-4e15-bc66-a49a6e7c18cf\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"5232e6c5-acbf-4bcd-8d9e-ff7ae1196a76\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"162b2e6d-091f-4d4e-b47e-2ebb09070288\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}}, \"id\": \"4556182b-6d0b-44a1-aafe-96b0ba1abb97\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"74b392b2-d0e1-4346-b8e2-76c3f0795256\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"9efa66d2-01bd-4319-bb2a-a5487c7fd199\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"50e4b201-a32e-49f1-bc9e-aed3b05dbfb6\"}}, \"id\": \"a5c725ee-66d9-4ec6-9779-9e8c2455ac05\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"13b20438-457f-40e4-9778-32a7f4d93afe\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"7c8d47e3-c684-42f0-9a77-e95435d9a2b4\"}}, \"id\": \"8997cc82-4eb7-4746-9c18-6a9e119ab40f\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"e486ff1d-9017-45de-9d1e-45fed4ce93b6\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}}, \"id\": \"c1d2e1dc-d1c2-4540-a419-ff0984802c27\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"24a11981-e4fc-43ac-a410-4153bc0959ed\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"604e1252-a2d3-444c-b147-991862f3422a\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"8474ffb9-7fde-444a-bde8-dd0538c19e66\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"e3584dc9-75bc-42e4-b5cd-8d6a080a7327\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"0d7e6a5d-cb87-471d-ac94-89fe1bddf009\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"db491334-712f-4782-92d6-552d53352382\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"c7017c4f-20c1-425e-bae1-65a9a862cf0e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"34fec148-7a06-49ea-98fc-04e15e66055d\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1ba1b66f-d4f3-4f37-b941-ede4102ffc08\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"1b62b55b-978b-426c-8f1e-dad909879d9f\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"719f58aa-2508-489b-a9ba-5bbd4241002d\"}, \"name\": \"main\"}, \"id\": \"2e2014e7-33fe-4dcb-964c-acb27fb0a4ae\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"830ff556-9e39-4126-8b27-652cca0d8168\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"6d986345-67f0-487c-abfa-e29ccbd347a5\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"a3755ffb-f36b-4a1c-b51a-8b18de101320\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"502dcdad-5064-4e77-a00a-b1d0e143911b\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The Simpsons\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"573f495e-bb03-4104-aef5-5669afa0eb5c\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"573b1655-175d-400e-8139-2d8ef4dd448a\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"3614d3d2-aacc-4065-8a75-a2371f521b6f\"}, {\"type\": \"WheelZoomTool\", \"id\": \"898c8efe-92ef-45ea-b1c7-adf9cb42ff4a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"e34e145e-ccf1-422e-bfe6-ca6cbb99a9c7\"}, {\"type\": \"ResizeTool\", \"id\": \"ceeaca24-0192-4958-9465-47e75c2109cb\"}, {\"type\": \"ResetTool\", \"id\": \"027fe2d6-3f59-496e-97fb-bcc061dfdd1e\"}, {\"type\": \"HelpTool\", \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"HoverTool\", \"id\": \"81833f03-3376-4502-af7a-7de87153e552\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"2dc90733-7219-40e2-99cc-2ea7bd519814\"}, {\"type\": \"Grid\", \"id\": \"cfdc4ed2-4f07-4634-9350-51d875e93282\"}, {\"type\": \"LinearAxis\", \"id\": \"5a1615de-4340-4065-a6aa-fb65d5881d88\"}, {\"type\": \"Grid\", \"id\": \"b65daa6f-3754-4a5e-b825-ef23e1b1206d\"}, {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}, {\"type\": \"GlyphRenderer\", \"id\": \"6680ec81-3295-4a43-90d8-6091c87016e7\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}}, \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}}, \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}}, \"id\": \"7258e63e-80df-4ca7-8f21-fab89f8ec1e8\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"9705b83f-1b1a-43ee-b1d1-e205d468c0fd\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"2fd981ae-9715-4ab1-867c-f31b0f0944f4\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"7c8d47e3-c684-42f0-9a77-e95435d9a2b4\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"e9775d04-74a9-417e-9ed2-8eeb9f519935\"}}, \"id\": \"9cd75a2c-1034-4b4c-857a-22b73558f137\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"dd2909ed-5221-450e-b0ba-06357ae79532\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"d4155969-83f5-404f-9994-240fb367b9fa\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ea49217a-64eb-41e9-af46-ccc170c93f1c\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"94d17170-6d72-46ee-8b60-a61bdd05d5ba\"}, \"name\": \"main\"}, \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"The Sopranos\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"11f2c4dd-f6c3-4ca4-b7f5-2edfa18be276\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"093175b4-fa4e-4724-b591-f80cd347545c\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"594cc2bf-f80d-4805-916c-8228afafd17b\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"95f1b7a8-7f6a-4e0e-8ef9-253df3f7d1af\"}, {\"type\": \"WheelZoomTool\", \"id\": \"df130bcd-1f0f-47de-a7ab-965cf030dd52\"}, {\"type\": \"BoxZoomTool\", \"id\": \"a95ccef9-70ac-4378-8bbf-8a684e869b15\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"224fcf98-522f-4ff3-af6e-3afd999ec5d8\"}, {\"type\": \"ResizeTool\", \"id\": \"930be448-785e-4300-80f5-39349b0160be\"}, {\"type\": \"ResetTool\", \"id\": \"10251abd-9ac7-4e87-b178-6be087e5a080\"}, {\"type\": \"HelpTool\", \"id\": \"655433fe-d18d-48e6-bfc7-cc01207ce1bb\"}, {\"type\": \"HoverTool\", \"id\": \"503de474-208e-4d05-8bd5-9c7d1edab3e1\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"3741fc95-ed72-46ca-8fea-ec2a378f268f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"11f2c4dd-f6c3-4ca4-b7f5-2edfa18be276\"}, {\"type\": \"Grid\", \"id\": \"1fb923aa-4e75-43f7-b6d2-6e55fa304f14\"}, {\"type\": \"LinearAxis\", \"id\": \"3741fc95-ed72-46ca-8fea-ec2a378f268f\"}, {\"type\": \"Grid\", \"id\": \"285fb085-c952-4137-aec2-5e3ebc6b314f\"}, {\"type\": \"BoxAnnotation\", \"id\": \"8474ffb9-7fde-444a-bde8-dd0538c19e66\"}, {\"type\": \"GlyphRenderer\", \"id\": \"743bb32d-e45a-434e-b72b-ae72488a19eb\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"74b392b2-d0e1-4346-b8e2-76c3f0795256\"}}, \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"ee9c5ca5-1cf9-4ccd-aea2-c53e3d6b1086\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"1a89ef77-c160-4de5-a582-2b04dbc95b69\