diff --git a/.gitignore b/.gitignore new file mode 100644 index 000000000..eef7ac646 --- /dev/null +++ b/.gitignore @@ -0,0 +1,9 @@ +*.iml +.idea +venv +log-analysis/venv +reward +!reward/reward_sample.py +logs +!logs/*-sample.log +.ipynb_checkpoints \ No newline at end of file diff --git a/log-analysis/DeepRacer Log Analysis.ipynb b/log-analysis/DeepRacer Log Analysis.ipynb index ba4d1220c..a2b2fba0a 100644 --- a/log-analysis/DeepRacer Log Analysis.ipynb +++ b/log-analysis/DeepRacer Log Analysis.ipynb @@ -471,7 +471,9 @@ } ], "source": [ - "df = convert_to_pandas(data, None)\n", + "EPISODES_PER_ITERATION = 20\n", + "\n", + "df = convert_to_pandas(data, EPISODES_PER_ITERATION)\n", "df.head()" ] }, @@ -1793,7 +1795,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.5" + "version": "3.6.8" } }, "nbformat": 4, diff --git a/log-analysis/Evaluation_analysis.ipynb b/log-analysis/Evaluation_analysis.ipynb new file mode 100644 index 000000000..d7de6c5fc --- /dev/null +++ b/log-analysis/Evaluation_analysis.ipynb @@ -0,0 +1,1302 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Evaluation and submission analysis for DeepRacer\n", + "\n", + "This notebook has been built based on the `DeepRacer Log Analysis.ipynb` provided by the AWS DeepRacer Team. It has been reorganised and expanded to provide new views on the evaluation/racing data in a cleaner way, without the helper code which was moved into utility `.py` files.\n", + "\n", + "**You will find this notebook most useful for race submissions reviews and because of that it is mostly focusing on this goal.**\n", + "\n", + "## Usage\n", + "\n", + "I am assuming here that you have already become familiar with `Training_analysis.ipynb`. Therefore descriptions that you will find here may be missing some bits if already described in there.\n", + "\n", + "Since this file can change in the future, I recommend that you make its copy and reorganize it to your liking. This way you will not lose your changes and you'll be able to add things as you please.\n", + "\n", + "**This notebook isn't complete.** What I find interesting in the logs may not be what you will find interesting and useful. I recommend you get familiar with the tools and try hacking around to get the insights that suit your needs.\n", + "\n", + "## Contributions\n", + "\n", + "As usual, your ideas are very welcome and encouraged so if you have any suggestions either bring them to [the AWS DeepRacer Community](http://join.deepracing.io) or share as code contributions.\n", + "\n", + "## Training environments\n", + "\n", + "Depending on whether you're running your evaluations through the console or using the local setup, and on which setup for local training you're using, your experience will vary. As much as I would like everything to be taylored to your configuration, there may be some problems that you may face. If so, please get in touch through [the AWS DeepRacer Community](http://join.deepracing.io).\n", + "\n", + "For race submissions it is much more straightforward.\n", + "\n", + "## Requirements\n", + "\n", + "Before you start using the notebook, you will need to install some dependencies. If you haven't yet done so, have a look at [The README.md file](/edit/README.md#running-the-notebooks) to find what you need to install.\n", + "\n", + "Apart from the install, you also have to configure your programmatic access to AWS. Have a look at the guides below, AWS resources will lead you by the hand:\n", + "\n", + "AWS CLI: https://docs.aws.amazon.com/cli/latest/userguide/cli-chap-configure.html\n", + "\n", + "Boto Configuration: https://boto3.amazonaws.com/v1/documentation/api/latest/guide/configuration.html\n", + "\n", + "## Credits\n", + "\n", + "I would like to thank [the AWS DeepRacer Community](http://join.deepracing.io) for all the feedback about the notebooks. If you'd like, follow [my blog](https://codelikeamother.uk) where I tend to write about my experiences with AWS DeepRacer.\n", + "\n", + "# Log Analysis\n", + "\n", + "Let's get to it.\n", + "\n", + "## Imports\n", + "\n", + "Run the imports block below:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'1.9.175'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from datetime import datetime\n", + "%matplotlib inline\n", + "\n", + "#Shapely Library\n", + "from shapely.geometry import Point, Polygon\n", + "from shapely.geometry.polygon import LinearRing, LineString\n", + "\n", + "import track_utils as tu\n", + "import log_analysis as la\n", + "import cw_utils as cw\n", + "\n", + "# Make sure your boto version is >= '1.9.133'\n", + "cw.boto3.__version__" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This block below has been prepared in case you would like to make some changes to the utility code that comes with this notebook. It will reload track_utlis.py, log_analysis.py and cw_utils.py without the need to reload the notebook. In normal usage of the notebook you will not need it." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# reload log_analysis and the rest of stuff here if needed\n", + "# (handy for code updates in utils, doesn't break anything if no changes)\n", + "import importlib\n", + "importlib.reload(la)\n", + "importlib.reload(cw)\n", + "importlib.reload(tu)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load waypoints for the track you want to run analysis on\n", + "\n", + "You will notice files for racing tracks. They are community best-effort versions made to make the visualisation in the logs less confusing. They may be slightly differing from reality, we don't know for sure. We do not have access to actual npy files that AWS use in the league.\n", + "\n", + "Tracks Available:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "AWS_track.npy\t H_track.npy\t Oval_track.npy\r\n", + "Bowtie_track.npy London_Loop_Train.npy reinvent_base.npy\r\n", + "Canada_Eval.npy Mexico_track_eval.npy Straight_track.npy\r\n", + "Canada_Training.npy Mexico_track.npy\t Tokyo_Training_track.npy\r\n", + "China_eval_track.npy New_York_Eval_Track.npy Virtual_May19_Train_track.npy\r\n", + "China_track.npy New_York_Track.npy\r\n" + ] + } + ], + "source": [ + "!ls tracks/" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded 71 waypoints\n" + ] + }, + { + "data": { + "image/svg+xml": [ + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "l_center_line, l_inner_border, l_outer_border, road_poly = tu.load_track(\"reinvent_base\")\n", + "\n", + "road_poly" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load all race submission logs\n", + "\n", + "**WARNING:** If you do not specify `not_older_than` parameter, all evaluation logs will be downloaded. They aren't as big as the training logs, but there is a lot of them.\n", + "\n", + "That said you can download all and then it will only download new ones unless you use force=True.\n", + "\n", + "There are also `not_older_than` and `older_than` parameters so you can choose to fetch all logs from a given period and compare them against each other. Just remember memory is finite.\n", + "\n", + "As mentioned, this method always fetches a list of log streams and then downloads only ones that haven't been downloaded just yet. You can therefore use it to fetch that list and load all the files from the path provided.