{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## All graphs dealing w/any billing data are broken!\n", "0. be sure to run this notebook in the notebook/ directory!\n", "1. session length - general stats on how long sessions are. means,\n", "percentiles, etc.\n", "2. User 'profile' - how many 'kinds' of users do we have? Some who\n", "just pop in once? Some who pop in a few times a week for a fixed\n", "amount of time? some who are there all the time? what kinda user\n", "clusters do we have?\n", "3. Who are those people using it 400 times in a semester?\n", "4. are there user corelations? Can we spot 'groups' of users with\n", "similar behavior? What kinda behavior is it? etc" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "from datetime import datetime\n", "import altair as alt\n", "from IPython import display" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "ThemeRegistry.enable('my-chart')" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Set the altair theme\n", "def my_theme(*args, **kwargs):\n", " return {'config': {'axis': {'labelFontSize': 20, 'titleFontSize': 20}}}\n", "alt.themes.register('my-chart', my_theme)\n", "alt.themes.enable('my-chart')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Params and functions" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "semester_start = pd.Timestamp('2023-01-10').tz_localize('US/Pacific')\n", "semester_end = pd.Timestamp('2023-05-12').tz_localize('US/Pacific')" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "def convert_tz(series):\n", " series = series.dt.tz_localize('UTC')\n", " return series.dt.tz_convert('US/Pacific')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Load data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## User session data" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "scrolled": true }, "outputs": [], "source": [ "# Log data for user activity\n", "path_sessions = '../data/processed/spring-2023/user-sessions.jsonl'\n", "sessions = pd.read_json(path_sessions, convert_dates=['start', 'stop'])\n", "\n", "for col in ['start', 'stop']:\n", " sessions[col] = convert_tz(sessions[col])" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "263833\n", "261231\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/tmp/ipykernel_11091/3046363681.py:3: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n", " sessions = sessions[sessions['start'] > semester_start][sessions['start'] < semester_end]\n" ] } ], "source": [ "print(len(sessions))\n", "# Only between start and end of semester\n", "sessions = sessions[sessions['start'] > semester_start][sessions['start'] < semester_end]\n", "print(len(sessions))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## BROKEN -- Cost per day" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "cost = pd.read_json('../data/processed/fall-2018/cloud-costs.jsonl', lines=True)\n", "cost['start_time'] = convert_tz(cost['start_time'])\n", "cost = cost.drop(columns=['end_time']).set_index('start_time')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Only between start and end of semester\n", "cost = cost[cost.index > semester_start][cost.index < semester_end]\n", "# We only use indexing timestamps to make the tz_localize easier.\n", "# after that, we drop it to make everything else easier\n", "cost = cost.reset_index()\n", "\n", "# Fill in any missing data before beginning of date\n", "missing_dates = pd.date_range(semester_start, cost.start_time.min(), name='start_time')\n", "missing_dates_cost = pd.DataFrame(missing_dates, np.full(len(missing_dates), np.nan), columns={'start_time', 'cost'})\n", "cost = cost.append(missing_dates_cost)" ] }, { "cell_type": "markdown", "metadata": { "toc-hr-collapsed": false }, "source": [ "# Viz and analysis" ] }, { "cell_type": "markdown", "metadata": { "toc-hr-collapsed": false }, "source": [ "## Daily Active user\n", "\n", "We count someone as a 'daily active user' if they start / stop their notebook server\n", "at least once. Due to anonimization techniques applied earlier, this might slightly\n", "under count users" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "# Unique daily users - we count anyone who has logged in at least once a day\n", "# We want a dataframe with no index so we can use it easily with Altair\n", "daily_active_users = pd.DataFrame(sessions.set_index('start')['user'].resample('D').nunique()).reset_index()" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", "
\n", "" ], "text/plain": [ "alt.Chart(...)" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "alt.Chart(daily_active_users, width=900).mark_line().encode(\n", " x='start',\n", " y='user'\n", ")" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

Daily active users:

Mean -- max -- min
1811.37 -- 3532.00 -- 114.00" ], "text/plain": [ "" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# daily active users stats\n", "mean_daily_active_users = daily_active_users['user'].mean()\n", "max_daily_active_users = daily_active_users['user'].max()\n", "min_daily_active_users = daily_active_users['user'].min()\n", "display.HTML(f'

Daily active users:

Mean -- max -- min