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"1fb923aa-4e75-43f7-b6d2-6e55fa304f14\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"9d6514ed-eb18-4c9b-b45e-c6cf989e1fee\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31a40b2d-8130-4ff5-a572-5819bcf7d577\"}}, \"id\": \"0e7524cb-5687-4071-8ae2-6b086ed8929b\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"e3584dc9-75bc-42e4-b5cd-8d6a080a7327\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"ee9c5ca5-1cf9-4ccd-aea2-c53e3d6b1086\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"d6ce2111-f692-4000-ac3d-12af1ce53952\"}, \"name\": \"main\"}, \"id\": \"38473083-1099-46c3-9b44-94d4e69da2a0\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"224fcf98-522f-4ff3-af6e-3afd999ec5d8\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8c3f5364-2a80-409d-9b54-25e0379a88fb\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"31b17d67-44fa-4b1a-9554-c1c2f7ce864b\"}}, \"id\": \"d3360826-993a-4266-96d2-4f94a4082285\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"1cee8d06-a229-4bed-a3e9-ca5d54c6fccf\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"BoxAnnotation\", \"attributes\": {\"right_units\": \"screen\", \"line_width\": {\"value\": 2}, \"top_units\": \"screen\", \"line_dash\": [4, 4], \"left_units\": \"screen\", \"line_color\": {\"value\": \"black\"}, \"plot\": null, \"line_alpha\": {\"value\": 1.0}, \"fill_alpha\": {\"value\": 0.5}, \"fill_color\": {\"value\": \"lightgrey\"}, \"bottom_units\": \"screen\", \"level\": \"overlay\", \"render_mode\": \"css\"}, \"id\": \"f78d5c53-1b88-44d0-b509-413491301294\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"72050697-5a11-4083-875d-d12eace94205\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"1df9703e-7e11-4a23-a6c8-820b95259f67\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"13321860-4eb1-4b4d-8b7d-ba375375106a\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"08373382-0784-4d1b-9b97-b2853640e3d8\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c7718c87-a95e-4911-b948-7933b10d2772\"}}, \"id\": \"846c879d-8a79-40f6-b510-1f5a5632e602\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"39518873-290b-44ad-9151-d878c51056bd\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"4cf73e1b-a723-4058-905f-46e53850d89d\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}}, \"id\": \"d00d31e9-7415-46ee-9f7d-d37d9422e4fb\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4552c135-a802-41d2-b732-dba29aa69913\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}}, \"id\": \"99a8c53a-14e5-48a1-9409-04a9e801e7e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"aefcc403-2711-4ab2-8db5-f885c1df8ca2\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"08373382-0784-4d1b-9b97-b2853640e3d8\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"36906f9b-039f-48c2-993e-7e6f76498336\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Traces to Nowhere\", \"Zen, or the Skill to Catch a Killer\", \"Rest in Pain\", \"The One-Armed Man\", \"Cooper's Dreams\", \"Realization Time\", \"The Last Evening\", \"May the Giant Be with You\", \"Coma\", \"The Man Behind the Glass\", \"Laura's Secret Diary\", \"The Orchid's Curse\", \"Demons\", \"Lonely Souls\", \"Drive with a Dead Girl\", \"Arbitrary Law\", \"Dispute Between Brothers\", \"Masked Ball\", \"The Black Widow\", \"Checkmate\", \"Double Play\", \"Slaves and Masters\", \"The Condemned Woman\", \"Wounds and Scars\", \"On the Wings of Love\", \"Variations and Relations\", \"The Path to the Black Lodge\", \"Miss Twin Peaks\", \"Beyond Life and Death\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38], \"y\": [8.30904, 7.91606, 8.26923, 7.8018, 7.93204, 8.14146, 8.02105, 8.67742, 8.11579, 7.64671, 7.85629, 7.70667, 8.03822, 8.10667, 8.64103, 8.0, 8.59006, 7.61111, 7.34646, 7.30709, 7.57252, 7.43846, 7.28226, 7.31452, 7.28926, 7.90756, 7.81579, 7.82301, 8.01724, 8.1875, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.30904, 7.91606, 8.26923, 7.8018, 7.93204, 8.14146, 8.02105, 8.67742, 8.11579, 7.64671, 7.85629, 7.70667, 8.03822, 8.10667, 8.64103, 8.0, 8.59006, 7.61111, 7.34646, 7.30709, 7.57252, 7.43846, 7.28226, 7.31452, 7.28926, 7.90756, 7.81579, 7.82301, 8.01724, 8.1875, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], \"fill_color\": [\"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37], \"aired\": [\"1990-04-09\", \"1990-04-13\", \"1990-04-20\", \"1990-04-27\", \"1990-05-04\", \"1990-05-11\", \"1990-05-18\", \"1990-05-24\", \"1990-10-01\", \"1990-10-07\", \"1990-10-14\", \"1990-10-21\", \"1990-10-28\", \"1990-11-04\", \"1990-11-11\", \"1990-11-18\", \"1990-12-02\", \"1990-12-09\", \"1990-12-16\", \"1991-01-13\", \"1991-01-20\", \"1991-02-03\", \"1991-02-10\", \"1991-02-17\", \"1991-03-29\", \"1991-04-05\", \"1991-04-12\", \"1991-04-19\", \"1991-06-11\", \"1991-06-11\", null, null, null, null, null, null, null, null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38]}, \"callback\": null}, \"id\": \"d6ce2111-f692-4000-ac3d-12af1ce53952\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}}, \"id\": \"6121b979-668e-451b-8ec3-6caff2859025\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"bf56e093-281b-490b-b725-47f4e8c3696c\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Reality Check\", \"The Flamingo\", \"Guantanamo Blues\", \"The Midwife\", \"My Kind of Town\", \"Pack Your Lederhosen\", \"The Babysitter\", \"Trolls\", \"Milwall Brick\", \"Out of Africa\", \"Fiddler's Green\", \"The Black Toe\", \"The Island\", \"Special Education\", \"The Freezer\", \"Ghosts\", \"Tiger Boy\", \"Foreign Affairs\", \"The Homecoming\", \"The Mind Is Like A Monkey\", \"Tommy\", \"The Minstrel Boy\", \"The Funeral\", \"Loose Ends\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24], \"y\": [7.98007, 8.15415, 8.14545, 8.2156, 8.13433, 8.26203, 8.31073, 8.33728, 8.00521, 8.2033, 7.8494, 8.0125, 7.83974, 7.89404, 8.0068, 8.35762, 7.7395, 7.93407, 7.87368, 7.75556, 7.81522, 7.73118, 7.8125, 8.36458], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [7.98007, 8.15415, 8.14545, 8.2156, 8.13433, 8.26203, 8.31073, 8.33728, 8.00521, 8.2033, 7.8494, 8.0125, 7.83974, 7.89404, 8.0068, 8.35762, 7.7395, 7.93407, 7.87368, 7.75556, 7.81522, 7.73118, 7.8125, 