\n", + "It's good to keep things organised: group your files into folders to not lose track where they came from. Replace `SELECT_YOUR_FOLDER` with a path matching your preference.\n", + "\n", + "Side note: if you want to download evaluation logs from AWS DeepRacer Console, this will be much more tricky. Evaluation logs are grouped together with training logs in same group `/aws/robomaker/SimulationJobs` and there isn't an obvious way to recognise which ones they are. That said, in `Evaluation Run Analysis` section below you have the ability to download a single evaluation file." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "logs = cw.download_all_logs(\n", + " 'logs/SELECT_YOUR_FOLDER/race/deepracer-eval-', \n", + " '/aws/deepracer/leaderboard/SimulationJobs', \n", + " not_older_than=\"2019-07-01 07:00\", \n", + " older_than=\"2019-07-01 12:00\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# Loads all the logs from the above time range\n", + "bulk = la.load_eval_logs(logs)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Parse logs and visualize\n", + "\n", + "You will notice in here that reward graps are missing, as are many others from the training. These have been trimmed down for clarity.\n", + "\n", + "Do not get tricked though - this notebook provides features that the training one doesn't have, such as batch visualisation of race submission laps.\n", + "\n", + "Side note: Evaluation/race logs contain a reward field but it's not connected to your reward. It is there most likely to ensure logs have consistent structure to make their parsing easier. The value appears to be dependand on distance of the car from the centre of the track. As such it provides no value and is not visualised in this notebook." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/tptak/dev/aws-deepracer-workshops/venv/lib/python3.6/site-packages/numpy/core/fromnumeric.py:2389: FutureWarning: Method .ptp is deprecated and will be removed in a future version. Use numpy.ptp instead.\n", + " return ptp(axis=axis, out=out, **kwargs)\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "simulation_agg = la.simulation_agg(bulk, 'stream', add_timestamp=True, is_eval=True)\n", + "complete_ones = simulation_agg[simulation_agg['progress']==100]\n", + "\n", + "# This gives the warning about ptp method deprecation. The code looks as if np.ptp was used, I don't know how to fix it.\n", + "la.scatter_aggregates(simulation_agg, is_eval=True)\n", + "if complete_ones.shape[0] > 0:\n", + " la.scatter_aggregates(complete_ones, \"Complete ones\", is_eval=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Data in tables" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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streamepisodestepsstart_atprogresstimethrottletime_if_completetimestamp
0sim-d4vf6mmrtqj001821100.000012.5103576.09289612.5103572019-06-30 16:29:28.052059174
1sim-d4vf6mmrtqj011831100.000012.4162926.15760912.4162922019-06-30 16:29:41.216465712
3sim-d4vf6mmrtqj03128167.60758.7222036.11627912.9012362019-06-30 16:29:57.689794064
6sim-h2rk27txb6n81125166.63228.4496246.10317512.6809922019-06-30 15:44:33.102357626
7sim-h2rk27txb6n82116165.39327.9137276.27350412.1017592019-06-30 15:44:41.525928497
5sim-h2rk27txb6n80110161.14537.5943626.40540512.4201892019-06-30 15:44:23.915347576
2sim-d4vf6mmrtqj0298156.66266.6583426.57575811.7508592019-06-30 16:29:48.432770729
8sim-h2rk27txb6n8384144.96365.7588756.24705912.8078612019-06-30 15:44:47.793086529
4sim-d4vf6mmrtqj0456130.70023.9962156.28070213.0169022019-06-30 16:30:02.197013617
9sim-h2rk27txb6n8454129.26503.7678476.34545512.8749252019-06-30 15:44:52.065536737
\n", + "
" + ], + "text/plain": [ + " stream episode steps start_at progress time throttle \\\n", + "0 sim-d4vf6mmrtqj0 0 182 1 100.0000 12.510357 6.092896 \n", + "1 sim-d4vf6mmrtqj0 1 183 1 100.0000 12.416292 6.157609 \n", + "3 sim-d4vf6mmrtqj0 3 128 1 67.6075 8.722203 6.116279 \n", + "6 sim-h2rk27txb6n8 1 125 1 66.6322 8.449624 6.103175 \n", + "7 sim-h2rk27txb6n8 2 116 1 65.3932 7.913727 6.273504 \n", + "5 sim-h2rk27txb6n8 0 110 1 61.1453 7.594362 6.405405 \n", + "2 sim-d4vf6mmrtqj0 2 98 1 56.6626 6.658342 6.575758 \n", + "8 sim-h2rk27txb6n8 3 84 1 44.9636 5.758875 6.247059 \n", + "4 sim-d4vf6mmrtqj0 4 56 1 30.7002 3.996215 6.280702 \n", + "9 sim-h2rk27txb6n8 4 54 1 29.2650 3.767847 6.345455 \n", + "\n", + " time_if_complete timestamp \n", + "0 12.510357 2019-06-30 16:29:28.052059174 \n", + "1 12.416292 2019-06-30 16:29:41.216465712 \n", + "3 12.901236 2019-06-30 16:29:57.689794064 \n", + "6 12.680992 2019-06-30 15:44:33.102357626 \n", + "7 12.101759 2019-06-30 15:44:41.525928497 \n", + "5 12.420189 2019-06-30 15:44:23.915347576 \n", + "2 11.750859 2019-06-30 16:29:48.432770729 \n", + "8 12.807861 2019-06-30 15:44:47.793086529 \n", + "4 13.016902 2019-06-30 16:30:02.197013617 \n", + "9 12.874925 2019-06-30 15:44:52.065536737 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# View fifteen most progressed attempts\n", + "simulation_agg.nlargest(15, 'progress')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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streamepisodestepsstart_atprogresstimethrottletime_if_completetimestamp
1sim-d4vf6mmrtqj011831100.012.4162926.15760912.4162922019-06-30 16:29:41.216465712
0sim-d4vf6mmrtqj001821100.012.5103576.09289612.5103572019-06-30 16:29:28.052059174
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" + ], + "text/plain": [ + " stream episode steps start_at progress time throttle \\\n", + "1 sim-d4vf6mmrtqj0 1 183 1 100.0 12.416292 6.157609 \n", + "0 sim-d4vf6mmrtqj0 0 182 1 100.0 12.510357 6.092896 \n", + "\n", + " time_if_complete timestamp \n", + "1 12.416292 2019-06-30 16:29:41.216465712 \n", + "0 12.510357 2019-06-30 16:29:28.052059174 " + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# View fifteen fastest complete laps\n", + "complete_ones.nsmallest(15, 'time')" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " stream episode steps start_at progress time throttle \\\n", + "4 sim-d4vf6mmrtqj0 4 56 1 30.7002 3.996215 6.280702 \n", + "3 sim-d4vf6mmrtqj0 3 128 1 67.6075 8.722203 6.116279 \n", + "2 sim-d4vf6mmrtqj0 2 98 1 56.6626 6.658342 6.575758 \n", + "1 sim-d4vf6mmrtqj0 1 183 1 100.0000 12.416292 6.157609 \n", + "0 sim-d4vf6mmrtqj0 0 182 1 100.0000 12.510357 6.092896 \n", + "9 sim-h2rk27txb6n8 4 54 1 29.2650 3.767847 6.345455 \n", + "8 sim-h2rk27txb6n8 3 84 1 44.9636 5.758875 6.247059 \n", + "7 sim-h2rk27txb6n8 2 116 1 65.3932 7.913727 6.273504 \n", + "6 sim-h2rk27txb6n8 1 125 1 66.6322 8.449624 6.103175 \n", + "5 sim-h2rk27txb6n8 0 110 1 61.1453 7.594362 6.405405 \n", + "\n", + " time_if_complete timestamp \n", + "4 13.016902 2019-06-30 16:30:02.197013617 \n", + "3 12.901236 2019-06-30 16:29:57.689794064 \n", + "2 11.750859 2019-06-30 16:29:48.432770729 \n", + "1 12.416292 2019-06-30 16:29:41.216465712 \n", + "0 12.510357 2019-06-30 16:29:28.052059174 \n", + "9 12.874925 2019-06-30 15:44:52.065536737 \n", + "8 12.807861 2019-06-30 15:44:47.793086529 \n", + "7 12.101759 2019-06-30 15:44:41.525928497 \n", + "6 12.680992 2019-06-30 15:44:33.102357626 \n", + "5 12.420189 2019-06-30 15:44:23.915347576 " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# View ten most recent lap attempts\n", + "simulation_agg.nlargest(10, 'timestamp')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot all the evaluation laps\n", + "\n", + "The method below plots your evaluation attempts. Just note that that is a time consuming operation and therefore I suggest using `min_distance_to_plot` to just plot some of them.