{mean_daily_active_users: .2f} -- {max_daily_active_users: .2f} -- {min_daily_active_users: .2f}') " ] }, { "cell_type": "markdown", "metadata": { "jp-MarkdownHeadingCollapsed": true, "toc-hr-collapsed": true }, "source": [ "## BROKEN -- Daily cloud costs" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v2+json": { "$schema": "https://vega.github.io/schema/vega-lite/v2.6.0.json", "config": { "axis": { "labelFontSize": 20, "titleFontSize": 20 } }, "data": { "name": "data-e1a6ecb613e6b4b772489f2dc1fc7a71" }, "datasets": { "data-e1a6ecb613e6b4b772489f2dc1fc7a71": [ { "cost": 40.156909999999996, "start_time": "2018-09-12T00:00:00-07:00" }, { "cost": 263.958762, "start_time": "2018-09-13T00:00:00-07:00" }, { "cost": 233.378606, "start_time": "2018-09-14T00:00:00-07:00" }, { "cost": 220.49735600000002, "start_time": "2018-09-15T00:00:00-07:00" }, { "cost": 221.476064, "start_time": "2018-09-16T00:00:00-07:00" }, { "cost": 254.118337, "start_time": "2018-09-17T00:00:00-07:00" }, { "cost": 268.713372, "start_time": "2018-09-18T00:00:00-07:00" }, { "cost": 277.049757, "start_time": "2018-09-19T00:00:00-07:00" }, { "cost": 291.302796, "start_time": "2018-09-20T00:00:00-07:00" }, { "cost": 268.42976, "start_time": "2018-09-21T00:00:00-07:00" }, { "cost": 246.082326, "start_time": "2018-09-22T00:00:00-07:00" }, { "cost": 244.174214, "start_time": "2018-09-23T00:00:00-07:00" }, { "cost": 245.52624400000002, "start_time": "2018-09-24T00:00:00-07:00" }, { "cost": 254.888743, "start_time": "2018-09-25T00:00:00-07:00" }, { "cost": 277.179144, "start_time": "2018-09-26T00:00:00-07:00" }, { "cost": 290.026115, "start_time": "2018-09-27T00:00:00-07:00" }, { "cost": 268.253716, "start_time": "2018-09-28T00:00:00-07:00" }, { "cost": 262.364679, "start_time": "2018-09-29T00:00:00-07:00" }, { "cost": 244.44310099999998, "start_time": "2018-09-30T00:00:00-07:00" }, { "cost": 248.97004299999998, "start_time": 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "alt.Chart(cost, width=900).mark_line().encode(\n", " x='start_time',\n", " y=alt.Y('cost', axis=alt.Axis(format=\"$.2f\"))\n", ")" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

Mean daily cloud cost: $ 192.91

" ], "text/plain": [ "" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Mean daily active users\n", "mean_cost = cost['cost'].mean()\n", "display.HTML(f'

Mean daily cloud cost: ${mean_cost: .2f}

')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Daily cloud costs per **active** user\n", "\n", "This is cost per day for *active* users - those who used the cluster. This is only a fraction of your total users, so be careful using this for estimates." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "# Combine into a single dataframe based on day\n", "total = pd.merge(daily_active_users, cost, how='outer', left_on='start', right_on='start_time').drop(columns=['start_time'])\n", "\n", "# Calculate daily cost per user\n", "total['cost_per_active_user'] = total['cost'] / total['user']" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v2+json": { "$schema": "https://vega.github.io/schema/vega-lite/v2.6.0.json", "config": { "axis": { "labelFontSize": 20, "titleFontSize": 20 } }, "data": { "name": "data-34a11dd000fa2c8403902c3d108b6ac4" }, "datasets": { "data-34a11dd000fa2c8403902c3d108b6ac4": [ { "cost": null, "cost_per_active_user": null, "start": "2018-08-17T00:00:00-07:00", "user": 13 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-18T00:00:00-07:00", "user": 38 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-19T00:00:00-07:00", "user": 24 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-20T00:00:00-07:00", "user": 53 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-21T00:00:00-07:00", "user": 135 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-22T00:00:00-07:00", "user": 1176 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-23T00:00:00-07:00", "user": 1184 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-24T00:00:00-07:00", "user": 1332 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-25T00:00:00-07:00", "user": 918 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-26T00:00:00-07:00", "user": 1133 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-27T00:00:00-07:00", "user": 1447 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-28T00:00:00-07:00", "user": 1276 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-29T00:00:00-07:00", "user": 1519 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-30T00:00:00-07:00", "user": 1236 }, { "cost": null, "cost_per_active_user": null, "start": "2018-08-31T00:00:00-07:00", "user": 1143 }, { "cost": null, "cost_per_active_user": null, "start": "2018-09-01T00:00:00-07:00", "user": 728 }, { "cost": null, "cost_per_active_user": null, "start": "2018-09-02T00:00:00-07:00", "user": 914 }, { "cost": null, "cost_per_active_user": null, "start": "2018-09-03T00:00:00-07:00", "user": 1202 }, { "cost": null, "cost_per_active_user": null, "start": "2018-09-04T00:00:00-07:00", "user": 1409 }, { "cost": null, "cost_per_active_user": null, "start": "2018-09-05T00:00:00-07:00", "user": 1586 }, { "cost": null, "cost_per_active_user": null, "start": "2018-09-06T00:00:00-07:00", "user": 1278 }, { "cost": null, "cost_per_active_user": null, "start": 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "alt.Chart(total, width=900).mark_line().encode(\n", " x='start',\n", " y=alt.Y('cost_per_active_user', axis=alt.Axis(format=\"$.2f\"), title=\"Cost per active user\")\n", ")" ] }, { "cell_type": "markdown", "metadata": { "toc-hr-collapsed": true }, "source": [ "## Total Users\n", "\n", "One way to count the 'number of users on the JupyterHub' is to look at everyone who has ever started a notebook. Since anyone with a Berkeley.edu account can log in, this is not the most accurate count of people who *use* the hub - but it's useful nonetheless." ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

Users who used JupyterHub at least once: 12257

" ], "text/plain": [ "" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "user_starts_count = sessions.groupby('user').count()['start'].to_frame()\n", "display.HTML(f'

Users who used JupyterHub at least once: {user_starts_count.shape[0]}