8.36458], \"fill_color\": [\"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23], \"aired\": [\"2012-01-26\", \"2012-02-02\", \"2012-02-09\", \"2012-02-16\", \"2012-02-23\", \"2012-03-01\", \"2012-03-08\", \"2012-03-15\", \"2013-10-24\", \"2013-10-31\", \"2013-11-07\", \"2013-11-14\", \"2013-11-21\", \"2013-11-28\", \"2013-12-05\", \"2013-12-12\", \"2014-10-30\", \"2014-11-06\", \"2014-11-13\", \"2014-11-20\", \"2014-11-27\", \"2014-12-04\", \"2014-12-11\", \"2014-12-18\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24]}, \"callback\": null}, \"id\": \"ff234845-82b4-4a5e-8782-7708f8e58209\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"fb207cae-bc4d-4505-a1f7-2659ce3cd687\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"68ce254e-5c6d-44fb-8b84-3a4fc2e79543\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"effe4037-2538-4234-a989-6eda9a4b33d3\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, \"name\": \"main\"}, \"id\": \"2e3cdad2-addc-4b62-b850-b89c7661174b\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"ec4511fb-22f1-4b8e-b612-0eeaf5fac12c\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Modern Family\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"7d4d5f2f-9ca6-4943-9b5f-47051046ebcc\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"adb9f8f7-ea00-4597-a316-87e199ea4abb\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"WheelZoomTool\", \"id\": \"593a458d-22d2-4049-867d-1cf132b8291a\"}, {\"type\": \"BoxZoomTool\", \"id\": \"de09d773-e9ff-4e5d-b46a-af01620f470a\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"ed5b5628-8e44-4432-b4ff-4add8d6a3023\"}, {\"type\": \"ResizeTool\", \"id\": \"b0fb6252-912e-41d8-9a7b-86cfac1083e3\"}, {\"type\": \"ResetTool\", \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"HelpTool\", \"id\": \"a680731e-109f-41bc-a486-fa4df8b1f10c\"}, {\"type\": \"HoverTool\", \"id\": \"5277839a-a81c-44c0-b20d-c558192f2360\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"Grid\", \"id\": \"87b5629e-95a1-4595-8612-75989d1e56c4\"}, {\"type\": \"LinearAxis\", \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"Grid\", \"id\": \"c7499a1b-3287-4b82-a116-ad8879e22659\"}, {\"type\": \"BoxAnnotation\", \"id\": \"862ea66a-2413-45c4-a992-fa07496dd5a1\"}, {\"type\": \"GlyphRenderer\", \"id\": \"53e0bf4a-93fc-48dc-aae6-961049c31e07\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"7d724526-556e-41c4-b8be-8d5f1ddd63a2\"}}, \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"a29344da-4ac0-4a8d-8c47-5e10c3db336c\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"c381eb41-cf28-4171-8c1d-8eeda1763da1\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"24a11981-e4fc-43ac-a410-4153bc0959ed\"}}, \"id\": \"cf357c0f-da62-4991-be64-bede8a421568\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"e7ab54e9-5554-4437-9a16-79bb428bdcb9\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"72050697-5a11-4083-875d-d12eace94205\"}}, \"id\": \"3741fc95-ed72-46ca-8fea-ec2a378f268f\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"c820f525-6ee8-4d60-93d6-89aaf654a441\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"950ca957-c4bf-4a0e-88ef-f0917875f913\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"48d7609b-fc4e-411e-aed1-82924e17e42d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"c5a603fa-99d9-48f9-beaa-3b0c7035c574\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"b7fb8a02-0cad-4e5f-b46b-e950e4c881df\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Hell-A Woman\", \"The Whore of Babylon\", \"Fear and Loathing at the Fundraiser\", \"LOL\", \"Absinthe Makes the Heart Grow Fonder\", \"Girls, Interrupted\", \"California Son\", \"Filthy Lucre\", \"The Devil's Threesome\", \"Turn the Page\", \"The Last Waltz\", \"Slip of the Tongue\", \"The Great Ashby\", \"No Way to Treat a Lady\", \"The Raw and the Crooked\", \"Vaginatown\", \"Coke Dick & First Kick\", \"In a Lonely Place\", \"Going Down and Out in Beverly Hills\", \"La Ronde\", \"In Utero\", \"Blues from Laurel Canyon\", \"La Petite Mort\", \"Wish You Were Here\", \"The Land of Rape and Honey\", \"Verities & Balderdash\", \"Zoso\", \"Slow Happy Boys\", \"Glass Houses\", \"So Here's the Thing...\", \"The Apartment\", \"Mr. Bad Example\", \"Dogtown\", \"Comings & Goings\", \"Mia Culpa\", \"Exile on Main St.\", \"Suicide Solution\", \"Home Sweet Home\", \"Monkey Business\", \"Freeze Frame\", \"Lawyers, Guns and Money\", \"The Recused\", \"Lights. Camera. Asshole\", \"Another Perfect Day\", \"The Trial\", \"The Last Supper\", \"...And Justice for All\", \"JFK to LAX\", \"The Way of the Fist\", \"Boys & Girls\", \"Waiting for the Miracle\", \"The Ride Along\", \"Love Song\", \"Here I Go Again\", \"Raw\", \"At the Movies\", \"Perverts & Whores\", \"The Party\", \"Hell Ain't a Bad Place to Be\", \"The Unforgiven\", \"Quitters\", \"Dead Rock Stars\", \"Hell Bent for Leather\", \"Rock and a Hard Place\", \"In the Clouds\", \"The Dope Show\", \"Everybody's a Fucking Critic\", \"Mad Dogs and Englishmen\", \"Blind Faith\", \"The Abby\", \"I'll Lay My Monsters Down\", \"Levon\", \"Julia\", \"Like Father Like Son\", \"Dicks\", \"Getting the Poison Out\", \"Kickoff\", \"Smile\", \"30 Minutes or Less\", \"Faith, Hope, Love\", \"Dinner With Friends\", \"Daughter\", \"Grace\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84], \"y\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7], \"rating\": [8.50096, 8.25197, 8.25152, 8.38608, 8.22491, 8.24497, 8.17021, 8.22182, 8.35971, 8.41392, 8.25591, 8.68914, 8.24138, 8.26274, 8.03239, 8.31783, 8.11017, 8.29487, 8.26667, 8.17917, 8.11741, 8.17647, 8.2716, 8.43697, 8.06093, 7.97656, 8.17064, 8.47893, 8.14228, 7.964, 8.02823, 8.7457, 7.93976, 7.99578, 8.02857, 8.56226, 8.50765, 8.22973, 8.11487, 8.35197, 8.23154, 8.34564, 8.16107, 8.2901, 8.15986, 8.25321, 8.10131, 8.60294, 8.41905, 8.41546, 8.35641, 8.34447, 8.51621, 8.25526, 8.422, 8.39036, 8.4064, 8.45714, 8.62222, 8.59716, 7.89249, 8.07839, 8.09074, 8.05703, 8.04159, 8.23017, 8.07353, 7.98576, 8.11296, 8.00282, 8.18182, 8.33418, 7.95356, 8.02795, 7.91757, 7.84146, 8.03616, 7.79298, 7.88941, 7.99411, 7.48316, 7.8747, 7.72381, 