\n", + "\n", + "If you would like to, in a below section of this article you can load a single log file to evaluate this.\n", + "\n", + "In the example below training track data was used for plotting the borders. Since then the community has put a lot of effort into preparing files that resemble the racing ones.\n", + "\n", + "If you want to plot a single lap, scroll down for an example which lets you do a couple more tricks." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/tptak/dev/aws-deepracer-workshops/venv/lib/python3.6/site-packages/pandas/core/indexing.py:362: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n", + " self.obj[key] = _infer_fill_value(value)\n", + "/home/tptak/dev/aws-deepracer-workshops/venv/lib/python3.6/site-packages/pandas/core/indexing.py:543: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n", + " self.obj[item] = s\n", + "/home/tptak/dev/aws-deepracer-workshops/venv/lib/python3.6/site-packages/numpy/core/fromnumeric.py:2389: FutureWarning: Method .ptp is deprecated and will be removed in a future version. Use numpy.ptp instead.\n", + " return ptp(axis=axis, out=out, **kwargs)\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "la.plot_evaluations(bulk, l_inner_border, l_outer_border)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Single lap\n", + "Below you will find some ideas of looking at a single evaluation lap. You may be interested in a specific part of it. This isn't very robust but can work as a starting point. Please submit your ideas for analysis.\n", + "\n", + "This place is a great chance to learn more about [Pandas](https://pandas.pydata.org/pandas-docs/stable/) and about how to process data series." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "# Load a single lap\n", + "lap_df = eval_df[eval_df['episode']==0]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We're adding a lot of columns here to the episode. To speed things up, it's only done per a single episode, so others will currently be missing this information.\n", + "\n", + "Now try using them as a `graphed_value` parameter." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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" + ], + "text/plain": [ + " iteration episode steps x y yaw steer throttle action \\\n", + "0 1 0 0 304.99 68.33 0.0005 0.00 0.0 0.0 \n", + "1 1 0 1 306.67 68.21 -0.0071 0.52 5.0 9.0 \n", + "2 1 0 2 313.51 68.27 -0.0001 0.52 5.0 9.0 \n", + "3 1 0 3 332.19 69.46 0.0478 0.00 5.0 5.0 \n", + "4 1 0 4 348.46 70.67 0.0692 -0.26 2.5 2.0 \n", + "\n", + " reward done on_track progress closest_waypoint track_len \\\n", + "0 1.0 0 True 0.7917 0 17.67 \n", + "1 1.0 0 True 0.8869 0 17.67 \n", + "2 1.0 0 True 1.2741 1 17.67 \n", + "3 1.0 0 True 2.3309 1 17.67 \n", + "4 1.0 0 True 3.2517 2 17.67 \n", + "\n", + " timestamp \n", + "0 1555731008.2697165 \n", + "1 1555731008.4510283 \n", + "2 1555731008.5748644 \n", + "3 1555731008.7563796 \n", + "4 1555731008.8817952 " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "eval_df = la.load_eval_data(eval_fname)\n", + "eval_df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Grid World Analysis\n", + "The code below visualises laps from a single log file just like the one above visualises it in bulk for many." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "la.analyse_single_evaluation(eval_fname, l_inner_border, l_outer_border, episodes=3)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "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": "3.6.8" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/log-analysis/README.md b/log-analysis/README.md new file mode 100644 index 000000000..e5cad1b02 --- /dev/null +++ b/log-analysis/README.md @@ -0,0 +1,56 @@ +# Log Analysis +This folder contains tools making it simple to read information from training and evaluation logs. + +The main part of this project are [Jupyter](https://jupyter.org/) notebooks - think of it as a text editor document enriched with executable code. + +## What you need to know to use this + +If you just want to have a look, GitHub has a viewer for the notebooks, just click into them and enjoy. + +For working with the notebooks you need to be familiar with Python code, but the whole process is reasonably simple. Getting to know pandas and matplotlib will help you evolve from the solutions provided to your own bespoke analysis toolkit. + +Tinkering and trying things out is highly desirable. Please share your ideas + +## Notebooks + +There are currently following notebooks: +* `DeepRacer Log Analysis.ipynb` - original notebook provided by the AWS folks (it has things not used in notebooks listed below) +* `Training_analysis.ipynb` - built on top of the first one with some things removed and many added, prepared to monitor the training progress +* `Evaluation_analysis.ipynb` - built on top of the first one, prepared to analyse evaluation data + +## Running the notebooks + +I recommend setting up a venv for this: +``` +python3 -m venv venv +``` +(I recommend folder venv as I have already added it to .gitignore) +Then activate: +``` +source venv/bin/activate +``` +Then install dependencies: +``` +pip install shapely matplotlib pandas sklearn boto3 awscli jupyter +``` +Then run +``` +jupyter notebook +``` +From the opened page you can select a notebook to work with. + +## Useful hints +* logs and reward folders have been configured to be ignored by git. This is so that you don't accidentally submit your reward functions or other useful info. Just make sure you secure it somehow yourself. +* have a look at new_reward function usage in the notebooks. It lets you try and evaluate what the reward would look like for a different reward function. + +## What can I contribute? + +There is a number of opportunities for improvement: +* Report issues/feature requests +* Fix things +* Improve descriptions +* Provide more resources +* Add analysis bits to notebooks +* Complete the `logs_to_params` method in log_analysis to improve the logs replay for a different reward +* Fill in track data used in breakdown in `Training_analysis.ipynb` +* Make the notebooks work with more tracks diff --git a/log-analysis/Training_analysis.ipynb b/log-analysis/Training_analysis.ipynb new file mode 100644 index 000000000..f255ca768 --- /dev/null +++ b/log-analysis/Training_analysis.ipynb @@ -0,0 +1,2609 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Training analysis for DeepRacer\n", + "\n", + "This notebook has been built based on the `DeepRacer Log Analysis.ipynb` provided by the AWS DeepRacer Team. It has been reorganised and expanded to provide new views on the training data without the helper code which was moved into utility `.py` files.