')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some basic stats about number of times users started their servers" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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start
count12257.000000
mean21.312801
std21.201713
min1.000000
25%3.000000
50%15.000000
75%34.000000
max193.000000
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" ], "text/plain": [ " start\n", "count 12257.000000\n", "mean 21.312801\n", "std 21.201713\n", "min 1.000000\n", "25% 3.000000\n", "50% 15.000000\n", "75% 34.000000\n", "max 193.000000" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "user_starts_count.describe()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "BROKEN -- We can calculate cost per day per user from this user count" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v2+json": { "$schema": "https://vega.github.io/schema/vega-lite/v2.6.0.json", "config": { "axis": { "labelFontSize": 20, "titleFontSize": 20 } }, "data": { "name": "data-94cdaa7ff7fc0dcb19ae69bad4be81f2" }, "datasets": { "data-94cdaa7ff7fc0dcb19ae69bad4be81f2": [ { "cost": null, "cost_per_active_user": null, "cost_per_user": null, "start": "2018-08-17T00:00:00-07:00", "user": 13 }, { "cost": null, "cost_per_active_user": null, 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "total['cost_per_user'] = total['cost'] / user_starts_count.count()['start']\n", "\n", "alt.Chart(total, width=900, title='Daily cost per user').mark_line().encode(\n", " x='start',\n", " y=alt.Y('cost_per_user', axis=alt.Axis(format=\"$.2f\"), title=\"Cost per user\")\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can also figure out how much they cost per month." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v2+json": { "$schema": "https://vega.github.io/schema/vega-lite/v2.6.0.json", "config": { "axis": { "labelFontSize": 20, "titleFontSize": 20 } }, "data": { "name": "data-c2dad245f05cd5a2a7d7bf72b1de7e0d" }, "datasets": { "data-c2dad245f05cd5a2a7d7bf72b1de7e0d": [ { "cost": 0, "cost_per_user": 0, "start_time": "2018-08-31T00:00:00-07:00" }, { "cost": 4672.020002, "cost_per_user": 0.9633030931958764, "start_time": "2018-09-30T00:00:00-07:00" }, { "cost": 6052.7589579999985, "cost_per_user": 1.2479915377319584, "start_time": "2018-10-31T00:00:00-07:00" }, { "cost": 5107.921004, "cost_per_user": 1.0531795884536082, "start_time": "2018-11-30T00:00:00-08:00" }, { "cost": 2300.56789, "cost_per_user": 0.47434389484536077, "start_time": "2018-12-31T00:00:00-08:00" } ] }, "encoding": { "x": { "field": "start_time", "timeUnit": "month", "type": "ordinal" }, "y": { "axis": { "format": "$.2f" }, "field": "cost_per_user", "title": "Cost per user", "type": "quantitative" } }, "mark": "bar", "title": "Monthly cost per user", "width": 900 }, "image/png": 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"text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "monthly = cost.copy().set_index('start_time').resample('M').sum()\n", "monthly['cost_per_user'] = monthly['cost'] / user_starts_count.count()['start']\n", "monthly = monthly.reset_index()\n", "\n", "alt.Chart(monthly, width=900, title='Monthly cost per user').mark_bar().encode(\n", " x='month(start_time):O',\n", " y=alt.Y('cost_per_user', axis=alt.Axis(format=\"$.2f\"), title=\"Cost per user\")\n", ")" ] }, { "cell_type": "markdown", "metadata": { "toc-hr-collapsed": true }, "source": [ "## BROKEN -- Realistic user count\n", "\n", "A lot of people might log in a few times to the JupyterHub to check it out, and then never really come back. We should avoid counting those as 'users' when doing our cost analysis. \n", "\n", "We can cut off outliers at the 99th percentile and plot a histogram to see how most people use the hub" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "outlier_cutoff = user_starts_count.quantile(0.99)\n", "alt.Chart(user_starts_count[user_starts_count['start'] < outlier_cutoff['start']], width=900).mark_bar().encode(\n", " alt.X('start', bin=alt.BinParams(maxbins=100)),\n", " y='count()'\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There's a lot of users who use the hub <5 times, and many who use it 5-10 times. We pick an arbitrary cut off of 'ten notebook server starts' to count as a 'real' user and not someone just trying out the hub." ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

Users who used the hub more than 10 times: 6942" ], "text/plain": [ "" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "users_with_more_than_ten_starts = user_starts_count[user_starts_count['start'] > 10]\n", "display.HTML(f'

Users who used the hub more than 10 times: {users_with_more_than_ten_starts.count()[\"start\"]}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can use this to plot a daily and monthly cost per user" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v2+json": { "$schema": "https://vega.github.io/schema/vega-lite/v2.6.0.json", "config": { "axis": { "labelFontSize": 20, "titleFontSize": 20 } }, "data": { "name": "data-30259d427312df51d5e08a1f54864043" }, "datasets": { "data-30259d427312df51d5e08a1f54864043": [ { "cost": null, "cost_per_active_user": null, "cost_per_realistic_user": null, "cost_per_user": null, "start": "2018-08-17T00:00:00-07:00", "user": 13 }, { "cost": null, "cost_per_active_user": null, "cost_per_realistic_user": null, "cost_per_user": null, "start": "2018-08-18T00:00:00-07:00", "user": 38 }, { "cost": null, "cost_per_active_user": null, "cost_per_realistic_user": null, "cost_per_user": null, "start": "2018-08-19T00:00:00-07:00", "user": 24 }, { "cost": null, "cost_per_active_user": null, "cost_per_realistic_user": null, "cost_per_user": null, "start": "2018-08-20T00:00:00-07:00", "user": 53 }, { "cost": null, "cost_per_active_user": null, "cost_per_realistic_user": null, "cost_per_user": null, "start": "2018-08-21T00:00:00-07:00", "user": 