8.16376], \"fill_color\": [\"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83], \"aired\": [\"2007-08-14\", \"2007-08-21\", \"2007-08-28\", \"2007-09-04\", \"2007-09-11\", \"2007-09-18\", \"2007-09-25\", \"2007-10-02\", \"2007-10-09\", \"2007-10-16\", \"2007-10-23\", \"2007-10-30\", \"2008-09-29\", \"2008-10-06\", \"2008-10-13\", \"2008-10-20\", \"2008-10-27\", \"2008-11-03\", \"2008-11-10\", \"2008-11-17\", \"2008-11-24\", \"2008-12-01\", \"2008-12-08\", \"2008-12-15\", \"2009-09-28\", \"2009-10-05\", \"2009-10-12\", \"2009-10-19\", \"2009-10-26\", \"2009-11-02\", \"2009-11-09\", \"2009-11-16\", \"2009-11-23\", \"2009-11-30\", \"2009-12-07\", \"2009-12-14\", \"2011-01-10\", \"2011-01-17\", \"2011-01-24\", \"2011-01-31\", \"2011-02-07\", \"2011-02-14\", \"2011-02-21\", \"2011-02-28\", \"2011-03-07\", \"2011-03-14\", \"2011-03-21\", \"2011-03-28\", \"2012-01-09\", \"2012-01-16\", \"2012-01-23\", \"2012-01-30\", \"2012-02-06\", \"2012-02-13\", \"2012-02-20\", \"2012-03-05\", \"2012-03-12\", \"2012-03-19\", \"2012-03-26\", \"2012-04-02\", \"2013-01-14\", \"2013-01-21\", \"2013-01-28\", \"2013-02-11\", \"2013-02-18\", \"2013-02-25\", \"2013-03-04\", \"2013-03-11\", \"2013-03-18\", \"2013-03-25\", \"2013-04-01\", \"2013-04-08\", \"2014-04-14\", \"2014-04-21\", \"2014-04-28\", \"2014-05-05\", \"2014-05-12\", \"2014-05-19\", \"2014-05-26\", \"2014-06-02\", \"2014-06-09\", \"2014-06-16\", \"2014-06-23\", \"2014-06-30\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84]}, \"callback\": null}, \"id\": \"85c359ad-8668-46bb-b16e-3189f48f5d6b\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"99a2bf0a-3638-4dc4-970a-7b9e5d1942d1\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"d2a09c3d-4ac7-415c-93ac-b422f933cc07\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"38f35675-cbb9-47d1-9540-a662f5ad1331\"}, \"name\": \"main\"}, \"id\": \"7039bbcf-edec-43e2-bec3-bdcf9c2c95a2\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"b81a6ca8-ba45-4887-93b9-a00f56b6023d\"}, {\"type\": \"GlyphRenderer\", \"attributes\": {\"glyph\": {\"type\": \"Circle\", \"id\": \"360a573e-9302-4bc8-805f-bff418ff6953\"}, \"hover_glyph\": null, \"selection_glyph\": null, \"nonselection_glyph\": {\"type\": \"Circle\", \"id\": \"bea73c55-37d1-4f2b-af25-b018c77c2261\"}, \"data_source\": {\"type\": \"ColumnDataSource\", \"id\": \"ff234845-82b4-4a5e-8782-7708f8e58209\"}, \"name\": \"main\"}, \"id\": \"04482194-1a09-4dd3-a1bf-899f57e87368\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"83d98f0e-de6c-44e2-8474-19e044bbb2e3\"}}, \"id\": \"37234061-b115-4cc7-8743-19dfb6adf097\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"327a5c66-996b-4ee7-bad1-e60bf53332c0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"bfcea2d2-81c8-47c1-9d91-8f30f0df1086\"}}, \"id\": \"2d35e362-8e5b-4720-9fd2-61dd57ecaedf\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"cb84e194-ce39-4129-a25b-b3abd0108546\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"1c55ef60-50c8-4950-baaf-0c5c5d050785\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"4cf73e1b-a723-4058-905f-46e53850d89d\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"4fe7c5c9-6955-460e-ad8b-abd94698dd60\"}}, \"id\": \"153da98a-f75f-4c7e-bc15-be43977541bf\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"bea73c55-37d1-4f2b-af25-b018c77c2261\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"4fe7c5c9-6955-460e-ad8b-abd94698dd60\"}, {\"type\": \"Grid\", \"attributes\": {\"ticker\": {\"type\": \"BasicTicker\", \"id\": \"fe11e353-2325-48f3-b384-a02bf4b62892\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"subtype\": \"Figure\"}}, \"id\": \"e907c445-c849-455f-8196-6733edaf9abb\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"10251abd-9ac7-4e87-b178-6be087e5a080\"}, {\"type\": \"WheelZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}}, \"id\": \"89a9ed4b-0c95-46c0-ae76-2c08d38d384e\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"580ca3eb-3881-4eb4-b4a3-701ec27b5e35\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"aaaa3c8b-ee99-4fd2-974f-f39df9c224ae\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c7718c87-a95e-4911-b948-7933b10d2772\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"subtype\": \"Figure\"}}, \"id\": \"44a93df0-e1fd-450d-bff3-7ab29d7acaa5\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"bc71e1fe-ba20-4b62-aad9-cd69dfe16847\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"3b64b58f-9ff4-4e2e-b203-6cb2416a50e6\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"9cde0057-50a0-4240-bd1b-2c15524efff0\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Episodes\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"faf38cd8-db16-4b95-9f6b-bb79f5eda9b6\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"5219f3de-81c0-407a-8be0-06295e9bed39\"}}, \"id\": \"8cb8ea0f-087d-4fb3-8e72-b00eb50ac1be\"}, {\"type\": \"BasicTicker\", \"attributes\": {}, \"id\": \"8b5971ab-bee8-4182-a3be-dbc9a353705e\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"06885e42-183a-4807-9999-58dd4e23f549\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"594cc2bf-f80d-4805-916c-8228afafd17b\"}, {\"type\": \"ToolEvents\", \"attributes\": {}, \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"The Sopranos\", \"46 Long\", \"Denial, Anger, Acceptance\", \"Meadowlands\", \"College\", \"Pax Soprana\", \"Down Neck\", \"The Legend of Tennessee Moltisanti\", \"Boca\", \"A Hit is a Hit\", \"Nobody Knows Anything\", \"Isabella\", \"I Dream of Jeannie Cusamano\", \"Guy Walks Into a Psychiatrist's Office\", \"Do Not Resuscitate\", \"Toodle-Fucking-Oo\", \"Commendatori\", \"Big Girls Don't Cry\", \"The Happy Wanderer\", \"D-Girl\", \"Full Leather Jacket\", \"From Where to Eternity\", \"Bust Out\", \"House Arrest\", \"The Knight in White Satin Armor\", \"Funhouse\", \"Mr. Ruggerio's Neighborhood\", \"Proshai, Livushka\", \"Fortunate Son\", \"Employee of the Month\", \"Another Toothpick\", \"University\", \"Second Opinion\", \"He Is Risen\", \"The Telltale Moozadell\", \"To Save Us All From Satan's Power\", \"Pine Barrens\", \"Amour Fou\", \"Army of One\", \"For All Debts Public and Private\", \"No-Show\", \"Christopher\", \"The Weight\", \"Pie O My\", \"Everybody Hurts\", \"Watching Too Much Television\", \"Mergers & Acquisitions\", \"Whoever Did This\", \"The Strong, Silent Type\", \"Calling All Cars\", \"Eloise\", \"Whitecaps\", \"Two Tonys\", \"Rat Pack\", \"Where's Johnny?\", \"All Happy Families...\", \"Irregular Around the Margins\", \"Sentimental Education\", \"In Camelot\", \"Marco Polo\", \"Unidentified Black Males\", \"Cold Cuts\", \"The Test Dream\", \"Long Term Parking\", \"All Due Respect\", \"Members Only\", \"Join the Club\", \"Mayham\", \"The Fleshy Part of the Thigh\", \"Mr. & Mrs. John Sacrimoni Request...