\n", + "\n", + "## Usage\n", + "\n", + "I have expanded this notebook from to present how I'm using this information. It contains descriptions that you may find not that needed after initial reading. Since this file can change in the future, I recommend that you make its copy and reorganize it to your liking. This way you will not lose your changes and you'll be able to add things as you please.\n", + "\n", + "**This notebook isn't complete.** What I find interesting in the logs may not be what you will find interesting and useful. I recommend you get familiar with the tools and try hacking around to get the insights that suit your needs.\n", + "\n", + "## Contributions\n", + "\n", + "As usual, your ideas are very welcome and encouraged so if you have any suggestions either bring them to [the AWS DeepRacer Community](http://join.deepracing.io) or share as code contributions.\n", + "\n", + "## Training environments\n", + "\n", + "Depending on whether you're running your training through the console or using the local setup, and on which setup for local training you're using, your experience will vary. As much as I would like everything to be taylored to your configuration, there may be some problems that you may face. If so, please get in touch through [the AWS DeepRacer Community](http://join.deepracing.io).\n", + "\n", + "## Requirements\n", + "\n", + "Before you start using the notebook, you will need to install some dependencies. If you haven't yet done so, have a look at [The README.md file](/edit/README.md#running-the-notebooks) to find what you need to install.\n", + "\n", + "Apart from the install, you also have to configure your programmatic access to AWS. Have a look at the guides below, AWS resources will lead you by the hand:\n", + "\n", + "AWS CLI: https://docs.aws.amazon.com/cli/latest/userguide/cli-chap-configure.html\n", + "\n", + "Boto Configuration: https://boto3.amazonaws.com/v1/documentation/api/latest/guide/configuration.html\n", + "\n", + "## Credits\n", + "\n", + "I would like to thank [the AWS DeepRacer Community](http://join.deepracing.io) for all the feedback about the notebooks. If you'd like, follow [my blog](https://codelikeamother.uk) where I tend to write about my experiences with AWS DeepRacer.\n", + "\n", + "# Log Analysis\n", + "\n", + "Let's get to it.\n", + "\n", + "## Imports\n", + "\n", + "Run the imports block below:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'1.9.175'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from datetime import datetime\n", + "%matplotlib inline\n", + "\n", + "#Shapely Library\n", + "from shapely.geometry import Point, Polygon\n", + "from shapely.geometry.polygon import LinearRing, LineString\n", + "\n", + "import track_utils as tu\n", + "import log_analysis as la\n", + "import cw_utils as cw\n", + "\n", + "# Make sure your boto version is >= '1.9.133'\n", + "cw.boto3.__version__" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This block below has been prepared in case you would like to make some changes to the utility code that comes with this notebook. It will reload track_utlis.py, log_analysis.py and cw_utils.py without the need to reload the notebook. In normal usage of the notebook you will not need it." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# reload log_analysis and the rest of stuff here if needed\n", + "# (handy for code updates in utils, doesn't break anything if no changes)\n", + "import importlib\n", + "importlib.reload(la)\n", + "importlib.reload(cw)\n", + "importlib.reload(tu)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load waypoints for the track you want to run analysis on\n", + "\n", + "The track waypoint files usually show up as new races start. Be sure to check for them in repository updates. You only need to load them in the block below.\n", + "\n", + "These files represent the coordinates of characteristic points of the track - the center line, inside border and outside border. Their main purpose is to visualise the track in images below. One thing that you may want to remember is that at the moment not all functions below work with all values of the coordinates. Especially some look awkward with bigger tracks or with negative coordinates. Usually there is an explanation on what to do to fix the view.\n", + "\n", + "The naming of the tracks is not super consistent. I'm also not sure all of them are available in the console or locally. You may want to know that:\n", + "* London_Loop and Virtual_May19_Train_track - are the AWS DeepRacer Virtual League London Loop tracks\n", + "* Tokyo - is the AWS DeepRacer Virtual League Kumo Torakku track\n", + "* New_York - are the AWS DeepRacer Virtual League Empire City training and evaluation tracks\n", + "* China - are the AWS Deepracer Virtual League Shanghai Sudu training and evaluation tracks\n", + "* reinvent_base - is the re:Invent 2019 racing track\n", + "\n", + "There are also other tracks that you may want to explore. Each of them has its own properties that you might find useful for your model.\n", + "\n", + "Remeber that evaluation npy files are a community effort to visualise the tracks in the trainings, they aren't 100% accurate.\n", + "\n", + "Tracks Available:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "AWS_track.npy\t London_Loop_Train.npy Oval_track.npy\r\n", + "Bowtie_track.npy Mexico_track_eval.npy reinvent_base.npy\r\n", + "China_eval_track.npy Mexico_track.npy\t Straight_track.npy\r\n", + "China_track.npy New_York_Eval_Track.npy Tokyo_Training_track.npy\r\n", + "H_track.npy\t New_York_Track.npy Virtual_May19_Train_track.npy\r\n" + ] + } + ], + "source": [ + "!ls tracks/" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Take the name from results above and paste below to load the key elements of the track and view the outline of it." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded 71 waypoints\n" + ] + }, + { + "data": { + "image/svg+xml": [ + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "l_center_line, l_inner_border, l_outer_border, road_poly = tu.load_track(\"reinvent_base\")\n", + "\n", + "road_poly" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Get the logs\n", + "\n", + "Depending on which way you are training your model, you will need a different way to load the data.\n", + "\n", + "**AWS DeepRacer Console**\n", + "The logs are being stored in CloudWatch, in group `/aws/robomaker/SimulationJobs`. You will be using boto3 to download them based on the training ID (stream name prefix). If you wish to bulk export the logs from Amazon Cloudwatch to Amazon S3 :: https://docs.aws.amazon.com/AmazonCloudWatch/latest/logs/S3ExportTasks.html\n", + "\n", + "**DeepRacer for Dummies/ARCC local training**\n", + "Those two setups come with a container that runs Jupyter Notebook (as you noticed if you're using one of them and reading this text). Logs are stored in `/logs/` and you just need to point at the latest file to see the current training. The logs are split for long running training if they exceed 500 MB. The log loading method has been extended to support that.\n", + "\n", + "**Chris Rhodes' repo**\n", + "Chris repo doesn't come with logs storage out of the box. I would normally run `docker logs dr > /path/to/logfile` and then load the file.