135 }, { "cost": null, "cost_per_active_user": null, "cost_per_realistic_user": null, "cost_per_user": null, "start": "2018-08-22T00:00:00-07:00", "user": 1176 }, { "cost": null, "cost_per_active_user": null, "cost_per_realistic_user": null, "cost_per_user": null, "start": "2018-08-23T00:00:00-07:00", "user": 1184 }, { "cost": null, "cost_per_active_user": null, "cost_per_realistic_user": null, "cost_per_user": null, "start": "2018-08-24T00:00:00-07:00", "user": 1332 }, { "cost": null, "cost_per_active_user": null, "cost_per_realistic_user": null, "cost_per_user": null, "start": "2018-08-25T00:00:00-07:00", "user": 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"field": "cost_per_realistic_user", "title": "Cost per realistic user", "type": "quantitative" } }, "mark": "line", "title": "Daily cost per user (with >10 server starts)", "width": 900 }, "image/png": 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "total['cost_per_realistic_user'] = total['cost'] / users_with_more_than_ten_starts.count()['start']\n", "\n", "alt.Chart(total, width=900, title='Daily cost per user (with >10 server starts)').mark_line().encode(\n", " x='start',\n", " y=alt.Y('cost_per_realistic_user', axis=alt.Axis(format=\"$.2f\"), title=\"Cost per realistic user\")\n", ")" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v2+json": { "$schema": "https://vega.github.io/schema/vega-lite/v2.6.0.json", "config": { "axis": { "labelFontSize": 20, "titleFontSize": 20 } }, "data": { "name": "data-b4391edabb13fc8e281fb4b61ca7fee3" }, "datasets": { "data-b4391edabb13fc8e281fb4b61ca7fee3": [ { "cost": 0, "cost_per_realistic_user": 0, "start_time": "2018-08-31T00:00:00-07:00" }, { "cost": 4672.020002, "cost_per_realistic_user": 1.7656916107331821, "start_time": "2018-09-30T00:00:00-07:00" }, { "cost": 6052.7589579999985, "cost_per_realistic_user": 2.287512833711262, "start_time": "2018-10-31T00:00:00-07:00" }, { "cost": 5107.921004, "cost_per_realistic_user": 1.9304312184429326, "start_time": "2018-11-30T00:00:00-08:00" }, { "cost": 2300.56789, "cost_per_realistic_user": 0.8694512055933484, "start_time": "2018-12-31T00:00:00-08:00" } ] }, "encoding": { "x": { "field": "start_time", "timeUnit": "month", "type": "ordinal" }, "y": { "field": "cost_per_realistic_user", "type": "quantitative" } }, "mark": "bar", "title": "Monthly cost per user (with >10 starts)", "width": 900 }, "image/png": 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MNVSBGCAAAQisRgDDjGFeTTncBQEIQKABAhjmBoo0gRAxzBMoMilCAALdEkhlmBcB8lO27TrbMZtjpRYR4+cQgAAEILA2AQzz2ghpIAEBDHMCiDQBAQhAYEMEShlmS8+f03y2pG0bynfpblnDvDQyboAABCBQDQEMczWlmHQgGOZJl5/kIQCBxgmUNMwHS9oh6c8lnSlpdyQ7u++XJB0l6f6SPi7p9ZIulfSVyDYOkvRiSU9x179N0ssl3bTofgzzIkL8HAIQgEC9BDDM9dZmSpFhmKdUbXKFAAR6I1DSMJ8l6TxJy+yS/Shnjv9J0msk/Z0bqT5D0nsl/YKkWxYU5VBJr5P0RWey7fLTJO0r6VmSrp93P4a5N8mTDwQgMCUCGOYpVbveXDHM9daGyCAAAQgsIpDKMC9zrNTFkSPMd5f0e5K+Q9LJkm4OknmcpLe6dl47J0kzxRdIus+gjQOdeb5R0gsk3TarDQzzIgnxcwhAAAL1EsAw11ubKUWGYZ5StckVAhDojcAmDPOJki6PAPm9ksxcf3BkzbM36Dalet707gdLeoukC11bYbenSLKR6mMlfRrDHFERLoEABCDQGAEMc2MF6zRcDHOnhSUtCEBgEgRKG+ZYs7wIfqxhfoKkd0qyqd1mvMOP34TsGElXYZgXIefnEIAABNojgGFur2Y9Roxh7rGq5AQBCEyFQCrDXJrXIyS9Q9JFkl4mac+MAGwU2dYrHyfphsE1h0h6s1vfbNO2Rz9MyS5dWvqDAAQgkI4AhjkdS1panQCGeXV23AkBCEBg0wQ2aZj9+mLbwXqZs5nv6tYl2zrmp0r6yzkQbaMx2xn7eEk7B9f5Xbttx+yZx1xhmDctUfqHAAQgsDoBDPPq7LgzHQEMczqWtAQBCECgNIHWDPOd3RFTdiTUL0p69ZzRZWOJYS6tKPqDAAQgUBEBDHNFxZhwKBjmCRef1CEAgeYJtGSYbUTadrQ+R9JWSa+S9I0FFVjKMG/fvv0le/bssfb3+hx7rO0LxgcCEIAABFojcMYlH2ktZOLtkMCFz354h1mREgQgAIHpENiyZcs+YbZ7/UtGDMtMyb6bW6v8M5Je6na9nnkUVBBzzBpmO9/ZduMe/TAlO6MCaBoCEIBAZgKMMGcGTPNRBBhhjsLERRCAAASqJNDCCPMBbjT5ie4IqddHjCx72H6X7CMkXTuoALtkVylJgoIABCCQjgCGOR1LWlqdAIZ5dXbcCQEIQGDTBGo3zN8j6bckHSnpFyRdKembS0DjHOYlYHEpBCAAgd4IYJh7q2ib+WCY26wbUUMAAhAwAjUb5jtKOtcZ5edIumLBBl9jFfXTvu8j6WRJN7uL7i3pjZI+6dZFz5zezZRsflEgAAEItEsAw9xu7XqKHMPcUzXJBQIQmBqBmg3zQ91Zy7e685J3jxTn85LsWKivSfJTrM8eHBN1qDtr2e639cr2sbOZzUw/S9L184qOYZ7arwT5QgACPRHAMPdUzXZzwTC3WzsihwAEIFCzYbazmS9bUCLbrOtMSWaGZxlma+JBkl4k6RjXnplsO5rqpkUSwDAvIsTPIQABCNRLAMNcb22mFFkqw3z01is/MCVu5FongXed/7QfrTMyooJAHgI1G+Y8GS/ZKoZ5SWBcDgEIQKAiAhjmioox4VASGuY9E8ZI6pUQSKXnStIhDAgsJIBhXoAIw7xQQ1wAAQhAoFoCGOZqSzOpwFIZDPQ8KdlUm2wqPVebIIFBYEBgk4a5iWJgmJsoE0FCAAIQGCWAwUAYNRBIZTDQcw3VJIZUeoYkBFohkNow+12pPyTpcgdhf/f/7Rzkba2A8XFimFurGPFCAAIQ+HcCGAzUUAOBVAYDPddQTWJIpWdIQqAVAikN88GSdkg6TFK4U3X436+WZJt57WoFEIa5lUoRJwQgAIHbE8BgoIoaCKQyGOi5hmoSQyo9QxICrRBIaZjPknTewCx7Dn7k+ZQZP6+WF4a52tIQGAQgAIGFBDAYCxFxQQECqQwGei5QLLpYSCCVnhd2xAUQqIRAKsPsp10fKOl4STtH8vPHPjU1yoxhrkSphAEBCEBgBQIYjBWgcUtyAqkMBnpOXhoaXIFAKj2v0DW3QGAjBFIb5qMkHSHJ1isPPxjmjZSYTiEAAQhMlwAGY7q1rynzVAYDPddU1enGkkrP0yVI5q0RSGWYwynXYyPI4TrmiyWdKWl3C7AYYW6hSsQIAQhAYJwABgNl1EAglcFAzzVUkxhS6RmSEGiFQCrDbPnaZl6XRSR+YrCDdsTlm70Ew7xZ/vQOAQhAYB0CGIx16HFvKgKpDAZ6TlUR2lmHQCo9rxMD90KgJIGUhjkcZZ6VQ1Ojy5YEhrmkHOkLAhCAQFoCGIy0PGltNQKpDAZ6Xo0/d6UlkErPaaOiNQjkI5DSMPso/VrlYdSz1jbnyy5ByxjmBBBpAgIQgMCGCGAwNgSebvcikMpgoGeEVQOBVHquIRdigEAMgRyGOabfZq7BMDdTKgJNRODorVc8OlFTNAOBlQm86/yn/8nKNwc3YjBSUKSNdQmkMhjoed1KcH8KAqn0nCIW2oBACQIY5gWUMcwlZEgfNRHggaymakw3llQPZOh5uhqqKXP0XFM1iGVdAqn0vG4c3A+BUgQwzBjmUlqjn0YIYDAaKVTnYaZ6IEPPnQulkfTQcyOFIswoAqn0HNUZF0GgAgKrGub93U7Xdu6y7Xr97uDfF6U1duzUons29nNGmDeGno43RACDsSHwdLsXgVQPZOgZYdVAAD3XUAViSEUglZ5TxUM7EMhNAMO8gDCGObcEab82AhiM2ioyzXhSPZCh52nqp7as0XNtFSGedQik0vM6MXAvBEoSwDBjmEvqjb4aIIDBaKBIEwgx1QMZep6AWBpIET03UCRCjCaQSs/RHXIhBDZMYFXDvOGwy3XPCHM51vRUBwEMRh11mHoUqR7I0PPUlVRH/ui5jjoQRRoCqfScJhpagUB+AhhmRpjzq4wemiKAwWiqXN0Gm+qBDD13K5GmEkPPTZWLYBcQSKVnQEOgFQKpDLPfBOxAScdL2jkC4ARJl0m6WNKZkna3AIkR5haqRIwpCWAwUtKkrVUJpHogQ8+rVoD7UhJAzylp0tamCaTS86bzoH8IxBIoaZgPl3SNJHbJjq0O10FgAwQwGBuATpe3I5DqgQw9I64aCKDnGqpADKkIpNJzqnhoBwK5CaxjmL0BXjZGDPOyxLgeAgUJYDAKwqarmQRSPZChZ0RWAwH0XEMViCEVgVR6ThUP7UAgN4F1DPO+ki6QdMqSQTIle0lgXA6BkgQwGCVp09csAqkeyNAzGquBAHquoQrEkIpAKj2niod2IJCbwDqG2WJbdpS5qdFlS5A1zLklSPu1EcBg1FaRacaT6oEMPU9TP7VljZ5rqwjxrEMglZ7XiYF7IVCSwLqG2ccas+lXybyS9YVhToaShhohgMFopFCdh5nqgQw9dy6URtJDz40UijCjCKTSc1RnXASBCgikMswVpJInBAxzHq60Wi8BDEa9tZlSZKkeyNDzlFRTb67oud7aENnyBFLpefmeuQMCmyGQ2jAfLOnVkk53R0uFU7avm3PkVGz2B7mjqV4o6drIm+4l6XJJjx65fmFMGOZIylzWDQEMRjelbDqRVA9k6LlpGXQTPHruppQkIimVnoEJgVYIpDTMoTk+QtINzqgeNYBhP4s1u+Gtd5X0CkmnSlqmjYdIeqs70mp4PvRtkq6UdPOsgmGYW5EycaYigMFIRZJ21iGQ6oEMPa9TBe5NRQA9pyJJOzUQSKXnGnIhBgjEEEhpmM+SdJ7r1AytHw0exnG2pG0xwQXX3E3SiyVtDdqPNd2PlfR6ST8l6aNL9sumX8sC4/rmCWAwmi9hFwmkeiBDz13Iofkk0HPzJSSBgEAqPQMVAq0QSGWY/aZfNpp8oqS3B0dO+Z2xD3GjvMvslL2PpIdJOlfS90v6sKTjlhxhPlPSUyU9Q9LfLFsYRpiXJcb1rRPAYLRewT7iT/VAhp770EPrWaDn1itI/CGBVHqGKgRaIZDaMB/o1il/IZiO7c9dvp+kHW768wmSdkVACnffPk3SAyS9cQnDfCc7GUrSfSWdLOlLEX3udQmGeVliXN86AQxG6xXsI/5UD2TouQ89tJ4Fem69gsSPYUYDUyaQ2jDbCLNNx7bPNe6fNuJsm26ZSb5MkjfQuyPA31PSMyW9SdItQRuxa5jvIelSSV+W9Eln5h8p6X2SLpJ0laRvzIsDwxxRJS7pigAGo6tyNpsMBqPZ0hH4CAH0jCx6IpBKzz0xIZe+CaQyzPsGU7BDYn4XaptG7dc3r7KG2bfpTXesYX6g29TrByVd4Yy7jTo/XdKxbk30q+aZZgxz378AZHd7AhhmVFEDgVQPZOi5hmoSA3pGAz0RSKXnnpiQS98EUhlmoxTuku2p+dHkJ7vR5WXWL4+RX9Yw2/rnSyS9RVJojP2O2ydJepIbcR6tNIa5718AssMwo4E6CaR6IMMw11nfqUWFnqdW8b7zTaXnvimRXU8EUhpm4+INrf3/0BzbfzdzGrt2eRbjZQ3zvFr546ZsurdtKrZn+/btL9mzZ885w5uOPdYGo/lAYBoEzrjkI9NIlCyrJnDhsx+eJD70nAQjjaxJAD2vCZDbqyKQSs9VJUUwEFhAYMuWLbYZ9b999vqXyuilNMwHuLXRN0qynbRH11QzwlyZAggnOwFG5LIjpoMIAqlGMNBzBGwuyU4APWdHTAcFCaTSc8GQ6QoCaxFIPcK8VjARN69imO/i1igPN/e6l1vT/BlJvyzpq2P9Y5gjqsIlXRHAYHRVzmaTSfVAhp6blUBXgaPnrso5+WRS6XnyIAHQDIFVDfPw3OV3B8dILUp+nXXMyxpmGzm26daPl3TtILBHSHqH+7mttR79YJgXlZOf90YAg9FbRdvMJ9UDGXpus/69RY2ee6votPNJpedpUyT7lgj0bpi9Kf5DSS+Q9BVXHNv06wJJ9vPjJe3EMLckW2LNSQCDkZMubccSSPVAhp5jiXNdTgLoOSdd2i5NIJWeS8dNfxBYlUBPhtnv0h0eW3VHN936/OBYKTsC62RJtqPMaZJ22IZfGOZVJcR9vRHAYPRW0TbzSfVAhp7brH9vUaPn3io67XxS6XnaFMm+JQKrGuZN5ThvSvaYYbY4v03SoySdLulISV+X9E5JF0r6xDyzbDczJXtTpabfTRHAYGyKPP2GBFI9kKFndFUDAfRcQxWIIRWBVHpOFQ/tQCA3gdYMc24et2sfw1wcOR1umAAGY8MFoPtvEUj1QIaeEVQNBNBzDVUghlQEUuk5VTy0A4HcBDDMCwhjmHNLkPZrI4DBqK0i04wn1QMZep6mfmrLGj3XVhHiWYdAKj2vEwP3QqAkgVUNc7hL9rLxrrNL9rJ9rX09hnlthDTQGAEMRmMF6zTcVA9k6LlTgTSWFnpurGCEO5dAKj2DGQKtEMAwM8LcilaJsxABDEYh0HRT5IEMPSO0GgikMhjouYZqEkMqPUMSAq0QwDBjmFvRKnEWIsADWSHQdINhRgOTIZDKYPD3eTKSqTrRVHquOkmCg0BAYFXDPBmITMmeTKlJ1BHggQwp1EAg1QMZeq6hmsSAntFATwRS6bknJuTSN4HShtnOQH6+pIsk7WoBLYa5hSoRY0oCGIyUNGlrVQKpHsjQ86oV4L6UBNBzSpq0tWkCqfS86TzoHwKxBFIb5rMknbegczb9iq0O10FgAwQwGBuATpe3I5DqgQw9I64aCKDnGqpADKkIpNJzqnhoBwK5CaQ0zCdIuiwiYAxzBCQugcCmCGAwNkWefkMCqR7I0DO6qoEAeq6hCsSQikAqPaeKh3YgkJtAKsNsU60vkHTKgoAvlnSmpN25E0vVPlOyU5GknVYIYDBaqVTfcaZ6IEPPfeuklezQcyuVIs4YAqn0HNMX10CgBgKpDHN4LvMRkm6QdLmkmwKD7EegT/bZrF4AACAASURBVHQ/qyH/hTFgmBci4oLOCGAwOitoo+mkeiBDz40KoLOw0XNnBZ14Oqn0PHGMpN8QgdSG+UBJx0vaKcnWMz8l+Hc/Cm14mhllxjA3pGZCTUIAg5EEI42sSSDVAxl6XrMQ3J6EAHpOgpFGKiGQSs+VpEMYEFhIIKdh9iPKZ0vaJulgSTsk3SzJfsYu2QvLwwUQKE8Ag1GeOT3enkCqBzL0jLpqIICea6gCMaQikErPqeKhHQjkJpDKMFucfofsoUE+bJBEU+uYGWHOLUHar40ABqO2ikwznlQPZOh5mvqpLWv0XFtFiGcdAqn0vE4M3AuBkgRSGubDJV3jgrd1zB+bsREYa5hLVpi+ILAkAQzGksC4PAuBVA9k6DlLeWh0SQLoeUlgXF41gVR6rjpJgoNAQCClYbZmbdr1qyWd7tYxD3fP9qPPzRSBEeZmSkWgiQhgMBKBpJm1CKR6IEPPa5WBmxMRQM+JQNJMFQRS6bmKZAgCAhEEUhvmiC7bugTD3Fa9iHZ9AhiM9RnSwvoEUj2Qoef1a0EL6xNAz+szpIV6CKTScz0ZEQkE5hPAMC9QCIaZX6GpEcBgTK3ideab6oEMPddZ36lFhZ6nVvG+802l574pkV1PBHIYZr8btt/sy9Yzf0HSOZKe18ru2L7IGOae5E4uMQQwGDGUuCY3gVQPZOg5d6VoP4YAeo6hxDWtEEil51byJU4IpDTMw/XKnq4ZZvvYhmDXBecyN0Efw9xEmQgyIQEMRkKYNLUygVQPZOh55RJwY0IC6DkhTJraOIFUet54IgQAgUgCKQ2zP3d52LUZ5oMkXeZ+0NTGXxjmSCVxWTcEMBjdlLLpRFI9kKHnpmXQTfDouZtSkoikVHoGJgRaIZDKMIejy94Q+2OmzDBfK8n/+9WSzFzvagEShrmFKhFjSgIYjJQ0aWtVAqkeyNDzqhXgvpQE0HNKmrS1aQKp9LzpPOgfArEEUhnm/SVdLunAYMr10DD7ayw2DHNshbgOAoUJYDAKA6e7UQKpHsjQMwKrgQB6rqEKxJCKQCo9p4qHdiCQm0Aqw7xohPljki6QdIqkiyWdKWl37uRStM8IcwqKtNESAQxGS9XqN9ZUD2TouV+NtJQZem6pWsS6iEAqPS/qh59DoBYCqQyz5TNrDfMw1xPdaHQtDObGgWFuokwEmZAABiMhTJpamUCqBzL0vHIJuDEhAfScECZNbZxAKj1vPBECgEAkgZSGedYu2WEoTY0uW+AY5kglcVk3BDAY3ZSy6URSPZCh56Zl0E3w6LmbUpIIm36hgQkSSGmYPT6/dnmI02/+tQ5mv9v2C91GYrFt2X0vlvQUd8PbJL1c0k2LGsAwLyLEz3sjgMHoraJt5oPBaLNuRD1OAD2jjJ4IpNJzT0zIpW8COQxzLmJ3lfQKSadKWsZ8HyrpdZK+KOlSF9xpkmxE/FmSrp8XMIY5Vzlpt1YCGOZaKzOtuFI9kKHnaemm1mzRc62VIa5VCKTS8yp9cw8ENkEgpWE+S9J5knIcG3U3N0K81UGKNcx+mvh9JJ0s6WZ3v+3mbeb5RkkvkHTbLPgY5k3Ikj43SQCDsUn69O0JpHogQ89oqgYC6LmGKhBDKgKp9JwqHtqBQG4CqQyzPzLqKEkpN/XaR9LDJJ0r6fslfVjScUuMMD9Y0lskXeh25w552o7dZ0g6VtKnMcy5pUb7rRDAYLRSqb7jTPVAhp771kkr2aHnVipFnDEEUuk5pi+ugUANBFIZ5nDDr5SGOTzf2aZRP0DSG5cwzE+Q9E5Jj5L0wQFwv9b6GElXYZhrkCMx1EAAg1FDFYgh1QMZekZLNRBAzzVUgRhSEUil51Tx0A4EchNIZZgtzoMl7ZB02BKGdlF+95T0TElvknRLcHRV7JRsG0U2o22j0jcMOjtE0pvd+mY7I3r0w5TsRSXi570RwGD0VtE280n1QIae26x/b1Gj594qOu18Uul52hTJviUCqQxzOCV7Uf7rrHH2Zz3HGmZbV207Yx8vaecgMG/wbcfsbRjmRWXj51MhgMGYSqXrzjPVAxl6rrvOU4kOPU+l0tPIM5Wep0GLLHsggGGWMMw9KJkckhHAYCRDSUNrEEj1QIae1ygCtyYjgJ6ToaShCgik0nMFqRACBKIIYJgxzFFC4aLpEMBgTKfWNWea6oEMPddc5enEhp6nU+spZJpKz1NgRY59EEhlmEvRWHZKdswa5tf4HbS3b9/+kj179pwzTObYY20jbT4QmAaBMy75yDQSJcuqCVz47IcniQ89J8FII2sSQM9rAuT2qgik0nNVSREMBBYQ2LJli53e9G+fvf4lIz2/s/ZBbjOvXRF9LWuY/S7ZY2ue2SU7AjiXTI8AI3LTq3mNGacawUDPNVZ3ejGh5+nVvOeMU+m5Z0bk1heBTY4wlzDMnMPcl17JpgABDEYByHSxkECqBzL0vBA1FxQggJ4LQKaLYgRS6blYwHQEgTUJ9G6YvSm/j6STJd3seN3bnef8SUkvkHTbLI4cK7Wmwri9OQIYjOZK1mXAqR7I0HOX8mguKfTcXMkIeA6BVHoGMgRaIdCTYfZTrM8eHBN1qDtrebckW69sHzub2cz0syRdP69YGOZWpEycqQhgMFKRpJ11CKR6IEPP61SBe1MRQM+pSNJODQRS6bmGXIgBAjEEpmCYjcODJL1I0jEOih0l9XJJNy2ChGFeRIif90YAg9FbRdvMJ9UDGXpus/69RY2ee6votPNJpedpUyT7lgi0ZpiLs8UwF0dOhxsmgMHYcAHo/lsEUj2QoWcEVQMB9FxDFYghFYFUek4VD+1AIDcBDPMCwhjm3BKk/doIYDBqq8g040n1QIaep6mf2rJGz7VVhHjWIZBKz+vEwL0QKEkAw4xhLqk3+mqAAAajgSJNIMRUD2ToeQJiaSBF9NxAkQgxmkAqPUd3yIUQ2DABDDOGecMSpPvaCGAwaqvINONJ9UCGnqepn9qyRs+1VYR41iGQSs/rxMC9EChJAMOMYS6pN/pqgAAGo4EiTSDEVA9k6HkCYmkgRfTcQJEIMZpAOj1fcU50p1wIgUwE3nX+0xfqEMOMYc4kP5ptlQAGo9XK9RV3ugeyK/f0RYZsWiSAnlusGjHPIoCe0UZPBGL0nNIwnyXpPElXSzpB0q4eYLLpVw9VJIdlCGCYl6HFtbkIxHyBxfSNnmMocU1uAug5N2HaL0kAPZekTV+5CcToOZVh3l/S5ZKOknSi+/+58yvSPoa5CGY6qYgABqOiYkw4lJgvsBg86DmGEtfkJoCecxOm/ZIE0HNJ2vSVm0CMnlMZ5n0lXSDpFAxz7rLSPgTyEsBg5OVL63EEYr7AYlpCzzGUuCY3AfScmzDtlySAnkvSpq/cBGL0nMowWy4HS9oh6TBJR0i6NneCJdpnhLkEZfqoiQAGo6ZqTDeWmC+wGDroOYYS1+QmgJ5zE6b9kgTQc0na9JWbQIyeUxnmcEr2oryaWuOMYV5UTn7eGwEMRm8VbTOfmC+wmMzQcwwlrslNAD3nJkz7JQmg55K06Ss3gRg9Y5gXVAHDnFumtF8bAQxGbRWZZjwxX2AxZNBzDCWuyU0APecmTPslCaDnkrTpKzeBGD1jmDHMuXVI+40RwGA0VrBOw435AotJHT3HUOKa3ATQc27CtF+SAHouSZu+chOI0XMqw5w7l421zwjzxtDT8YYIYDA2BJ5u9yIQ8wUWgww9x1DimtwE0HNuwrRfkgB6LkmbvnITiNEzhnlBFTDMuWVK+7URwGDUVpFpxhPzBRZDBj3HUOKa3ATQc27CtF+SAHouSZu+chOI0XMOwxzulm052o7ZX5B0jqTnSdqVO/GU7WOYU9KkrRYIYDBaqFL/McZ8gcVQQM8xlLgmNwH0nJsw7ZckgJ5L0qav3ARi9JzSMIdnMYe5mWG2zzWSrpN0vKSduZNP1T6GORVJ2mmFAAajlUr1HWfMF1gMAfQcQ4lrchNAz7kJ035JAui5JG36yk0gRs8pDfMJki4bScoM80HBz86WtC138qnaxzCnIkk7rRDAYLRSqb7jjPkCiyGAnmMocU1uAug5N2HaL0kAPZekTV+5CcToOZVhDkeXvSE+3I0qm2G+VpL/d85hzl152ofAGgQwGGvA49ZkBGK+wGI6Q88xlLgmNwH0nJsw7ZckgJ5L0qav3ARi9JzKMO8v6XJJBwZTroeG2V9jedtodBNrmRlhzi1T2q+NAAajtopMM56YL7AYMug5hhLX5CaAnnMTpv2SBNBzSdr0lZtAjJ5TGeZFI8wfk3SBpFMkXSzpTEm7cwNI0T6GOQVF2miJAAajpWr1G2vMF1hM9ug5hhLX5CaAnnMTpv2SBNBzSdr0lZtAjJ5TGWbLZdYa5mGeJ7rR6Nz5J2kfw5wEI400RACD0VCxOg415gssJn30HEOJa3ITQM+5CdN+SQLouSRt+spNIEbPKQ3zrF2ywzybGl22wDHMuWVK+7URwGDUVpFpxhPzBRZDBj3HUOKa3ATQc27CtF+SAHouSZu+chOI0XNKw+zz8WuXh/n5zb9y5520fQxzUpw01gABDEYDRZpAiDFfYDEY0HMMJa7JTQA95yZM+yUJoOeStOkrN4EYPecwzLnzKto+hrkobjqrgAAGo4IiEIJivsBiMKHnGEpck5sAes5NmPZLEkDPJWnTV24CMXrGMC+oAoY5t0xpvzYCGIzaKjLNeGK+wGLIoOcYSlyTmwB6zk2Y9ksSQM8ladNXbgIxes5hmGdt/sWU7NwVp30IJCCAwUgAkSbWJhDzBRbTCXqOocQ1uQmg59yEab8kAfRckjZ95SYQo+eUhtmfs3zUnMRW2fTrrpJOlvRcSQdLep/txSXp/ZK+GQHxXm5X7kePXHtdcG70aFOMMEcQ5pKuCGAwuipns8nEfIHFJIeeYyhxTW4C6Dk3YdovSQA9l6RNX7kJxOg5pWE+S9J5EUmdLWlbxHV2iZnlV0g60p3f/ClJT5JkR1M9R9IVkvYsaOshkt4q6RpJOwfX3ibpSkk3z2oDwxxZKS7rhgAGo5tSNp1IzBdYTILoOYYS1+QmgJ5zE6b9kgTQc0na9JWbQIyeUxnmcHR5bNQ2/PnV7szmXREAbHr3K51BthFl+9xR0lZJR0t6uqTPLWjnsZJeL+mnJH00os+9LsEwL0uM61sngMFovYJ9xB/zBRaTKXqOocQ1uQmg59yEab8kAfRckjZ95SYQo+cchnnWWmWbTr3DjeaaEV5kmG10+bcl3UHSaZK+HADzo8bbJb12AcgzJT1V0jMk/c2y0DHMyxLj+tYJYDBar2Af8cd8gcVkip5jKHFNbgLoOTdh2i9JAD2XpE1fuQnE6DmVYbZc/JTsWYbZn88cOyX7/pLeJOm9ks4dTL32I9afcaPNX5sB805uvfN93TroLy0LHcO8LDGub50ABqP1CvYRf8wXWEym6DmGEtfkJoCecxOm/ZIE0HNJ2vSVm0CMnlMaZj+CbHkdP1gvvOzosrXhR5FfKukNA1j7SbpQ0ncuMML3kHSpG53+pIvrkW7jsIskXSXpG/MKgWHOLVPar40ABqO2ikwznpgvsBgy6DmGEtfkJoCecxOm/ZIE0HNJ2vSVm0CMnlMZ5pgdsmflO2tNsx+Rtg2+Lh/cvK+kCyQdtGA99APdpl4/6DYIs3Zs1NnWPh/rRqdfNc80Y5hzy5T2ayOAwaitItOMJ+YLLIYMeo6hxDW5CaDn3IRpvyQB9FySNn3lJhCj594N88MkXSLpLZJCY+x33z7J7bptR1WNfjDMuWVK+7URwGDUVpFpxhPzBRZDBj3HUOKa3ATQc27CtF+SAHouSZu+chOI0XPvhnkeYz/l29ZJf2uN9Pbt21+yZ8+ec4Y3HXusDUbzgcA0CJxxyUemkShZVk3gwmc/PEl86DkJRhpZkwB6XhMgt1dFAD1XVQ6CWZNArJ63bNmyT9jVXv+yZgzr3B6zhvnOIztox/Z5gNtU7EZJtpP27rEbGWGOxcl1vRBgRK6XSradR8wb35gM0XMMJa7JTQA95yZM+yUJoOeStOkrN4EYPacaYV4ll0XrkP0u2e+WtG3QQewu2XbbXdwa5eHmXvdya6Ntp+1flvRVDPMqZeSe3ghgMHqraJv5xHyBxWSGnmMocU1uAug5N2HaL0kAPZekTV+5CcTouWbDnOIcZhs5tunWj5d07QD4IyS9w/384lnFYIQ5t0xpvzYCGIzaKjLNeGK+wGLIoOcYSlyTmwB6zk2Y9ksSQM8ladNXbgIxeq7ZMBufEyS9UpLtlP1+B+yOzuQe6Xa7/twckN4U/6GkF0j6irvWzLjtsm0/Hx6BtVdzGObcMqX92ghgMGqryDTjifkCiyGDnmMocU1uAug5N2HaL0kAPZekTV+5CcTouXbD7Hez/kl37vKn3K7WZqCf446K2uNA+mOozg6mcJu5tunW5wfHStlU8JMl2Y4yp0naYRt+zSoGhjm3TGm/NgIYjNoqMs14Yr7AYsig5xhKXJObAHrOTZj2SxJAzyVp01duAjF6rt0wG6O7SXqupJ+VdLAkOwLKDLCNOH8zgDhmmO3H3ybpUZJOl2Sj0l+X9E5nwD8xzyzbzRjm3DKl/doIYDBqq8g044n5Aoshg55jKHFNbgLoOTdh2i9JAD2XpE1fuQnE6LkFw5yb09z2McwbxU/nGyCAwdgAdLq8HYGYL7AYbOg5hhLX5CaAnnMTpv2SBNBzSdr0lZtAjJ4xzAuqgGHOLVPar40ABqO2ikwznpgvsBgy6DmGEtfkJoCecxOm/ZIE0HNJ2vSVm0CMnjHMGObcOqT9xghgMBorWKfhxnyBxaSOnmMocU1uAug5N2HaL0kAPZekTV+5CcToGcOMYc6tQ9pvjAAGo7GCdRpuzBdYTOroOYYS1+QmgJ5zE6b9kgTQc0na9JWbQIyeMcwY5tw6pP3GCGAwGitYp+HGfIHFpI6eYyhxTW4C6Dk3YdovSQA9l6RNX7kJxOgZw4xhzq1D2m+MAAajsYJ1Gm7MF1hM6ug5hhLX5CaAnnMTpv2SBNBzSdr0lZtAjJ43aZhz55+kfTb9SoKRRhoigMFoqFgdhxrzBRaTPnqOocQ1uQmg59yEab8kAfRckjZ95SYQo+dUhnl/SZdLOlDS8ZJ2jiR3gqTLJF0s6UxJu3MDSNE+hjkFRdpoiQAGo6Vq9RtrzBdYTPboOYYS1+QmgJ5zE6b9kgTQc0na9JWbQIyeSxrmwyVdI+lqSWaed+UGkKJ9DHMKirTREgEMRkvV6jfWmC+wmOzRcwwlrslNAD3nJkz7JQmg55K06Ss3gRg9r2OYvQFeNg8M87LEuB4CBQlgMArCpquZBGK+wGLwoecYSlyTmwB6zk2Y9ksSQM8ladNXbgIxel7HMO8r6QJJpyyZCFOylwTG5RAoSQCDUZI2fc0iEPMFFkMPPcdQ4prcBNBzbsK0X5IAei5Jm75yE4jR8zqG2eJfdpS5qdFlS5Ap2bllSvu1EcBg1FaRacYT8wUWQwY9x1DimtwE0HNuwrRfkgB6LkmbvnITiNHzuobZ5xCz6VfufLO0j2HOgpVGKyaAwai4OBMKLeYLLAYHeo6hxDW5CaDn3IRpvyQB9FySNn3lJhCj51SGOXcuG2sfw7wx9HS8IQIYjA2Bp9u9CMR8gcUgQ88xlLgmNwH0nJsw7ZckgJ5L0qav3ARi9JzaMB8s6dWSTndHS4VTtq+bc+RUbhYrt49hXhkdNzZKAIPRaOE6CzvmCywmZfQcQ4lrchNAz7kJ035JAui5JG36yk0gRs8pDXNojo+QdIM7m/moQaL2s2tzJ5+qfQxzKpK00woBDEYrleo7zpgvsBgC6DmGEtfkJoCecxOm/ZIE0HNJ2vSVm0CMnlMa5rMkneeSMlN8kKTLRpI8W9K23Mmnah/DnIok7bRCAIPRSqX6jjPmCyyGAHqOocQ1uQmg59yEab8kAfRckjZ95SYQo+dUhtlv+mWjySdKentw5JTfGfsQSddIamqnbAxzbpnSfm0EMBi1VWSa8cR8gcWQQc8xlLgmNwH0nJsw7ZckgJ5L0qav3ARi9JzaMB/o1il/IZiO7c9dvp+kHZJulnSCpF25AaRoH8OcgiJttEQAg9FStfqNNeYLLCZ79BxDiWtyE0DPuQnTfkkC6LkkbfrKTSBGz6kNs40w23Rs+9hosn1sxPlyZ5JtirY30LtzA0jRPoY5BUXaaIkABqOlavUba8wXWEz26DmGEtfkJoCecxOm/ZIE0HNJ2vSVm0CMnlMZ5n2DKdhhXn5n7OOC9c2sYc5dedqHwBoEMBhrwOPWZARivsBiOkPPMZS4JjcB9JybMO2XJICeS9Kmr9wEYvScyjBbLuEu2T43P5r8ZLcBWFPrly0JRphzy5T2ayOAwaitItOMJ+YLLIYMeo6hxDW5CaDn3IRpvyQB9FySNn3lJhCj55SG2fKxtcl+Z+zQHNt/P6mltcu+OBjm3DKl/doIYDBqq8g044n5Aoshg55jKHFNbgLoOTdh2i9JAD2XpE1fuQnE6Dm1Yc6dU/H2MczFkdPhhglgMDZcALr/FoGYL7AYVOg5hhLX5CaAnnMTpv2SBNBzSdr0lZtAjJ4xzAuqgGHOLVPar40ABqO2ikwznpgvsBgy6DmGEtfkJoCecxOm/ZIE0HNJ2vSVm0