\", \"Live Free or Die\", \"Luxury Lounge\", \"Johnny Cakes\", \"The Ride\", \"Moe n' Joe\", \"Cold Stones\", \"Kaisha\", \"Soprano Home Movies\", \"Stage 5\", \"Remember When\", \"Chasing It\", \"Walk Like a Man\", \"Kennedy and Heidi\", \"The Second Coming\", \"The Blue Comet\", \"Made in America\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86], \"y\": [8.13461, 8.07613, 8.16393, 8.22829, 8.25964, 8.26171, 8.15616, 8.16304, 8.24722, 8.06534, 8.34218, 8.34311, 8.56637, 8.05172, 7.92727, 8.18269, 8.17757, 8.11385, 8.11429, 8.16993, 8.29373, 8.31313, 8.2116, 8.14085, 8.67308, 8.55016, 8.18831, 7.99327, 8.14141, 8.43137, 8.20144, 8.19795, 8.21555, 8.11228, 7.96667, 8.15603, 8.64873, 8.30847, 8.36806, 8.05822, 8.14394, 7.96617, 8.05682, 8.04651, 8.26923, 8.25498, 8.18219, 8.36293, 8.18605, 7.98367, 8.00797, 8.52918, 8.244, 8.06883, 8.11111, 8.12195, 8.47036, 7.90417, 7.87069, 8.13636, 8.29167, 8.22407, 7.80723, 8.8062, 8.62343, 8.46743, 8.14925, 8.16736, 8.18033, 8.25652, 8.06897, 8.08261, 8.05195, 8.03604, 7.95067, 8.10811, 8.09545, 8.36864, 8.34483, 8.13778, 7.99565, 8.2684, 8.37931, 8.48954, 8.80478, 8.55298], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6], \"rating\": [8.13461, 8.07613, 8.16393, 8.22829, 8.25964, 8.26171, 8.15616, 8.16304, 8.24722, 8.06534, 8.34218, 8.34311, 8.56637, 8.05172, 7.92727, 8.18269, 8.17757, 8.11385, 8.11429, 8.16993, 8.29373, 8.31313, 8.2116, 8.14085, 8.67308, 8.55016, 8.18831, 7.99327, 8.14141, 8.43137, 8.20144, 8.19795, 8.21555, 8.11228, 7.96667, 8.15603, 8.64873, 8.30847, 8.36806, 8.05822, 8.14394, 7.96617, 8.05682, 8.04651, 8.26923, 8.25498, 8.18219, 8.36293, 8.18605, 7.98367, 8.00797, 8.52918, 8.244, 8.06883, 8.11111, 8.12195, 8.47036, 7.90417, 7.87069, 8.13636, 8.29167, 8.22407, 7.80723, 8.8062, 8.62343, 8.46743, 8.14925, 8.16736, 8.18033, 8.25652, 8.06897, 8.08261, 8.05195, 8.03604, 7.95067, 8.10811, 8.09545, 8.36864, 8.34483, 8.13778, 7.99565, 8.2684, 8.37931, 8.48954, 8.80478, 8.55298], \"fill_color\": [\"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#f46d43\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#abdda4\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85], \"aired\": [\"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-01\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-15\", \"1999-03-22\", \"1999-03-29\", \"1999-04-05\", \"2000-01-17\", \"2000-01-24\", \"2000-01-31\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-06\", \"2000-03-13\", \"2000-03-20\", \"2000-03-27\", \"2000-04-03\", \"2000-04-10\", \"2001-03-05\", \"2001-03-05\", \"2001-03-12\", \"2001-03-19\", \"2001-03-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-04-30\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2002-09-16\", \"2002-09-23\", \"2002-09-30\", \"2002-10-07\", \"2002-10-14\", \"2002-10-21\", \"2002-10-28\", \"2002-11-04\", \"2002-11-11\", \"2002-11-18\", \"2002-11-25\", \"2002-12-02\", \"2002-12-09\", \"2004-03-08\", \"2004-03-15\", \"2004-03-22\", \"2004-03-29\", \"2004-04-05\", \"2004-04-12\", \"2004-04-19\", \"2004-04-26\", \"2004-05-03\", \"2004-05-10\", \"2004-05-17\", \"2004-05-24\", \"2004-06-07\", \"2006-03-13\", \"2006-03-20\", \"2006-03-27\", \"2006-04-03\", \"2006-04-10\", \"2006-04-17\", \"2006-04-24\", \"2006-05-01\", \"2006-05-08\", \"2006-05-15\", \"2006-05-22\", \"2006-06-05\", \"2007-04-09\", \"2007-04-16\", \"2007-04-23\", \"2007-04-30\", \"2007-05-07\", \"2007-05-14\", \"2007-05-21\", \"2007-06-04\", \"2007-06-11\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86]}, \"callback\": null}, \"id\": \"573d0e5c-81e5-408d-855e-eae16eecd441\"}, {\"type\": \"Grid\", \"attributes\": {\"dimension\": 1, \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"13b20438-457f-40e4-9778-32a7f4d93afe\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}}, \"id\": \"8aa8ec36-c4d7-4eb3-8e2a-e42c9aad3cd1\"}, {\"type\": \"HoverTool\", \"attributes\": {\"tooltips\": [[\"Episode\", \"@episode\"], [\"Title\", \"@title\"], [\"Rating\", \"@rating\"], [\"Aired\", \"@aired\"]], \"plot\": {\"type\": \"Plot\", \"id\": \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"subtype\": \"Figure\"}, \"callback\": null}, \"id\": \"75882c35-27a3-4e83-a923-37474e4d8014\"}, {\"type\": \"LinearAxis\", \"attributes\": {\"axis_label\": \"Rating\", \"ticker\": {\"type\": \"BasicTicker\", \"id\": \"287589e2-3ca8-4a9d-832d-a27937aaf7dd\"}, \"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}, \"formatter\": {\"type\": \"BasicTickFormatter\", \"id\": \"039c13a2-b47e-48c0-b69d-67eb731ca919\"}}, \"id\": \"6ca1186d-9393-464e-974f-3bcaeb77949f\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"subtype\": \"Figure\"}}, \"id\": \"86ceb93d-3b56-4387-adcc-094dda1b9d10\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Twin Peaks\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"d3360826-993a-4266-96d2-4f94a4082285\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"76272557-2360-4e56-9422-21f48dd57ad7\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"82e32de2-e6d7-4a5b-89a6-39ea297b0554\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"d2bbdc5b-4f99-4971-93a6-962624cf1263\"}, {\"type\": \"WheelZoomTool\", \"id\": \"4ed54f98-6b68-4f7f-b1e8-c2d0e7893dc9\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ab6724c6-68ed-4be0-862d-0f17f43c68bd\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"c1d2e1dc-d1c2-4540-a419-ff0984802c27\"}, {\"type\": \"ResizeTool\", \"id\": \"59ca7147-756e-4f37-9b02-deffd3f1ef0b\"}, {\"type\": \"ResetTool\", \"id\": \"e42bf6d1-d945-474d-8cf9-f5577305dbef\"}, {\"type\": \"HelpTool\", \"id\": \"7258e63e-80df-4ca7-8f21-fab89f8ec1e8\"}, {\"type\": \"HoverTool\", \"id\": \"4bc1a6dc-8aa3-4d95-a09a-b957c763959e\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"8997cc82-4eb7-4746-9c18-6a9e119ab40f\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"d3360826-993a-4266-96d2-4f94a4082285\"}, {\"type\": \"Grid\", \"id\": \"34dab3f0-4dca-4144-ba03-76ebdc2e8889\"}, {\"type\": \"LinearAxis\", \"id\": \"8997cc82-4eb7-4746-9c18-6a9e119ab40f\"}, {\"type\": \"Grid\", \"id\": \"8aa8ec36-c4d7-4eb3-8e2a-e42c9aad3cd1\"}, {\"type\": \"BoxAnnotation\", \"id\": \"502dcdad-5064-4e77-a00a-b1d0e143911b\"}, {\"type\": \"GlyphRenderer\", \"id\": \"2e6f5067-2ef5-40a7-a080-4e9c324e6b83\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"cb84e194-ce39-4129-a25b-b3abd0108546\"}}, \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c76a1f86-2878-41aa-9182-dc2582210f54\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"subtype\": \"Figure\"}}, \"id\": \"4d4aeff0-91ab-4051-970e-ce5ea0a31078\"}, {\"type\": \"ResizeTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"f073501d-568d-482e-8f2b-428350eb2389\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"093175b4-fa4e-4724-b591-f80cd347545c\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"subtype\": \"Figure\"}}, \"id\": \"759c9a85-a7e5-49db-ac25-2b70ee9980f1\"}, {\"type\": \"HelpTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"655433fe-d18d-48e6-bfc7-cc01207ce1bb\"}, {\"type\": \"BoxZoomTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"subtype\": \"Figure\"}, \"overlay\": {\"type\": \"BoxAnnotation\", \"id\": \"485e79de-eeb9-42bb-b5f4-978e3d414647\"}}, \"id\": \"46a8b656-d195-4341-bc4d-1a99593ec81e\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"a741d72e-ee95-4b43-93f7-3142d2487d79\"}, {\"type\": \"Plot\", \"attributes\": {\"title\": \"Veronica