\n", + "\n", + "Below I have prepared a section for each case. In each case you can analyse the logs as the training is being run, just in case of the Console you may need to force downloading of the logs as the `cw.download_log` method has a protection against needless downloads.\n", + "\n", + "Select your preferred way to get the logs below and you can get rid of the rest." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Log file exists, use force=True to download again\n", + "SIM_TRACE_LOG:799,111,1.7594,4.4353,3.0875,-0.26,2.50,2,1.0000,False,True,71.5802,49,17.67,1555554451.1110387\n", + "SIM_TRACE_LOG:799,112,1.6637,4.4457,3.0636,0.26,2.50,6,1.0000,False,True,72.1366,49,17.67,1555554451.2382815\n", + "SIM_TRACE_LOG:799,113,1.5520,4.4493,3.0941,0.52,5.00,9,1.0000,False,True,72.7582,49,17.67,1555554451.3647106\n" + ] + } + ], + "source": [ + "# AWS DeepRacer Console\n", + "stream_name = 'sim-sample' ## CHANGE This to your simulation application ID\n", + "fname = 'logs/deepracer-%s.log' %stream_name # The log will be downloaded into the specified path\n", + "cw.download_log(fname, stream_prefix=stream_name) # add force=True if you downloaded the file before but want to repeat\n", + "\n", + "\n", + "# DeepRacer for Dummies / ARCC repository - comment the above and uncomment\n", + "# the lines below. They rely on a magic command to list log files\n", + "# ordered by time and pick up the most recent one (index zero).\n", + "# If you want an earlier file, change 0 to larger value.\n", + "# !ls -t /workspace/venv/logs/*.log\n", + "# fname = !ls -t /workspace/venv/logs/*.log\n", + "# fname = fname[0]\n", + "\n", + "\n", + "# Chris Rhodes' repository\n", + "# Use a preferred way of saving the logs to a file , then set an fname value to load it\n", + "# fname = /path/to/your/log/file" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load the trace training log\n", + "\n", + "Now that the data is downloaded, we need to load it into memory. We will first read it from file and then convert to data frames in Pandas. [Pandas](https://pandas.pydata.org/) is a Python library for handling and analysing large amounts of data series. Remember this name, you may want to learn more about how to use it to get more information that you would like to get from the logs. Examples below are hardly scratching the surface.\n", + "\n", + "One important information to enter is the setting of your Episodes per iteration hyperparameter. This is used to group the episodes into iterations. This information is valuable when later looking at graphs showing how the training progresses per iteration. You can use it to detect which iteration gave you better outcomes and, if in local training, you could move to that iteration's outcome for submissions in the AWS DeepRacer League or for continuing the training.\n", + "\n", + "The log files you have just gathered above have lines like this one:\n", + "```\n", + "SIM_TRACE_LOG:799,111,1.7594,4.4353,3.0875,-0.26,2.50,2,1.0000,False,True,71.5802,49,17.67,1555554451.1110387\n", + "```\n", + "This is all that matters for us. The first two are some tests I believe and when loading they get skipped, then each next line has the following fields:\n", + "* episode number\n", + "* step number\n", + "* x coordinate\n", + "* y coordinate\n", + "* yaw of the car (where the car is heading)\n", + "* decision about turning (turn value from your action space)\n", + "* decision about throttle (speed value from your action space)\n", + "* decision index (value from your action space)\n", + "* reward value\n", + "* is the car going backwards\n", + "* are all wheels on track?\n", + "* progress in the lap\n", + "* closest waypoint\n", + "* track length\n", + "* timestamp\n", + "\n", + "`la.load_data` and then `la.convert_to_pandas` read it and prepare for your usage. Sorting the values may not be needed, but I have experienced under some circumstances that the log lines were not ordered properly." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "EPISODES_PER_ITERATION = 20 # Set to value of your hyperparameter in training\n", + "\n", + "data = la.load_data(fname)\n", + "df = la.convert_to_pandas(data, episodes_per_iteration=EPISODES_PER_ITERATION)\n", + "\n", + "df = df.sort_values(['episode', 'steps'])\n", + "# personally I think normalizing can mask too high rewards so I am commenting it out,\n", + "# but you might want it.\n", + "# la.normalize_rewards(df)\n", + "\n", + "#Uncomment the line of code below to evaluate a different reward function\n", + "#la.new_reward(df, l_center_line, 'reward.reward_sample') #, verbose=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## New reward\n", + "\n", + "Note the last line above: it takes a reward class from log-analysis/rewards, imports it, instantiates and recalculates reward values based on the data from the log. This lets you do some testing before you start training and rule out some obvious things.\n", + "\n", + "*If you find this confusing, don't worry, because it is confusing. You can safely ignore it for now and come back to it later.*\n", + "\n", + "This operation is possible because the logs contain all information needed to recreate the params for a given step. That said some could be implemented better and some were ignored for now and should be implemented.\n", + "\n", + "The sample reward mentioned in that line is located in `log-analysis/rewards/reward_sample.py` and looks like this:\n", + "\n", + "```\n", + "from time import time\n", + "\n", + "\n", + "class Reward:\n", + " def __init__(self, verbose=False):\n", + " self.previous_steps = None\n", + " self.initial_time = None\n", + " self.verbose = verbose\n", + "\n", + " @staticmethod\n", + " def get_time(params):\n", + " # remember: this will not return time before\n", + " # the first step has completed so the total\n", + " # time for lap will be lower by about 0.2s\n", + " return params.get('timestamp', None) or time()\n", + "\n", + " def reward_function(self, params):\n", + " if self.previous_steps is None \\\n", + " or self.previous_steps > params['steps']:\n", + " # new lap!\n", + " self.initial_time = self.get_time(params)\n", + " else:\n", + " # we're continuing a lap\n", + " pass\n", + "\n", + " steering_factor = 1.0\n", + "\n", + " if abs(params['steering_angle']) > 14:\n", + " steering_factor = 0.7\n", + "\n", + " reward = float(steering_factor)\n", + "\n", + " self.previous_steps = params['steps']\n", + "\n", + " if self.verbose:\n", + " print(params)\n", + "\n", + " return reward\n", + "\n", + "\n", + "reward_object = Reward()\n", + "\n", + "\n", + "def reward_function(params):\n", + " return reward_object.reward_function(params)\n", + "\n", + "```\n", + "\n", + "After some imports a class is declared, it's called `Reward`, then the class is instantiated and a function `reward_function` is declared. This somewhat bloated structure has a couple benefits:\n", + "* It works in console/local training for actual training\n", + "* It lets you reload the definition for class Reward and retry the reward function multiple times after changes without much effort\n", + "* If you want to rely on state carried over between the steps, it's all contained in a reward object \n", + "\n", + "The reward class hides two or three tricks for you:\n", + "* `get_time` lets you abstract from machine time in log analysis - the supporting code adds one extra param, `timestamp`. That lets you get the right time value in new_reward function\n", + "* the first condition allows detecting the beginning of an episode or even start of training you can use it for some extra operations between the episodes\n", + "* `verbose` can be used to provide some noisier prints in the reward function - you can switch them on when loading the reward function above.