CMnnMY5vBMZp9jc2uXfeAY5twypf3aCGAwaqvINOOJ+QKLIYOeYyhxTW4C6Dk3YdovSQA9l6RNX7kJxOg5tWEO1zCP5eePmMqde7L2MczJUNJQIwQwGI0UqvMwY77AYhCg5xhKXJObAHrOTZj2SxJAzyVp01duAjF6TmmYx3bJHsvRzmm+donk7yrpZEnPlXSwpPfZ5tWS3i/pm5HtHCTpxZKe4q5/m6SXS7pp0f0Y5kWE+HlvBDAYvVW0zXxivsBiMkPPMZS4JjcB9JybMO2XJICeS9Kmr9wEYvScyjCH5zD7s5d3Bgma0d0h6TBJ/qip3REAzCy/QtKR7r5PSXqSJBupfo6kKyTtWdDOoZJeJ+mLki51154myWJ+lqTr592PYY6oEpd0RQCD0VU5m00m5gssJjn0HEOJa3ITQM+5CdN+SQLouSRt+spNIEbPqQxzuG551giyH4FeZj2zTfF+pTPINqJsnztK2irpaElPl/S5OSC9kb+PG6W+2V17oDPPN0p6gaTbZrWBYc4tU9qvjQAGo7aKTDOemC+wGDLoOYYS1+QmgJ5zE6b9kgTQc0na9JWbQIyeazbMNrr825LuIMlGhL8cAHuIpLdK2i7ptXNAPljSWyRd6Eaow0tPkXSGpGMlfRrDnFuOtN8KAQxGK5XqO86YL7AYAug5hhLX5CaAnnMTpv2SBNBzSdr0lZtAjJ5TGeYcU7LvL+lNkt4r6dzB1Gs/ov0ZN9r8tRkwnyDpnZIeJemDg2v8iPcxkq7CMOeWI+23QgCD0Uql+o4z5gsshgB6jqHENbkJoOfchGm/JAH0XJI2feUmEKPnVIbZckm96ZcfRX6ppDcMYO3nRo2/0021/tIMmDaKbKPTx0m6YXDNIZLe7NY3X4Bhzi1H2m+FAAajlUr1HWfMF1gMAfQcQ4lrchNAz7kJ035JAui5JG36yk0gRs8pDbPls+hYqbMlbYtM3BvwsaOo/Ii27X5tfe6a0eZZbmfs4yWFm5DZ5X4jMtsxe2ZMrGGOrBaXdUMAg9FNKZtOJOYLLCZB9BxDiWtyE0DPuQnTfkkC6LkkbfrKTSBGz6kNs+UUbgDmcxzbOXtR/hjmRYT4OQQyEMBgZIBKk0sTiPkCi2kUPcdQ4prcBNBzbsK0X5IAei5Jm75yE4jRcw7DnCqv4oZ5+/btL9mzZ885YQL77bffN2699VbbmZsPBCAAAQhAYHIEDjjggG/ccsstfA9OrvIkDAEIQAACRuCQQw754hOf+MR7hjT2qQRNzBrmO4/soB2GH7OG+TUjO2hXgmAaYTDtfRp1nkqW6HkqlZ5Gnuh5GnWeSpboeSqVnkae6HmzdV7HMPu1xR+SdLlLw0/RvnaJ9ct2q98l+90j9y27S/bY2dBRu2RvthTT6J1f+GnUeSpZouepVHoaeaLnadR5Klmi56lUehp5oufN1nlVw+w30TpMUri5V/jfr16wSVeYeRXnMG+2FNPonV/4adR5Klmi56lUehp5oudp1HkqWaLnqVR6Gnmi583WeVXDbDtSnzcwyz6T8JzmZXbKth2wXynJdsp+v2vM1lHZucxHSnq6pM/NweX7vY87fupmd+29Jb1R0iclvUDSbZtFPu3e+YWfdv17yx4991bRaeeDnqdd/96yR8+9VXTa+aDnzdZ/FcPsp0gfKGnsCCfLyE+BXnaU+RWSftKdu/wpSU9yBvo5kq6QtMfh8u0PDfmh7qzl3ZJsvbJ97GxmM9PPknT9ZnHTu2229sIXvtBegvCBQPME0HPzJSSBgAB6Rg49EUDPPVWTXNDzZjWwjmE+StLYeuFVDbPddzdJz5X0s+7s5PdJOt+NOH8zQDXLMNslD5L0IknHuOvt7OWXS7pps6jpHQIQgAAEIAABCEAAAhCAAARaIrCKYQ6nXI+NIIfrmC+WdKYkG/HlAwEIQAACEIBAHQS+TdI9JH1F0tfmhHQnSVskfZYlTXUUjihGCdjzrP0vHFwBFQR6JGA6Ny9m3srPvO0xz6pyWsUwWwK23viyiExsPbLfQTvici7pjIB/ILN/LvrYl9yX+LJbhImfV0LgP0h6jKQfkPR9kv5K0p9JslMD/qWSGAkDAvMI+OVV2yTZyRazPv9N0ouX2MQT6hDYBAHT8+9J+rgkm1m4k+eJTZSBPhMTuK+kX5b07ZKe70zyfm7pqmne9pOy5w8+mQmsapjDUeZZITK6nLl4DTTvH8hs+n7M58uS/lDSSyX9dcwNXAOBwgRsI0J7Yfgbkr5rpG97SLMlIe/gzW/hAfqr8AAAFy5JREFUytDdIgL2wPVQSXYqhX1sCdSvSnr9nP097iDpGZK+R9JJkv55USf8HAIbInB3SRe4JX0WwofdwM5bJf0jf483VBW6XYeA35fJXsrb4KNtXGzPyd8hyfZ2eqakW9mjaR3E8feuaph9D34t8bDHWWub4yPjyh4I3FnSIyQ9T9KPSfpjSX8q6UY3xe/hko515th+Zg9wT5D0RfdwhmnuQQV95fA4SfYAZi92XuWmqdqUVntY+35JpzvNm6meN2rXFxWyaYWA16/9rY392AOajTDbRppM/4ulxnWbInBPSfaS3v4GH+2CeJczHLaMkJc+m6oM/S5DwF5WvsTNYrPnClsSM/zYi0wbnPyEO1HoX5fpgGuXI7CuYV6uN66eIoGnSTrDmeaPjgD4z5IucZu7vdONZPAHYIpKqT9nP7PGlhjY3gxmlIcfG72zUY7/K2nrgrWh9WdMhL0RsBkSh7mXkzEjzPYAZi847ZhG1ob2pob+87GlM2aef9odT2ovf8w8/76kP5H0jf4RkGGjBOzFjx2JaycEzVvaai+G7NhdZgBlLjSGOTPgiTdvD2Q2KmEjbWaCZ31OcUeR2RFg9oVm00x+yp2nbeua+UCgBgJ+icFFkq6aE5DNkjiVNZ81lIwY5hCwaX22z4idRsFsHqTSO4F7uZf3Nq11mSNPe+dCfnUS8M8br5O0g+eNzRcJw7z5GvQcgf+Ft6mr752T6GPdpgb2pmyXpB+V9EIMR8/SaDI321H4Ukl/JOkNczIwHT+RFz5N1niKQduMCVsjZydcmLZtx+y7uOUFNtXvA+yOPUVZdJGz7fBu6/ZtptuTJd1f0ifdi/w/QNdd1LjXJEy7dqyuvdicNaPNlj2+zO2YbRuDfbVXGDXkhWGuoQr9xuBHmP/WrcUYm/5kUwTPlWQ7ATLC3K8WesnMzPAvzNlkw68psjX5Zq5Z89lL5fvMw5YQ2Ppk+59N//N/g/10wJ+UZDMqbFRubAlCn1TIqmUC9kzxMDdN1Zvkv3EbgF0p6TMsL2i5vJOK3e85Yc8SNlvTdGzP0aZxe/ljf69PlvRUSe+ZFJkNJIth3gD0iXVpBuN33Nb3duRDeOSObZT085LOdm/QbF2R/RH4TTYxmJhK2kg33MTukZJeK+l/SfIbbdiOls9y65dtF21bx+w/9ubXjju5rY1UiXIiBH5O0ivcSIYZ5nA3YXsoe7yk35JkR0+Z3vlAoFYCNhJnJxTYM4c9R/wfSbYvij1X/AX7SdRaNuKaQ8D+Bttu2C93+04ML/UbMv4u6/Hz6wjDnJ/x1HuwjZJsqoiNUNiIs5mGWyQd4N4C2y+8PbDZtG372IZJdu6nTaGy6YB8IFALgWWPSQvjZs1cLVUkDk/AzwCyMzzt7+7YbAh7RrDpgDat1Y8+QxACNRLwf5+/7jYStU29whf0NcZMTBBYRMD+BtsLIFvm9ShJdgazHSVlJ87Y8ZU26sxMtkUUE/wcw5wAIk0sJODXyNnom61PtulSZpw/5M4AtQc224HV3hDbH4UPSvr8wla5AAJlCZiObR2z/XPZj+nbNrBjp+FlyXF9LgLeYFwo6X/O6YQ9JXJVgHZTErDROFtiwEahKanSFgQg8C0CGGaEAAEIQAACEJgegdgRZpsS+F8YYZ6eQBrO2I6TspM2fkzSd0n6B0nXSHq3pL9vOC9CnyYBW774I5LsGFZ7IfRmSY9wG9ih50KawDAXAk03EIBAVwRslNk2qnuA25nSlg8cKOnvWCvXVZ17T+Z5kp4v6Wfdbtjh1D57PvivbrMZO9rk1Uz9610Ozednmj3eadaM8vBj65ptaYEd08M01ubL3X0Cpmc7R9z29bFTDOxjy7vsJeZ5kmxTxl9y5zRzpnhmOWCYMwOeePO206qtT75fBAebgm3rnP854lougcAmCRwi6ZWSjg6+wGzzurMkHSbpFyX9GQ9kmywRfUcS8Lu6H+PWxNkonO0rYaPPR7g1c7Zx0iluQ7DIZrkMAhshcLgzD7YZox3Jc4N7gWlH9NjfbdtPxdaB2sZg124kQjqFQDwBr2dbr2y7ZNtLIHu+OEnSA93+Ej/OLtnxQNe5EsO8Dj3uXURgnmG2zcBsIxl7MLNdLD/ijn0IdxZe1D4/h0BpArYTto222Qiz/dM+ZjZshM6mANrohU2fsmMe/rJ0cPQHgRUI2EOYjVjYSx/bXMZ/bDMZO9nAdmC1kTk+EKiZgD+31tbm29F/Yxt+2Rpn2+DOnjO2Mhuo5nJOPraxc5jNQNuLeXvhs8ut2Tc920Z3nMOcWTIY5syAaX4uAX9siU0pOVXS9fCCQMUE7uDOE39IMOI2/AK7t3sT/FkeyCquJKGNEQg3tWOTOjTSGgG/iZ29yLQp17M+NmXbRujsf8xoa63K04l3TM/D5w2j8QT3/OxN9HQIFc4Uw1wYON3djoA/tsSmBtqbs6/BCAKVErAZE3ZWrW248QYX49gXmH1xPZ0HskqrSFgQgECPBLzBuEjSVXMSxGD0WP3+coo1zPYCyE6gwTBn1gCGOTNgmo8i8HhJZ/ALH8WKizZHYOyBjDe+m6sHPa9HwHYSPs4tH7B1nf5j6+Xe6l4M/dN6XXA3BIoRuIukV0myzY9sP5TbRnq+s9tXxWa3MYW1WGnoaAUCy0zJZonBCoCXvQXDvCwxrk9NwDRo6+dstz+mSKWmS3spCdi6e1svZGuHXuIezIaG2R7EzpVk5vpMSbtTBkBbEEhAwDRqoxG/4TaRsSZto69bJH1v0L6tW2YH1gTAaaIYgce5WUC27t42SQpf+PxHp2fbwM6eNWwzOz4QqJnAf5N0paQ/krRdki35+lWnX9v/54VuNpvtmfKemhPpITYMcw9VrDeHcE3cWJRmQGx02f4A2BRXMxr/Wm86RAaBb23wZRshvdz98weCTThudRsnbZP0XLdbK8ggUBMB+8635QJmKGwn4QslfVDSV4Ig7e/ywyX9ittR2F5oXsGu7zWVkVhmELCXQfai0pZ3maGwjev+t9tR2Da0sxdD9vfZXnxyDA8yqp3A2MvNMGbT84vd33P0nLmaGObMgCfevJ/CaufIzfvY8Q4/477YJo6M9CsnYLus2heU/c9G4D7nzmL+tKQHuxE7MyH2Eig0IZWnRXgTIWAafYvbFMmO/Js3A8Jr/UmSjpVkGucDgdoJ2It6O4HjpyU9wv1d/itJH5f0ekn2/21TOz4QaIWAHc36NEk24vztblfsD7ulM3Z0GmeKF6gkhrkA5Al38R2STpR0jxkM/lbSX0v6FFNXJ6yS9lK3BzJb83m6pCPdSIa96bUXP5dKeteM9XPtZUrEPRHwGyyadp89mK46K09b53yJO6PZRuV4MOtJEeQCAQhAAAJRBDDMUZi4qAABM9U2Ise0kgKw6QICEJgcAZuiaus67cXOxUtkb2s+ba2+nTFuL4b4QAACEIBAfgI2Jdtmaj7QjSzbM7IdWWnHoTFLIj//vXrAMBcGTnd7EbC1co90W+LbSIaNRtuGSnwg0BIBm0lhu6/ay55/YRSupdJNKla/RMZ2En7vEpk/1u0ozLElS0Dj0uwE7Jg/W1Zg01WX/Xze7aTNOczLkuP6EgTuJel5kp4hydbeDz+2Nt/2UrHZP7ZZI58CBDDMBSDTxV4ETHP2B8B2qfy54I+B7VhpZ8nxBYZgaiNgmj3EfXlZbC+T9FVJ9sLHjiaxI0xs9M4+tnndf5dkyw34QKAmAmPnesbExzmfMZS4pjSB2D1SxuK6mmMsS5eL/iIJ2DplM8MHS9op6X2S7AWPfe4g6TA30GTP0de5DUb/LLJtLluDAIZ5DXjcuhQBMxePlnSqpKPdnbZpku2+av+zDQyYjr0UUi4uQMCmRNkuwbYrtpli/6Bl2rU1zL8p6ZOSrnKjzLY5km0qY9NY/7FAfHQBgVgC/pzaL7ldhGNOJLAHNDtCzcwJ59bGkua62ggc5E7heKYzIXYih21+xzNHbZWadjwPcsei2d9qexH//hkateeSx7gZFvby3gagbD8gPhkJYJgzwqVp2eZI3+d297Pp1uHUkt92OwnbFFY+EKiVgK3dvNwdwWOm+TNu7ZBp+U2SbCdhO6bnepeAbahkO7Ha0SWvrTUp4posgSdLeqn7m/yJCAq2ZGaHO7/27RHXcwkEaiJgS2XsJaZp/rskXSTJliQwjbWmKhGLEfCbMtqLeJvVY4NIiz7+77OdzGGbMvLJSADDnBHuhJu+uxtFtpG5H3Ec7JffRpL/VNIr3dmfZir4QKBWAja6Zhr9YfcG9++DQG1d53sk/dpgtM5mUvgvLjsPdN6xPbXmTVz9EjjAbfhle0b8oqSPzlhzb88GPyTpt9x0QJsxwXKZfnXRY2Z2tJT9/bYZbR9xRwHaiB2bJfVY7fZz2k+SGV/bWHGrpK9FpMTzRgSkVJdgmFORpB0jYJsfvchNYbW3uTZV9TJ3VtxN7ovKrzuynVoxzOimZgK2c7sdE2Xnz9oUPn+kjv3dtHOWTb/HuOnYYR5nuV2F2SSp5upON7ZDJb3Ozf6xI9Dsf/8Q4LANZ8xk2P9sFNr2mrC1dHwg0AIBm/Xz824vCTuz1l7Q/4Y7haOF+IlxmgRWfTbmeaOQXjDMhUBPpBv/C2+6Om/GuuRV/yhMBCFpVkRglla9kbbNN57qTAWGuaLCEcpCAvd1L4FMv37DuvAmG+Vg+upCjFxQEQF77vhBt6+ELaWxF0G2/v7jnFxQUZUIZRaBVZ+NMcyFNIVhLgR6It0MR5htVMI21nizW+NpG2ys+kdhIghJsyIC3hjbKFs4G8J2r7R1nbbJxsmSbBMl/7mTpPMlfTfn1lZUSUKZRcCO5nm4pIe4HVhtIzDTu01hZQo2ummFgC01sE3pbFPRr0s6280Ouq2VBIhz8gRWfTbGMBeSDoa5EOiJdWNTomxr/HBHbDPPNj3b1jDbW1/7J1OyJyaMxtL1a5jtSCmbluoNhP1/m6ptD2i2XtlP1bb0HuDW6tvohh0/Ff6ssfQJFwIQgEDVBGxj0SPdtGub8WPH+tnzhS0B4wOBlghgmCuvFoa58gJ1EJ5tLnOcJNsl23b08583urfAdgA7pqKDQneagr34uVLSH7l1cP/JveixkeSnDaZj2yiHmWRb+/lESX/RKRPSggAEILBpAjajzdYn2+ai9vl9N5stZlTZjuKxqdox1246T/qfBgFvmO3MZTuBI/bzDEn341zxWFyrX4dhXp0ddy5HwN4E21RWWzNnI3T+iKkPSbrEnW/7T8s1ydUQyE5geA6zdWhnMJ/mpmXbyx7bFX67ezFkm93ZDpd2dAlnfGYvDx1AAAITJeANxlEr5H81BmMFatySkwB6zkk3QdsY5gQQaWJpAjY69whJz5b0JLfpDF9gS2PkhkIE7O/kfdwRaXaMgx0n9XfBzAh/HIS9ELIRjz/m6JJClaEbCEBgqgTsjOWHSbrLCgAYYV4BGrdkJYCes+Jdv3EM8/oMaWE9AjY69xPuGJ5zJO1arznuhgAEIAABCEAAAhCAAAQgkIYAhjkNR1qBAAQgAAEIQAACEIAABCAAgc4IYJg7KyjpQAACEIAABCAAAQhAAAIQgEAaAhjmNBxpBQIQgAAEIAABCEAAAhCAAAQ6I4Bh7qygpAMBCEAAAhCAAAQgAAEIQAACaQhgmNNwpBUIQAACEIAABCAAAQhAAAIQ6IwAhrmzgpIOBCAAAQhAAAIQgAAEIAABCKQhgGFOw5FWIAABCECgfgInSLpJ0rUZQ7Wzup8v6aI1j8nbX9Kpkn5d0m4X71mSzpN0naTjJe3MmMeqTVv+F0g6RdKJki5ftaEN3zfUitXDcjlK0sWSzgzqMhaq3X9Z5LUbTpXuIQABCEBgHgEMM/qAAAQgAIHeCYQm7oiMhvlgSTsk3SzJDNOq58ofLumaEbPVgmH2sdds6ufpfZZWljXM4fU5Ndf77y75QQACENg4AQzzxktAABCAAAQgkJmAH+2zbnKZl9BoXb2GYV7WmGVGt1TzIYOzJW1b6u46Lp6llVXq4l9wxIxI15E9UUAAAhCAwO0IYJgRBQQgAAEI9E4Aw1ymwn6E/bCGp2OnNMytj7aXUQ29QAACEKicAIa58gIRHgQgAAEIzCTgR/DCC8LRvHDEc9hIONI81s5whDQ0g/Yz+9h6Yvv8ijOIZhTDz7Ijzd5gDWP1Odna6OEa5qEpOy6Iy9rxeQ7bnrW+ODSMdv8yOfh7h9OxU8c4VtexOIejwi+VdKlbhzzMbZFWbhisYf5dSX8gydd8bBS5hxcI/PmBAAQgMHkCGObJSwAAEIAABJojMM/cWDLevNj/9xtQjRnmj835ediObboVmp+wLTOHWyWdH5gn//NlzKbds45hnldEW1dtm4QNP0PTPPbiwO6JWY88b0r6rLzCeGJjnFUH31b4IiQ0zLP4xGolNMyL2vKbtK0yjbu5X0YChgAEINA7AQxz7xUmPwhAAAL9ERiO9vq1suHoaGgGZ02zDY2cN1qh8QuN4tCoDddCl1jDPLbpV5hDGO9wpNjzCPMIR0XHWCxj+OZdmyrGWbUJ+w5fUgwNs581EP734cuAmCnZ9hvlec6Kya5JpYn+foPJCAIQgEBDBDDMDRWLUCEAAQhA4FsEQgMWM4q77BrmMWM6y2j6kqQyR/OM5yLDHE4jnxXvmLm8NRhpH04tjl2HO+slxrBeq8ZoO46HdR+Ojo/9bJaRtphmaSLGMA81N09fLexszp8VCEAAAhCYQwDDjDwgAAEIQKA1AvOm2o7tgh1rmIdTh2eNMI/tAF2DYQ5N5CwDOxan1d+fMTxPC/N2GI81zKvGaIZ5nvkce9Gw35yzk9cxzMOXChjm1v6CEC8EIACBJQhgmJeAxaUQgAAEIFANgXlrWWOn2Voys9bt2s8wzHuXe9ZGYXYVhvn/sxq+VJi1EVo1v0gEAgEIQAAC8wlgmFEIBCAAAQi0TGDWBmDhKGDMaGJodhZNye55hHnVM4MxzBjmlv+OEDsEIACBmQQwzIgDAhCAAAR6ITBrzeqYYZ43hXpqhjlcwxyzJnxMLyUM8zprmGOnUcesYY5tyzixhrmXvy7kAQEITJYAhnmypSdxCEAAAs0SmLUb9qyNrhYZ5nDq9awdnecZQgPZ8hpmWx8cMvIj6MvkFLtL9jprmGftbh2zS3asyU1pmJfh1+wvI4FDAAIQ6J0Ahrn3CpMfBCAAgf4ILDqHebiGeewcYFtrepCkyxbg8WtSFxnmcDTRN7nKaO1Ybt7sPV/SeYO11bNGXZfZ9MsM8yKm89Yv+3z9aOow71QxWj+rnsMca5hnaSU8hzm2rdDIj03j7+83k4wgAAEIdEgAw9xhUUkJAhCAwEQIDM8atrRnmdRZ5xIP/7sZm4uC3ZW90YkxzEPTOTTusWUZ7gLuczo1o2H2sQ15LJPDrA2uUhrmoTn3/z629nreqPe8na3HtPLuFXbcDjUT88IhVh9cBwEIQAACBQlgmAvCpisIQAACEIBAxwRCgzjvCKqOEeyVWuwZ1lPhQZ4QgAAEmiSAYW6ybAQNAQhAAAIQqI5AOMLOFOR/3/Br1Z3HqyswAUEAAhCYIgEM8xSrTs4QgAAEIFCCwNh62Hn99jAq63NeZf12iZqU6iOcDt5DXUtxox8IQAAC1RHAMFdXEgKCAAQgAIFOCEzRMIejzFM2ir72jC538stMGhCAwHQJYJinW3syhwAEIAABCEAAAhCAAAQgAIE5BDDMyAMCEIAABCAAAQhAAAIQgAAEIDBCAMOMLCAAAQhAAAIQgAAEIAABCEAAAhhmNAABCEAAAhCAAAQgAAEIQAACEIgjwAhzHCeuggAEIAABCEAAAhCAAAQgAIGJEcAwT6zgpAsBCEAAAhCAAAQgAAEIQAACcQQwzHGcuAoCEIAABCAAAQhAAAIQgAAEJkbg/wE5rFTr370KUAAAAABJRU5ErkJggg==", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "realistic_monthly = cost.copy().set_index('start_time').resample('M').sum()\n", "realistic_monthly['cost_per_realistic_user'] = realistic_monthly['cost'] / users_with_more_than_ten_starts.count()['start']\n", "realistic_monthly = realistic_monthly.reset_index()\n", "\n", "alt.Chart(realistic_monthly, width=900, title='Monthly cost per user (with >10 starts)').mark_bar().encode(\n", " x='month(start_time):O',\n", " y='cost_per_realistic_user'\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Session length" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", "
\n", "" ], "text/plain": [ "alt.Chart(...)" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "length_counts = sessions.groupby('length_hours').count().reset_index()\n", "alt.Chart(length_counts, width=300).mark_bar().encode(\n", " x='length_hours',\n", " y=alt.Y('start', title=\"Count\")\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Summary\n", "\n", "Mean number of daily active users per day: **1783**\n", "\n", "Monthly cost per 'realistic' user: **~2$** <--- needs to be updated!" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.4" } }, "nbformat": 4, "nbformat_minor": 4 }