Mars\", \"below\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}], \"y_range\": {\"type\": \"DataRange1d\", \"id\": \"ffaf50e2-7b15-4b4b-bdd7-4652fa735c9f\"}, \"x_range\": {\"type\": \"DataRange1d\", \"id\": \"545af528-44aa-440c-9176-c0fbef112836\"}, \"tools\": [{\"type\": \"PanTool\", \"id\": \"15b54b64-7d0d-45bb-bbae-a58ce69436e9\"}, {\"type\": \"WheelZoomTool\", \"id\": \"a391a093-c6c0-4906-9e9d-14fab633db43\"}, {\"type\": \"BoxZoomTool\", \"id\": \"ca72b713-f254-42b6-9484-5a5e42ec8522\"}, {\"type\": \"PreviewSaveTool\", \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ResizeTool\", \"id\": \"55909f10-136d-4d35-a07d-bc0b17dc21d0\"}, {\"type\": \"ResetTool\", \"id\": \"a33eae17-6ccc-4df7-96da-fc1b3993cef7\"}, {\"type\": \"HelpTool\", \"id\": \"866e66be-d551-47c5-81ec-7522a1df8de3\"}, {\"type\": \"HoverTool\", \"id\": \"9c12a8e4-0bb3-445c-b5d7-b971985e88f6\"}], \"left\": [{\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}], \"renderers\": [{\"type\": \"LinearAxis\", \"id\": \"c9412e58-7104-4a53-8032-c52d15ccc6df\"}, {\"type\": \"Grid\", \"id\": \"e278e4bc-52cc-458a-a9c0-7286dc6cc5de\"}, {\"type\": \"LinearAxis\", \"id\": \"dff35f44-a4f1-4a49-8eb2-a0a865a26f8c\"}, {\"type\": \"Grid\", \"id\": \"0c818b40-e3a8-42ba-aee3-4b4f4f0c9f5e\"}, {\"type\": \"BoxAnnotation\", \"id\": \"5f5e89a2-36d2-42e9-a9b2-da95dba4b6a9\"}, {\"type\": \"GlyphRenderer\", \"id\": \"74a56789-be42-4c77-9354-26a946b9dc3f\"}], \"tool_events\": {\"type\": \"ToolEvents\", \"id\": \"47b9669d-c542-4c66-bdb7-4b5f9e98fc4b\"}}, \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Deep Throat\", \"Squeeze\", \"Conduit\", \"The Jersey Devil\", \"Shadows\", \"Ghost in the Machine\", \"Ice\", \"Space\", \"Fallen Angel\", \"Eve\", \"Fire\", \"Beyond the Sea\", \"Gender Bender\", \"Lazarus\", \"Young at Heart\", \"E.B.E.\", \"Miracle Man\", \"Shapes\", \"Darkness Falls\", \"Tooms\", \"Born Again\", \"Roland\", \"The Erlenmeyer Flask\", \"Little Green Men\", \"The Host\", \"Blood\", \"Sleepless\", \"Duane Barry (1)\", \"Ascension (2)\", \"3\", \"One Breath\", \"Firewalker\", \"Red Museum\", \"Excelsis Dei\", \"Aubrey\", \"Irresistible\", \"Die Hand Die Verletzt\", \"Fresh Bones\", \"Colony (1)\", \"End Game (2)\", \"Fearful Symmetry\", \"D\\u00f8d Kalm\", \"Humbug\", \"The Calusari\", \"F. Emasculata\", \"Soft Light\", \"Our Town\", \"Anasazi (1)\", \"The Blessing Way (2)\", \"Paper Clip (3)\", \"D.P.O.\", \"Clyde Bruckman's Final Repose\", \"The List\", \"2Shy\", \"The Walk\", \"Oubliette\", \"Nisei (1)\", \"731 (2)\", \"Revelations\", \"War of the Coprophages\", \"Syzygy\", \"Grotesque\", \"Piper Maru (1)\", \"Apocrypha (2)\", \"Pusher\", \"Teso Dos Bichos\", \"Hell Money\", \"Jose Chung's 'From Outer Space'\", \"Avatar\", \"Quagmire\", \"Wetwired\", \"Talitha Cumi (1)\", \"Herrenvolk (2)\", \"Home\", \"Teliko\", \"Unruhe\", \"The Field Where I Died\", \"Sanguinarium\", \"Musings of a Cigarette Smoking Man\", \"Tunguska (1)\", \"Terma (2)\", \"Paper Hearts\", \"El Mundo Gira\", \"Leonard Betts\", \"Never Again\", \"Memento Mori\", \"Kaddish\", \"Unrequited\", \"Tempus Fugit (1)\", \"Max (2)\", \"Synchrony\", \"Small Potatoes\", \"Zero-Sum\", \"Elegy\", \"Demons\", \"Gethsemane (1)\", \"Redux (2)\", \"Redux II (3)\", \"Unusual Suspects\", \"Detour\", \"The Post-Modern Prometheus\", \"Christmas Carol (1)\", \"Emily (2)\", \"Kitsunegari\", \"Schizogeny\", \"Chinga\", \"Kill Switch\", \"Bad Blood\", \"Patient X (1)\", \"The Red and the Black (2)\", \"Travelers\", \"Mind's Eye\", \"All Souls\", \"The Pine Bluff Variant\", \"Folie \\u00e0 Deux\", \"The End\", \"The Beginning\", \"Drive\", \"Triangle\", \"Dreamland (1)\", \"Dreamland II (2)\", \"How The Ghosts Stole Christmas\", \"Terms of Endearment\", \"The Rain King\", \"S.R. 819\", \"Tithonus\", \"Two Fathers (1)\", \"One Son (2)\", \"Agua Mala\", \"Monday\", \"Arcadia\", \"Alpha\", \"Trevor\", \"Milagro\", \"The Unnatural\", \"Three of a Kind\", \"Field Trip\", \"Biogenesis (1)\", \"The Sixth Extinction (2)\", \"The Sixth Extinction II: Amor Fati (3)\", \"Hungry\", \"Millennium\", \"Rush\", \"The Goldberg Variation\", \"Orison\", \"The Amazing Maleeni\", \"Signs & Wonders\", \"Sein und Zeit (1)\", \"Closure (2)\", \"X-COPS\", \"First Person Shooter\", \"Theef\", \"En Ami\", \"Chimera\", \"all things\", \"Brand X\", \"Hollywood A.D.\", \"Fight Club\", \"Je Souhaite\", \"Requiem\", \"Within (1)\", \"Without (2)\", \"Patience\", \"Roadrunners\", \"Invocation\", \"Redrum\", \"Via Negativa\", \"Surekill\", \"Salvage\", \"Badlaa\", \"The Gift\", \"Medusa\", \"Per Manum\", \"This Is Not Happening (1)\", \"Deadalive (2)\", \"Three Words\", \"Empedocles\", \"Vienen\", \"Alone\", \"Essence (1)\", \"Existence (2)\", \"Nothing Important Happened Today (1)\", \"Nothing Important Happened Today II (2)\", \"D\\u00e6monicus\", \"4-D\", \"Lord of the Flies\", \"Trust No 1\", \"John Doe\", \"Hellbound\", \"Provenance (1)\", \"Providence (2)\", \"Audrey Pauley\", \"Underneath\", \"Improbable\", \"Scary Monsters\", \"Jump the Shark\", \"William\", \"Release\", \"Sunshine Days\", \"The Truth (1)\", \"The Truth (2)\", \"My Struggle\", \"Founder's Mutation\", \"Mulder And Scully Meet the Were-Monster\", \"Home Again\", \"Babylon\", \"My Struggle II\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208], \"y\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 9, 10, 10, 10, 10, 10, 10], \"rating\": [8.09233, 7.8518, 7.87669, 7.57255, 7.31197, 7.50337, 7.36406, 8.12211, 7.02284, 7.83092, 7.87376, 7.58038, 7.89894, 7.46176, 7.35443, 7.58805, 8.14583, 7.26871, 7.31987, 7.9586, 8.0273, 7.52963, 7.55197, 8.56024, 8.16456, 7.98288, 7.57752, 7.84444, 8.46479, 8.38722, 7.03629, 8.06227, 7.59149, 7.62551, 7.23318, 7.5, 7.6886, 7.95833, 7.57798, 8.38492, 8.44167, 7.27536, 7.79018, 8.11741, 7.63158, 7.67822, 7.69802, 7.74408, 8.6822, 8.37891, 8.46154, 7.73394, 8.48771, 7.19139, 7.50472, 7.34146, 7.57692, 8.15217, 8.23684, 7.34146, 8.15385, 7.71219, 7.27919, 8.02359, 8.16098, 8.07076, 6.88172, 7.20904, 8.11207, 7.62105, 7.82915, 8.10363, 8.29353, 8.52261, 7.99083, 6.99415, 8.0, 7.17582, 7.55758, 8.46119, 8.12435, 7.99498, 8.16667, 7.2033, 8.07895, 7.57527, 8.30688, 7.15686, 7.5125, 8.30208, 8.28333, 7.79012, 8.40206, 7.93333, 7.90798, 7.74545, 8.41711, 8.49206, 8.65152, 8.34391, 7.70718, 7.97248, 7.81065, 7.78659, 7.71698, 7.23567, 7.65455, 7.75, 8.64929, 7.95429, 8.25595, 7.62338, 7.94702, 7.50345, 7.98601, 8.09868, 8.575, 8.1361, 8.13333, 8.24479, 8.39394, 8.2426, 8.12963, 7.69118, 7.46099, 7.73288, 