\n", + "\n", + "Just remember: not all params are provided, you are free to implement them and raise a Pull Request for log_analysis.df_to_params method.\n", + "\n", + "If you just wrap your reward function like in the above example, you can use it in both log analysis notebook and the training.\n", + "\n", + "Final warning: there is a loss of precision in the logs (rounded numbers) and also potentially potential bugs. If you find any, please fix, please report.\n", + "\n", + "## Graphs\n", + "\n", + "The original notebook has provided some great ideas on what could be visualised in the graphs. Below examples are a slightly extended version. Let's have a look at what they are presenting and what this may mean to your training.\n", + "\n", + "### Training progress\n", + "\n", + "As you have possibly noticed by now, training episodes are grouped into iterations and this notebook also reflects it. What also marks it are checkpoints in the training. After each iteration a set of ckpt files is generated - they contain outcomes of the training, then a model.pb file is built based on that and the car begins a new iteration. Looking at the data grouped by iterations may lead you to a conclusion, that some earlier checkpoint would be a better start for a new training. While this is limited in the AWS DeepRacer Console, with enough disk space you can keep all the checkpoints along the way and use one of them as a start for new training (or even as a submission to a race).\n", + "\n", + "While the episodes in a given iteration are a mixture of decision process and random guesses, mean results per iteration may show a specific trend. Mean values are accompanied by standard deviation to show the concentration of values around the mean.\n", + "\n", + "#### Rewards per Iteration\n", + "\n", + "You can see these values as lines or dots per episode in the AWS DeepRacer console. When the reward goes up, this suggests that a car is learning and improving with regards to a given reward function. **This does not have to be a good thing.** If your reward function rewards something that harms performance, your car will learn to drive in a way that will make results worse.\n", + "\n", + "At first the rewards just grow if the progress achieved grows. Interesting things may happen slightly later in the training:\n", + "\n", + "* The reward may go flat at some level - it might mean that the car can't get any better. If you think you could still squeeze something better out of it, review the car's progress and consider updating the reward function, the action space, maybe hyperparameters, or perhaps starting over (either from scratch or from some previous checkpoint)\n", + "* The reward may become wobbly - here you will see it as a mesh of dots zig-zagging. It can be a gradually growing zig-zag or a roughly stagnated one. This usually means the learning rate hyperparameter is too high and the car started doing actions that oscilate around some local extreme. You can lower the learning rate and hope to step closer to the extreme. Or run away from it if you don't like it\n", + "* The reward plunges to near zero and stays roughly flat - I only had that when I messed up the hyperparameters or the reward function. Review recent changes and start training over or consider starting from scratch\n", + "\n", + "The Standard deviation says how close from each other the reward values per episode in a given iteration are. If your model becomes reasonably stable and worst performances become better, at some point the standard deviation may flat out or even decrease. That said, higher speeds usually mean there will be areas on track with higher risk of failure. This may bring the value of standard deviation to a higher value and regardless of whether you like it or not, you need to accept it as a part of fighting for significantly better times.\n", + "\n", + "#### Time per iteration\n", + "\n", + "I'm not sure how useful this graph is. I would worry if it looked very similar to the reward graph - this could suggest that slower laps will be getting higher rewards. But there is a better graph for spotting that below.\n", + "\n", + "#### Progress per Iteration\n", + "\n", + "This graph usually starts low and grows and at some point it will get flatter. The maximum value for progress is 100% so it cannot grow without limits. It usually shows similar initial behaviours to reward and time graphs. I usually look at it when I alter an action in training. In such cases this graph usually dips a bit and then returns or goes higher.\n", + "\n", + "#### Total reward per episode\n", + "\n", + "This graph has been taken from the orignal notebook and can show progress on certain groups of behaviours. It usually forms something like a triangle, sometimes you can see a clear line of progress that shows some new way has been first taught and then perfected.\n", + "\n", + "#### Mean completed lap times per iteration\n", + "\n", + "Once we have a model that completes laps reasonably often, we might want to know how fast the car gets around the track. This graph will show you that. I use it quite often when looking for a model to shave a couple more miliseconds. That said it has to go in pair with the last one:\n", + "\n", + "#### Completion rate per iteration\n", + "\n", + "It represents how big part of all episodes in an iteration is full laps. The value is from range [0, 1] and is a result of deviding amount of full laps in iteration by amount of all episodes in iteration. I say it has to go in pair with the previous one because you not only need a fast lapper, you also want a race completer.\n", + "\n", + "The higher the value, the more stable the model is on a given track." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/tptak/dev/aws-deepracer-workshops/venv/lib/python3.6/site-packages/numpy/core/fromnumeric.py:2389: FutureWarning: Method .ptp is deprecated and will be removed in a future version. Use numpy.ptp instead.\n", + " return ptp(axis=axis, out=out, **kwargs)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "new reward not found, using reward as its values\n", + "Number of episodes = 799\n", + "Number of iterations = 40\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "simulation_agg = la.simulation_agg(df)\n", + "\n", + "la.analyze_training_progress(simulation_agg, title='Training progress')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Stats for all laps\n", + "\n", + "Previous graphs were mainly focused on the state of training with regards to training progress. This however will not give you a lot of information about how well your reward function is doing overall.