8.05036, 8.45395, 8.55556, 7.6791, 8.23418, 8.03086, 6.91489, 7.35821, 7.56, 8.06452, 7.69065, 8.05517, 8.18493, 8.04636, 8.00671, 7.47826, 7.84667, 7.39568, 8.20863, 7.5969, 8.06818, 6.90476, 8.06923, 8.33094, 8.12752, 6.89764, 7.38211, 7.99231, 7.48246, 7.40769, 7.63333, 7.43511, 6.82114, 8.27407, 8.31655, 8.15909, 8.38211, 7.51818, 7.875, 7.80702, 7.91304, 7.61404, 7.00952, 7.21359, 7.17431, 7.66071, 7.51852, 7.86842, 8.30579, 8.12821, 7.94017, 7.56881, 7.89189, 7.84615, 8.45082, 8.75, 7.71429, 7.84956, 7.24107, 7.93496, 7.36364, 7.7395, 7.5, 7.39796, 8.07018, 7.74757, 7.59184, 7.23333, 7.74038, 7.49485, 7.35922, 7.77273, 7.87879, 7.86022, 8.125, 8.31683, 7.98652, 7.90719, 7.44277, 8.53846, 10.0, 8.71429], \"fill_color\": [\"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#e6f598\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#66c2a5\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\", \"#ffffbf\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"1.9\", \"1.10\", \"1.11\", \"1.12\", \"1.13\", \"1.14\", \"1.15\", \"1.16\", \"1.17\", \"1.18\", \"1.19\", \"1.20\", \"1.21\", \"1.22\", \"1.23\", \"1.24\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"2.23\", \"2.24\", \"2.25\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\", \"3.9\", \"3.10\", \"3.11\", \"3.12\", \"3.13\", \"3.14\", \"3.15\", \"3.16\", \"3.17\", \"3.18\", \"3.19\", \"3.20\", \"3.21\", \"3.22\", \"3.23\", \"3.24\", \"4.1\", \"4.2\", \"4.3\", \"4.4\", \"4.5\", \"4.6\", \"4.7\", \"4.8\", \"4.9\", \"4.10\", \"4.11\", \"4.12\", \"4.13\", \"4.14\", \"4.15\", \"4.16\", \"4.17\", \"4.18\", \"4.19\", \"4.20\", \"4.21\", \"4.22\", \"4.23\", \"4.24\", \"5.1\", \"5.2\", \"5.3\", \"5.4\", \"5.5\", \"5.6\", \"5.7\", \"5.8\", \"5.9\", \"5.10\", \"5.11\", \"5.12\", \"5.13\", \"5.14\", \"5.15\", \"5.16\", \"5.17\", \"5.18\", \"5.19\", \"5.20\", \"6.1\", \"6.2\", \"6.3\", \"6.4\", \"6.5\", \"6.6\", \"6.7\", \"6.8\", \"6.9\", \"6.10\", \"6.11\", \"6.12\", \"6.13\", \"6.14\", \"6.15\", \"6.16\", \"6.17\", \"6.18\", \"6.19\", \"6.20\", \"6.21\", \"6.22\", \"7.1\", \"7.2\", \"7.3\", \"7.4\", \"7.5\", \"7.6\", \"7.7\", \"7.8\", \"7.9\", \"7.10\", \"7.11\", \"7.12\", \"7.13\", \"7.14\", \"7.15\", \"7.16\", \"7.17\", \"7.18\", \"7.19\", \"7.20\", \"7.21\", \"7.22\", \"8.1\", \"8.2\", \"8.3\", \"8.4\", \"8.5\", \"8.6\", \"8.7\", \"8.8\", \"8.9\", \"8.10\", \"8.11\", \"8.12\", \"8.13\", \"8.14\", \"8.15\", \"8.16\", \"8.17\", \"8.18\", \"8.19\", \"8.20\", \"8.21\", \"9.1\", \"9.2\", \"9.3\", \"9.4\", \"9.5\", \"9.6\", \"9.7\", \"9.8\", \"9.9\", \"9.10\", \"9.11\", \"9.12\", \"9.13\", \"9.14\", \"9.15\", \"9.16\", \"9.17\", \"9.18\", \"9.19\", \"9.20\", \"10.1\", \"10.2\", \"10.3\", \"10.4\", \"10.5\", \"10.6\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207], \"aired\": [\"1993-09-11\", \"1993-09-18\", \"1993-09-25\", \"1993-10-02\", \"1993-10-09\", \"1993-10-23\", \"1993-10-30\", \"1993-11-06\", \"1993-11-13\", \"1993-11-20\", \"1993-12-11\", \"1993-12-18\", \"1994-01-08\", \"1994-01-22\", \"1994-02-05\", \"1994-02-12\", \"1994-02-19\", \"1994-03-19\", \"1994-04-02\", \"1994-04-16\", \"1994-04-23\", \"1994-04-30\", \"1994-05-07\", \"1994-05-14\", \"1994-09-17\", \"1994-09-24\", \"1994-10-01\", \"1994-10-08\", \"1994-10-15\", \"1994-10-22\", \"1994-11-05\", \"1994-11-12\", \"1994-11-19\", \"1994-12-10\", \"1994-12-17\", \"1995-01-07\", \"1995-01-14\", \"1995-01-28\", \"1995-02-04\", \"1995-02-11\", \"1995-02-18\", \"1995-02-25\", \"1995-03-11\", \"1995-04-01\", \"1995-04-15\", \"1995-04-29\", \"1995-05-06\", \"1995-05-13\", \"1995-05-20\", \"1995-09-23\", \"1995-09-30\", \"1995-10-07\", \"1995-10-14\", \"1995-10-21\", \"1995-11-04\", \"1995-11-11\", \"1995-11-18\", \"1995-11-25\", \"1995-12-02\", \"1995-12-16\", \"1996-01-06\", \"1996-01-27\", \"1996-02-03\", \"1996-02-10\", \"1996-02-17\", \"1996-02-24\", \"1996-03-09\", \"1996-03-30\", \"1996-04-13\", \"1996-04-27\", \"1996-05-04\", \"1996-05-11\", \"1996-05-18\", \"1996-10-05\", \"1996-10-12\", \"1996-10-19\", \"1996-10-28\", \"1996-11-04\", \"1996-11-11\", \"1996-11-18\", \"1996-11-25\", \"1996-12-02\", \"1996-12-16\", \"1997-01-13\", \"1997-01-27\", \"1997-02-03\", \"1997-02-10\", \"1997-02-17\", \"1997-02-24\", \"1997-03-17\", \"1997-03-24\", \"1997-04-07\", \"1997-04-21\", \"1997-04-28\", \"1997-05-05\", \"1997-05-12\", \"1997-05-19\", \"1997-11-03\", \"1997-11-10\", \"1997-11-17\", \"1997-11-24\", \"1997-12-01\", \"1997-12-08\", \"1997-12-15\", \"1998-01-05\", \"1998-01-12\", \"1998-02-09\", \"1998-02-16\", \"1998-02-23\", \"1998-03-02\", \"1998-03-09\", \"1998-03-30\", \"1998-04-20\", \"1998-04-27\", \"1998-05-04\", \"1998-05-11\", \"1998-05-18\", \"1998-11-09\", \"1998-11-16\", \"1998-11-23\", \"1998-11-30\", \"1998-12-07\", \"1998-12-14\", \"1999-01-04\", \"1999-01-11\", \"1999-01-18\", \"1999-01-25\", \"1999-02-08\", \"1999-02-15\", \"1999-02-22\", \"1999-03-01\", \"1999-03-08\", \"1999-03-29\", \"1999-04-12\", \"1999-04-19\", \"1999-04-26\", \"1999-05-03\", \"1999-05-10\", \"1999-05-17\", \"1999-11-08\", \"1999-11-15\", \"1999-11-22\", \"1999-11-29\", \"1999-12-06\", \"1999-12-13\", \"2000-01-10\", \"2000-01-17\", \"2000-01-24\", \"2000-02-07\", \"2000-02-14\", \"2000-02-21\", \"2000-02-28\", \"2000-03-13\", \"2000-03-20\", \"2000-04-03\", \"2000-04-10\", \"2000-04-17\", \"2000-05-01\", \"2000-05-08\", \"2000-05-15\", \"2000-05-22\", \"2000-11-06\", \"2000-11-13\", \"2000-11-20\", \"2000-11-27\", \"2000-12-04\", \"2000-12-11\", \"2000-12-18\", \"2001-01-08\", \"2001-01-15\", \"2001-01-22\", \"2001-02-05\", \"2001-02-12\", \"2001-02-19\", \"2001-02-26\", \"2001-04-02\", \"2001-04-09\", \"2001-04-16\", \"2001-04-23\", \"2001-05-07\", \"2001-05-14\", \"2001-05-21\", \"2001-11-12\", \"2001-11-19\", \"2001-12-03\", \"2001-12-10\", \"2001-12-17\", \"2002-01-07\", \"2002-01-14\", \"2002-01-28\", \"2002-03-04\", \"2002-03-11\", \"2002-03-18\", \"2002-04-01\", \"2002-04-08\", \"2002-04-15\", \"2002-04-22\", \"2002-04-29\", \"2002-05-06\", \"2002-05-13\", \"2002-05-20\", \"2002-05-20\", \"2016-01-25\", \"2016-01-26\", \"2016-02-02\", \"2016-02-09\", \"2016-02-16\", \"2016-02-23\"], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208]}, \"callback\": null}, \"id\": \"af8e6c8a-adab-4f69-a98d-300c3cc6a136\"}, {\"type\": \"DataRange1d\", \"attributes\": {\"callback\": null}, \"id\": \"82e32de2-e6d7-4a5b-89a6-39ea297b0554\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"subtype\": \"Figure\"}}, \"id\": \"e42bf6d1-d945-474d-8cf9-f5577305dbef\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"subtype\": \"Figure\"}}, \"id\": \"95f1b7a8-7f6a-4e0e-8ef9-253df3f7d1af\"}, {\"type\": \"BasicTickFormatter\", \"attributes\": {}, \"id\": \"c3dbd0ef-8dcd-4d7e-a76b-2171066c8157\"}, {\"type\": \"PanTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"subtype\": \"Figure\"}}, \"id\": \"4717d986-e989-4741-b979-34d0575a3249\"}, {\"type\": \"ResetTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"subtype\": \"Figure\"}}, \"id\": \"843c37d6-d285-4eb1-9c5b-e3c4707e1b6f\"}, {\"type\": \"PreviewSaveTool\", \"attributes\": {\"plot\": {\"type\": \"Plot\", \"id\": \"483f0035-81b9-4a13-988b-7186df428d57\", \"subtype\": \"Figure\"}}, \"id\": \"9ac9f239-3742-4410-9210-ebbec89a235c\"}, {\"type\": \"ColumnDataSource\", \"attributes\": {\"column_names\": [\"title\", \"episode_number\", \"rating\", \"episode\", \"index\", \"aired\", \"season\", \"x\", \"y\", \"fill_color\"], \"data\": {\"title\": [\"Pilot\", \"Traces to Nowhere\", \"Zen, or the Skill to Catch a Killer\", \"Rest in Pain\", \"The One-Armed Man\", \"Cooper's Dreams\", \"Realization Time\", \"The Last Evening\", \"May the Giant Be with You\", \"Coma\", \"The Man Behind the Glass\", \"Laura's Secret Diary\", \"The Orchid's Curse\", \"Demons\", \"Lonely Souls\", \"Drive with a Dead Girl\", \"Arbitrary Law\", \"Dispute Between Brothers\", \"Masked Ball\", \"The Black Widow\", \"Checkmate\", \"Double Play\", \"Slaves and Masters\", \"The Condemned Woman\", \"Wounds and Scars\", \"On the Wings of Love\", \"Variations and Relations\", \"The Path to the Black Lodge\", \"Miss Twin Peaks\", \"Beyond Life and Death\", \"Episode 1\", \"Episode 2\", \"Episode 3\", \"Episode 4\", \"Episode 5\", \"Episode 6\", \"Episode 7\", \"Episode 8\"], \"x\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38], \"y\": [8.30904, 7.91606, 8.26923, 7.8018, 7.93204, 8.14146, 8.02105, 8.67742, 8.11579, 7.64671, 7.85629, 7.70667, 8.03822, 8.10667, 8.64103, 8.0, 8.59006, 7.61111, 7.34646, 7.30709, 7.57252, 7.43846, 7.28226, 7.31452, 7.28926, 7.90756, 7.81579, 7.82301, 8.01724, 8.1875, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], \"season\": [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3], \"rating\": [8.30904, 7.91606, 8.26923, 7.8018, 7.93204, 8.14146, 8.02105, 8.67742, 8.11579, 7.64671, 7.85629, 7.70667, 8.03822, 8.10667, 8.64103, 8.0, 8.59006, 7.61111, 7.34646, 7.30709, 7.57252, 7.43846, 7.28226, 7.31452, 7.28926, 7.90756, 7.81579, 7.82301, 8.01724, 8.1875, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], \"fill_color\": [\"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#fdae61\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#d53e4f\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\", \"#3288bd\"], \"episode\": [\"1.1\", \"1.2\", \"1.3\", \"1.4\", \"1.5\", \"1.6\", \"1.7\", \"1.8\", \"2.1\", \"2.2\", \"2.3\", \"2.4\", \"2.5\", \"2.6\", \"2.7\", \"2.8\", \"2.9\", \"2.10\", \"2.11\", \"2.12\", \"2.13\", \"2.14\", \"2.15\", \"2.16\", \"2.17\", \"2.18\", \"2.19\", \"2.20\", \"2.21\", \"2.22\", \"3.1\", \"3.2\", \"3.3\", \"3.4\", \"3.5\", \"3.6\", \"3.7\", \"3.8\"], \"index\": [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37], \"aired\": [\"1990-04-09\", \"1990-04-13\", \"1990-04-20\", \"1990-04-27\", \"1990-05-04\", \"1990-05-11\", \"1990-05-18\", \"1990-05-24\", \"1990-10-01\", \"1990-10-07\", \"1990-10-14\", \"1990-10-21\", \"1990-10-28\", \"1990-11-04\", \"1990-11-11\", \"1990-11-18\", \"1990-12-02\", \"1990-12-09\", \"1990-12-16\", \"1991-01-13\", \"1991-01-20\", \"1991-02-03\", \"1991-02-10\", \"1991-02-17\", \"1991-03-29\", \"1991-04-05\", \"1991-04-12\", \"1991-04-19\", \"1991-06-11\", \"1991-06-11\", null, null, null, null, null, null, null, null], \"episode_number\": [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38]}, \"callback\": null}, \"id\": \"cf619923-26f4-4ce7-91d0-223efba80fdc\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"line_alpha\": {\"value\": 0.1}, \"fill_alpha\": {\"value\": 0.1}, \"fill_color\": {\"value\": \"#1f77b4\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#1f77b4\"}}, \"id\": \"8c58472b-e0b0-44d4-9ffa-9683d048e156\"}, {\"type\": \"Circle\", \"attributes\": {\"x\": {\"field\": \"x\"}, \"size\": {\"value\": 10, \"units\": \"screen\"}, \"fill_alpha\": {\"value\": 0.8}, \"fill_color\": {\"field\": \"fill_color\"}, \"y\": {\"field\": \"y\"}, \"line_color\": {\"value\": \"#000000\"}}, \"id\": \"360a573e-9302-4bc8-805f-bff418ff6953\"}], \"root_ids\": [\"63fdc565-8be5-4ae8-a4c1-7c0549348629\", \"483f0035-81b9-4a13-988b-7186df428d57\", \"7b5d9963-6969-4272-914f-0271bdbc5e4c\", \"82a08fbf-0450-48bc-98bf-81dc7cca4c26\", \"afceb153-e71f-4d87-b2b5-d7f085b73d64\", \"36455c85-71d5-4051-980f-ceee008b2b2f\", \"d172fd66-8401-4d0a-8c68-7cfe33169a02\", \"79c6bc35-cee5-4dac-b992-97fbf822a9e7\", \"da13c1c6-08bd-4763-a99c-ce5ca9e8513a\", \"49c2cfa0-577b-4df9-87c1-288eb34e14ac\", \"2a3e6104-8d61-4ab2-a7ef-df17689900d5\", \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\"]}}};\n",
|
|
" var render_items = [{\"docid\": \"9513dfab-3b2d-4a68-be17-a2931ec07b66\", \"modelid\": \"ce5654b3-95e3-42a1-9c01-b24a0bbc48b8\", \"notebook_comms_target\": \"fd20d68e-ff76-4602-ae21-1dcdc862ff1c\", \"elementid\": \"599f27a1-5967-474e-aa10-d0150d116a60\"}];\n",
|
|
" \n",
|
|
" Bokeh.embed.embed_items(docs_json, render_items);\n",
|
|
" });\n",
|
|
" },\n",
|
|
" function(Bokeh) {\n",
|
|
" }\n",
|
|
" ];\n",
|
|
" \n",
|
|
" function run_inline_js() {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i](window.Bokeh);\n",
|
|
" }\n",
|
|
" }\n",
|
|
" \n",
|
|
" if (window._bokeh_is_loading === 0) {\n",
|
|
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
|
|
" run_inline_js();\n",
|
|
" } else {\n",
|
|
" load_libs(js_urls, function() {\n",
|
|
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
" run_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }(this));\n",
|
|
"</script>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"ratings('Twin Peaks')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"Und nochmal ein Klassiker. Nach dem der Mord um Laura Palmer geklärt war, ging es gefühlt richtig Berg ab. Ich bin auf jeden Fall auf die neue Staffel gespannt. Eine Fortsetzung die die Erwartungen kaum erfüllen kann."
|
|
]
|
|
}
|
|
],
|
|
"metadata": {
|
|
"kernelspec": {
|
|
"display_name": "Python 3",
|
|
"language": "python",
|
|
"name": "python3"
|
|
},
|
|
"language_info": {
|
|
"codemirror_mode": {
|
|
"name": "ipython",
|
|
"version": 3
|
|
},
|
|
"file_extension": ".py",
|
|
"mimetype": "text/x-python",
|
|
"name": "python",
|
|
"nbconvert_exporter": "python",
|
|
"pygments_lexer": "ipython3",
|
|
"version": "3.5.1"
|
|
}
|
|
},
|
|
"nbformat": 4,
|
|
"nbformat_minor": 0
|
|
}
|