\n", + "\n", + "In such case `scatter_aggregates` may come handy. It comes with three types of graphs:\n", + "* progress/steps/reward depending on the time of an episode - of this I find reward/time and new_reward/time especially useful to see that I am rewarding good behaviours - I expect the reward to time scatter to look roughly triangular\n", + "* histograms of time and progress - for all episodes the progress one is usually quite handy to get an idea of model's stability\n", + "* progress/time_if_complete/reward to closest waypoint at start - these are really useful during training as they show potentially problematic spots on track. It can turn out that a car gets best reward (and performance) starting at a point that just cannot be reached if the car starts elsewhere, or that there is a section of a track that the car struggles to get past and perhaps it's caused by an aggressive action space or undesirable behaviour prior to that place\n", + "\n", + "Side note: `time_if_complete` is not very accurate and will almost always look better for episodes closer to 100% progress than in case of those 50% and below." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# This gives the warning about ptp method deprecation. The code looks as if np.ptp was used, I don't know how to fix it.\n", + "la.scatter_aggregates(simulation_agg, 'Stats for all laps')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Stats for complete laps\n", + "The graphs here are same as above, but now I am interested in other type of information:\n", + "* does the reward scatter show higher rewards for lower completion times? If I give higher reward for a slower lap it might suggest that I am training the car to go slow\n", + "* what does the time histogram look like? With enough samples available the histogram takes a normal distribution graph shape. The lower the mean value, the better the chance to complete a fast lap consistently. The longer the tails, the greater the chance of getting lucky in submissions\n", + "* is the car completing laps around the place where the race lap starts? Or does it only succeed if it starts in a place different to the racing one?" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "complete_ones = simulation_agg[simulation_agg['progress']==100]\n", + "\n", + "if complete_ones.shape[0] > 0:\n", + " la.scatter_aggregates(complete_ones, 'Stats for complete laps')\n", + "else:\n", + " print('No complete laps yet.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Categories analysis\n", + "We're going back to comparing training results based on the training time, but in a different way. Instead of just scattering things in relation to iteration or episode number, this time we're grouping episodes based on a certaing information. For this we use function:\n", + "```\n", + "analyze_categories(panda, category='quintile', groupcount=5, title=None)\n", + "```\n", + "The idea is pretty simple - determine a way to cluster the data and provide that as the `category` parameter (alongside the count of groups available). In the default case we take advantage of the aggregated information to which quintile an episode belongs and thus build buckets each containing 20% of episodes which happened around the same time during the training. If your training lasted for five hours, this would show results grouped per each hour.\n", + "\n", + "A side note: if you run the function with `category='start_at'` and `groupcount=20` you will get results based on the waypoint closest to the starting point of an episode. If you need to, you can introduce other types of categories and reuse the function.\n", + "\n", + "The graphs are similar to what we've seen above. I especially like the progress one which shows where the model tends to struggle and whether it's successful laps rate is improving or beginning to decrease. Interestingly, I also had cases where I saw the completion drop on the progress rate only to improve in a later quintile, but with a better time graph.\n", + "\n", + "A second side note: if you run this function for `complete_ones` instead of `simulation_agg`, suddenly the time histogram becomes more interesting as you can see whether completion times improve." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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dm9SpzDtJkiTV066J6V8PfCoiZgF3Aq+iKE4vj4hXA3cBZ7QpNqlTmXeSJEnaS1sKwsxcD6yps+n5rY5F6hbmnSRJkkZq1zyEkiRJkqQ2syCUJEmSpC5lQShJkiRJXcqCUJIkSZK6lAWhusqW/gFuvmcbW/oH2h2K1DXMO0mSqqtd005ILXfl+s2cv24DvT09DA4NcdFpqzh59bJ2hyV1NPNOkqRqs4VQXWFL/wDnr9vAzsEhtg/sYufgEOet22CLhTSFzLtCRMyIiO9HxNXl8hMi4oaIuD0iPlfODSqpCSJiTkT8d0TcHBE/jIi3levNO2kUFoTqCpu27qC3Z+8f996eHjZt3dGmiKTOZ97t8QbgtprldwHvy8yVwFbg1W2JSupMA8AJmfk0YDXwoog4FvNOGpUFoSqp2c8cLT9oLoNDQ3utGxwaYvlBc5tyfqkTmHfNFxHLgRcDHy2XAzgBuKLc5TLg1PZEJ3WeLPSXi73lR2LeSaOyIFTlXLl+M8e/6zr+4KM3cPy7ruOq9ZsbPuei+bO56LRVzOntYcHsmczp7eGi01axaP7sJkQsTX/m3ZT5B+A8YLgyXgRsy8xd5fImwIcqpSYqu2mvBx4ArgHuwLyTRuWgMqqU2meOdpb3T+et28DxKxc3fBN58uplHL9yMZu27mD5QXO77aZUGpV5NzUi4iTggcy8KSLWTuL4c4BzAJYuXUpfX9+o+/b394+5fSxveuquMbdP9rwjNRJjK1Q9Pqh+jP39/fvfqQUyczewOiIWAl8EjhzvsbV5t2TJkjGv98jcmarvTZW+71WJxTiay4JQlTL8zNFOftXNbPiZo2bcSC6aP7urbkil8TDvpszxwMkRcSIwBzgAuBhYGBEzy9aK5UDd5tjMvAS4BGDNmjW5du3aUd+or6+PsbaP5ewLvjLm9o1nTu68IzUSYytUPT6ofoxVuzHOzG0RcT1wHJPIuyOOOGLMvBuZO83KlZGq9H2vSizG0Vx2GVXb1T635DNHUmuYd1MvM9+cmcszcwXwMuC6zDwTuB44vdztlcCVbQpR6jgRsaRsGSQi5gK/TTGok3knjcIWQrVVvTnKLjptFeeNWNelrQvSlDDv2u584LMR8Q7g+8DH2hyP1EkOAS6LiBkUDR+XZ+bVEXEr5p1UlwWh2ma055a+df4JfOv8E7rymSNpqpl37ZGZfUBf+fpO4NntjEfqVJm5AXh6nfXmnTQKC0K1zVjPLT3tsIXekEpTwLyTJEm1LAjVNvWeWxrYPcS8WTMmfc4t/QO2cEhjMO8kaWqsqDNA08YLX9yGSKSJcVAZtU3tHGVzeosfxcjkpA98c1JzoE3FPGpSpzHvJElSLQtCtVTtyIYAx69czHtOX8XussViYHeyc3CI89Zt2LPPeM87/FzU9oFdkzqH1KnMO0mSNBq7jKplRo5seMaa5Vx+4yZ6Ihjcvfe+E50DbarnUZOmK/NOkiSNxYJQLVFvZMNPfOfuUfef6BxozqMm7cu8kyRJ+2NBqJao15JQz2N6ZzBETngOtOHnojp5HrWI+DKQo23PzJNbGI6mAfNOkiTtjwWhWqJeS8JIs2f28OGznsnRhx4wqRvKk1cv4/iVizt5tMP3lJ9/F3gc8H/L5ZcD97clIlWaeSdJkvbHglAtsWj+bP7ypKP4iy/+YJ9t82bNYHcWrRPPe8qSht+nU29IM/PrABHx95m5pmbTlyPixjaFpQoz7yRJ0v5YEKpljjn0QObNmsEjj/5qJIt5s2fwtpcczW8e+VhvKMdvXkQ8MTPvBIiIJwDz2hyTKsq8kyRJY7EgVMssP2guu3PvR+B2D6U3pRP3v4G+iLgTCOBw4Jz2hqSqMu8kSdJYnIdQLVM7IfaC2TOZ09vjABQTFBE9wMPAk4E3AH8GHJGZX2trYKos806SJI3FFkK1lANQNCYzhyLig5n5dODmdsej6cG8kyRJo7EgVMs5AEXDro2I04AvZOao01BItcw7SZJUT9u6jEbEjIj4fkRcXS4/ISJuiIjbI+JzETGrXbFpbFv6B7j5nm1s6R9odyjd6o+BzwMDEfFwRGyPiIfHc6B5N32Zd5IkaSq08xnCNwC31Sy/C3hfZq4EtgKvbktUGtOV6zdz/Luu4w8+egPHv+s6rlq/ud0hdZ3MXJCZPZk5KzMPKJcPGOfh5t00ZN5JkqSp0paCMCKWAy8GPlouB3ACcEW5y2XAqe2ITaPb0j/A+es2sHNwiO0Du9g5OMS5V2ywxaINIuKgiHh2RDxv+GMcx5h305B5J0mSplK7Wgj/ATgPGCqXFwHbMnNXubwJWFbvwIg4JyJujIgbH3zwwamPVHts2rqD3p69f2QGdg3x6RvublNE3SkiXgP8J/DvwNvKz38zjkPNu2nIvJu+ImJORPx3RNwcET+MiLeV6+2qLUmqjEkVhBFx8Fgf+zn2JOCBzLxpMu+dmZdk5prMXLNkyZLJnEKTNG/WDHbu2r3P+g9c/xNbK1rrDcCzgLsy8zeBpwPbxjrAvJu+zLtpbQA4ITOfBqwGXhQRx2JXbUlShUx2lNGbgKSYFPvxFH/QAlgI3A08YYxjjwdOjogTgTnAAcDFwMKImFm2ViwHfEimQq5cv5nz120gCIpv/a/MmjGDTVt3OIJh6+zMzJ0RQUTMzswfRcQR+znGvJuGzLvprRwFuL9c7C0/kqKr9u+X6y+jaOH/p1bHJ2nqrbjgK3stb7zwxW2KRBrdpFoIM/MJmflE4D+Al2Tm4sxcBJwEjDlBdma+OTOXZ+YK4GXAdZl5JnA9cHq52yuBKycTm5rv9vu3c+4VxTNMj+4e2mf74NAQyw+a24bIutamiFgIfAm4JiKuBO4a6wDzbvox7zpDObLveuAB4BrgDsbZVVuSpFZodB7CYzPzj4YXMvNfI+KiSZ7rfOCzEfEO4PvAxxqMTU1w5frNnPv5m3l0977T3T2mdwZDJBedtspWihbKzP9ZvvybiLgeOBD4t0mezryrIPOuc2TmbmB1+U+cLwJHjvfYiDgHOAdg6dKl9PX1jbpvf3//mNvH8qan7hpz+2TPO1IjMbZC1eOD6sfY39+//50kVU6jBeHPIuKtwP8tl88EfjbegzOzD+grX98JPLvBeNREw6Mb1rspnT2zhw+f9UyOPvQAb0pbLCL+P4pBZb6dmV+f6PHmXbWZd50pM7eV/8A5jnF21c7MS4BLANasWZNr164d9fx9fX2MtX0sZ4/o0jbSxjMnd96RGomxFaoeH1Q/xioXq5JG1+gooy8HllD81/ML5euXNxqUqqHe6IbDfu9Zy3neU5Z4U9oed1Lk2Y3lCIZ/HxGntDsoNYd51zkiYknZMkhEzAV+m2IeULtqS5IqY9IFYUTMAN6SmW/IzKdn5jMy842Z+fMmxqc2Wn7QXAaH9n12CeDyGzc5wmGbZOalmfmHwG9StM6/lF+10muaM+86yiHA9RGxAfgucE1mXk3RVfv/RMTtFNO/2FVbktQ2ky4Iy+cintvEWNRmW/oHuPmebXtuOBfNn81Fp61i1sx9f0x6e3rYtHVHq0MUEBEfjYhvU4xKOJOipeGg9kalyTLvOldmbij/YboqM4/JzLeX6+/MzGdn5srMfGlmWuVLktqm0WcIvx8RVwGfBx4ZXpmZX2jwvGqx4eHte3t6GBwa4qLTVnHy6mWcvHoZRx1yACe+/xt7PdPkCIdttQiYQTH34M+Bh2pGLNQ0Yt5JUnNFxGHAJ4ClFNO8XJKZF5fzZH8OWAFsBM7IzK3tilOqkkafIZwDbKGYU+kl5cdJjQal1hoexGLn4BDbB3axc3CI89Zt2NNisXLpAt7z0qcxp7eHBbNnMqe3xxEO2ygz/2dmPge4iGLuz+sjYlObw9IEmXeSNCV2AW/KzKOAY4HXRcRRwAXAtZn5ZODaclkSDbYQZuarmhWI2md4EIud/Oq5peGuacM3nyevXsbxKxezaesOlh8015vSNoqIk4DfAJ5HURBeB3yjrUFpwsw7TRcjJ9YeyYm2VSWZeS9wb/l6e0TcRjHX5ynA2nK3yyhG2z6/DSFKldNQQRgRc4BXA0dTtBYCUA54oWmi3iAW9bqmLZo/2xvSangRRQF4cWaOe5oXVYt5J0lTKyJWAE8HbgCWlsUiwH0UXUrrHbNn/s8lS5aMOZXG/ubwrGcyU3NUaf7JqsRiHM3V6DOEnwR+BLwQeDvFPIS3NRqUWmt4EIvzRjzL5E1oNWXmn0bE4cBRFHOBzgVmZub2NoemCTDvJGnqRMR8YB3wxsx8OCL2bMvMjIh9J3tl7/k/jzjiiDHn/9zfHJ71TGZezyrNP1mVWIyjuRotCFdm5ksj4pTMvCwiPo1d1yppS/9A3W5nw+uPX7mYb51/gl3TpoGI+COK/14eDDyJYmLrDwPPb2dcqq9e7pl3kjR1IqKXohj8VM1Ah/dHxCGZeW9EHAI80L4IpWpptCAcLD9vi4hjKJrgH9vgOdVko41kONp6Vd7rgGdTdIEhM38SEeZdBdXLsQTzTpKmSBRNgR8DbsvM99Zsugp4JXBh+fnKNoQnVVKjBeElEXEQ8JcUiTa/fK2KqB3JcHjwivPWbeCoQw6ou/74lYttpai+gcx8dLj7S0TMpBhaWxVSL/fOveJmIBjYZd5J0hQ5HjgLuCUi1pfr3kJRCF4eEa8G7gLOaFN8UuU0OsroR8uXXwee2Hg4arbRRjJcf8+2/Y5wqMr6ekS8BZgbEb8N/C/gy22OSSPUy70Z0QOx937mnaY7RyFVlWTmN9nnN+0ePloh1dHQPIQRcUdEfCoiXhsRRzcrKDXPaCMZrj5s4bhGOFQlXQA8CNwC/DHwVeCtbY1I+6iXe7tziN1DezfmmneSJKmdGp2Y/ijgn4FFwLvLAvGLjYelZhkeyXDk5NYrly6ou95WimqLiBnAJzPzI5n50sw8vXxtl9GKqZd77z79abz7dPNOkiRVR6PPEO6mGFhmNzBEMWKTozZVzGiTWzvp9fSTmbsj4vCImJWZj7Y7Ho1ttBwz7yRJUlU0WhA+TNFt7b3ARzJzS+MhaSqMNrm1k15PS3cC34qIq4BHhleOGE1NFVEvx8w7SZJUFY0WhC8HnksxqMVrIuLbwH9m5rUNR6YJGZ7XbN6sGTzy6O4pa3kYbT5DtdQd5UcPsKDNsXS1VuVd7XuZe5IkqZkaHWX0SuDKiDgS+B3gjcB5gCMktNDwXGcAOweHmD0jiJ5o+vxmzltYDZn5trG2R8Q/ZubrWxVPt2pV3tW+l7knSZKardFRRtdFxO3AxcBjgFcABzUjMI3PXnOdDRYjGg7sTnYODnHeug1s6R9gS/8AN9+zjS39A015n+0Du/Y6vyrn+HYH0OnGk3fD+5l7kiSpyhrtMvpO4PuZubsZwWji6s11Nqy3p4dP3XA3H+q7veGWhdHmM3T+NHWj/eXdpq07+ObtDzWlVc/ckyRJU6nRgvBW4M0R8fjMPCcingwckZlXNyE2jcPyg+ayc1f9evzR3bv54PW3M7BraM/N5HnrNnD8ysUTvpEcbT5D509TNxor7waHhpg3a8avWhDNPUnSKFZc8JW9ljde+OI2RaJu1ug8hJcCjwK/Xi5vBt7R4Dk1QfWmoJs1Izj9GYcxsyf2Wj/csjBRo81naAtFJcX+d1GjRsu7161dyY/u205PmHvdLiIOi4jrI+LWiPhhRLyhXH9wRFwTET8pP/uohSSpbRptIXxSZv5eRLwcIDN/GRHejLbQpq07mNs7k+0Du/as6+0JIPj8jXfz6IgebY20LDhvYTVExJMy844xdrm4ZcF0qbHy7gPX/YSB3fsWi+ZeV9oFvCkzvxcRC4CbIuIa4Gzg2sy8MCIuAC4Azm9jnJKkLtZoQfhoRMwFEoobVcCRDpqsdrh5YK+bwvrdyZLyW7KPvzzpqIZuJp0/rRI+HhHLge8C36CY6uWW4Y2Z+S/tCqyTNDPvZs9svFXP3Jt+MvNe4N7y9faIuA1YBpwCrC13uwzow4JQktQmky4Iy5bADwP/BhwWEZ+iGN3w7OaEJth7uPkdg7uICObMnLHXIBUXnbaK88p9Bnbtpqcn9ox8WGverBkcc+iBbfgq1EyZ+T8iYhbwLIqbyq9ExPzMPLi9kWOByOgAACAASURBVHWOZubdY3pn8OGznsnznrKkDV+JqiIiVgBPB24AlpbFIsB9wNJRjjkHOAdg6dKl9PX1jXr+/v7+MbeP5U1P3bX/nRowHFcjMbZC1eOD6sfY39/f7hAkTcKkC8LMzIg4l+KG9FiK55bekJkPNSm2rlU72fXIgSkgGdxd/PEeHqSitjvZvFkzOOkD36x73t2ZDkTRASLiucBvlB8LgaspWgrVgKnKuyGSow89oEVfhaooIuYD64A3ZubDtU9WlH9L6zYtZ+YlwCUAa9asybVr1476Hn19fYy1fSxnjxjUotk2nrkWaCzGVqh6fFD9GKtcrEoaXaNdRr8HPDEzp/avSRepbZkYbnUYTe3Q87XdyYZbLnIoGdidzOnt2bPeLmcdoQ+4iWLal69m5qPtDWf6M+80VSKil6IY/FRmfqFcfX9EHJKZ90bEIcAD7YtQktTtGi0InwOcGRF3AY9QtBJmZq5qOLIutNdk18MtE3UGpxhWO0hF7fNOI1suHnl0twNRdJbFFN2znwf8WUQMAd/JzL9sb1jTk3mnqVI+WvEx4LbMfG/NpquAVwIXlp+vbEN4ktpg5DQTUhU0WhC+sClRCCgGrRjcte8zSMHeQ1WMbHmobd2ofcbJG9HOlJnbIuJO4DBgOcW0L73tjWr6Mu80hY4HzgJuiYj15bq3UBSCl0fEq4G7gDPaFJ8kSY0VhJl510SPiYjDgE9QPESfwCWZeXFEHAx8DlgBbATOyMytjcQ33fz0we11GyZGrhoaSr76Z7/ByqUL6rZuTHYCbE0PZTH4I+CbwD8Br9pft1HzbnTmnaZKZn6T0ecFfX4rY5EkaTSNTkw/GcPzMh1FMRjN6yLiKIp5mK7NzCcD15bLXeOvvnQLb7x8w7j2nT2z6I4GRetGb8/e38bJToCtaWNlZp6YmX+Xmd8c5zOE5l0d5p0kSep2jXYZnTDnZdrXtbfexyf+6+5x71/7DFP9+dAmPwG2poWVEfFPFEPXHxMRq4CTM/Mdox1g3u3LvJMkTYTP/6lTtaOFcI/JzssUETdGxI0PPvhgS+KcSn/1pVt49SduGte+j5k1gzm9e09wvWj+bC46bRVzentYMHvmPtvVkT4CvBkYBMjMDcDLxnuweWfeSZIkDWt5C+GwZs3L1IpYp8rt92+fUAvFRaet4rgnLdrrpnNL/wCHL5rH1X/6XEc17B6Pycz/rs0Zii6h+2XemXeSJEm12lIQOi9TYf0928a97+wZwWEHP2avm856oxw+7bCFUxGqquWhiHgS5bgnEXE6ZXfQsZh3hYnkXa95J0mSOlzLC8JunpdpeM6ywV272bjll8ycQIfd6Im9nk9ylMOu9jqK1rojI2Iz8FPgzLEOMO8ml3c9Yd5JkqTO1o4Wwq6cl2m4VWFw19BYc17vMSOKubFHzn02bHiUwz0TafOrUQ69Me14m4FLgeuBg4GHKYq5t49xjHk3jryrnXuwd0bw7tPNO0mS1NnaMcpo183LdONPt/Cmy9dTZ+7rUfUEfO6cY+mdOaPu80nzZs1gYLejHHapK4FtwPeAn43nAPNufHpnwHvPWM0Bc3s5+tADzTupCYZHZnzTU3dxdp1RGjde+OJWhyRJqtG2QWW6xV996ZYJDWAxbE7vzD3F4PDcZsM3p8OtHpFZ7lu/FVEda3lmvqjdQVTZZPNu9syZHHbwPPNOkqaxiPg4cBLwQGYeU647GPgcsALYCJyRmVvbFaNUJRaEU2iioxnW2jG4ix9s/gW/d8l39hq84viVi/c8wzRsaCj56p/9BiuXLmhW6Kq2b0fEUzPzlnYHUkXmnSR1vX8BPgB8ombdBcC1mXlhRFxQLnfFvLvS/rR1HsJO98Hrf9LQ8W+/+lZ2Dg6xfWAXOweHOG/dBr5zxxZ6RvT8mz1zBo88uruh99K08lzgpoj4cURsiIhbImJDu4OqCvNOkrpbZv4n8PMRq08BLitfXwac2tKgpAqzhXCKHPt313Dfw4/ud7/enmLwmKERA17MmjGj7hNf//vy9QyOGB3DZ5i6zu+0O4CqMu8kSaNYmpnDUzTdByytt1NEnAOcA7BkyRL6+vr2bHvTU8c15W9Dat9vWH9/f9317VCVWIyjuSwIm2h4ePvrbr13XDelAIOjDHixO4cg974z3Vln59kzw2eYukxm3tXuGKrEvJMkTURmZkTUHXs6My+hmNqJI444IteuXbtnW71BkZpt45lr91nX19dHbRztVJVYjKO5LAibZKLD2w+b2cM+oyDOmtnDu09fBRRznPX29DCwe4jIZKDm5I+ZNYMP/8EzeN5THtuML0Gadiabd8PTutQy7ySpo90fEYdk5r0RcQjwQLsDkqrCgrAJaiernqh9isEZwVdf/9w9A1Ucv3Ixm7buYN6sGZz0gW/udRc7lMnRhx7YUOzSdNVI3u1TDJp3ktTprqKYs/fC8vOV7Q1Hqg4LwibYtHUHOfJhpHGa09vD0FAye+aMPSMa1o5auGj+7D3d0i46bdWelovhfe2ypm5l3kmdYcUY3fCco1CTERGfAdYCiyNiE/DXFIXg5RHxauAu4Iz2RShViwVhExSTVU/uxhTg0695Dhu3/JLVhy0ccwj7k1cv29NyUW+yeqmbmHeSpHoy8+WjbHp+SwORpgkLwiZ45NHddZ9JGsuMgN6ZPZyxZjl/8PH/3qv14eTVy0Y9rrblQupm5p2mAyfIliRVnQVhA6699T6+duv9e4awH4+ZPfDPf/BMFi+Ys+f5pJ2DQ+ykeA7qvHUbOH7lYm8+pVGYd5pm/gUnyJYkVZgF4SS94H19/L/7H5nwcXN7Z7J4wRyedthCbr5nG709PXtuSgF6e3rYtHWHN6ZSHeadppvM/M+IWDFi9SkUzzdBMUF2HxaEkqQ2sSCchL/98g8mdVMKe09mvfyguQwODY26XdKvmHfqIBOeIHvp0qVjTn7cyOTIrZhsG2Dp3Im/VysnfJ4OE0xXPcb+/v52hyBpEiwIJ+jYv7tm3JNfz+yB33/O47n8xk11RyhcNH+2IxhK42DeqVONd4LsNWvW5FiTHzcyOXIrJtuGohj8+1smdttRb5LuqTIdJpiueoxVLlYljc6CcD+29A/sGV3wiu/ePe6bUoD3nL6KU59xGG94/lNGHaHQEQyl+oZz77pb7zXv1GmcIFtSXSOnYXHqFbWCBeEYrly/mfPLVoT+gV1MdID74Unn9zdCoSMYSnsbzr3BXUMTGkUUzDtNC06QLUmqDAvCUWzpH+C8KzYwsGtor8EnJmLFosc0OSqp891+/3bOvWIDj+4y7zT9OUG2JKnqLAhH8akb7mZgkjekAL0zgt6ZM5oYkdT5rly/mXM/fzOPTnLCefNOVeME2ZKkqutpdwBVtKV/gA9c95OGzjGjJxy1UJqALf0DnL9uw6SLQTDvJEmSJsoWwtLwABaDu3bzkW/8dMI3pT0BM3uC2TNnOGqhNE7DeTdv1gy+eftD7BycWKu8eSdJktQYC0IaG8BiWO+MHr7y+ufyyKO7HbVQGofhvMuhZGDSXUTNO0mSpEZ0fUE43E1toi0TtXpnBO8+fRUrly5oYmRS5zLvJEmaOKel0FTo+oKw6CY6uZvSlz5jGS9ZfShHH3qgLRPSBJh3kiRJ1dD1BeHgrt2T6iZ6xNJ5vPuM1c0PSOoC5p0kSVI1dH1BuHHLLye0//94yiJecewKnn/U46YoIqnzmXeSJDXOLqRqhq4vCFcftrDu+n84YxXnXrGB2kec5vT28N4znm43NalBo+XdW088kgv/9Ufsqmk9NO+kxo28aZwuGo3bm2NJ2r+un4dw5dIFvOK4x++17hXHPZ5Tn3EYf3/Gaub09rBg9kzm9PY4pL3UJKPl3Wue9yTe+3vmnSRJUqt0fQshwNtPeSqvOHYF6+/ZxurDFu4ZtfDk1cs4fuViNm3d4ZD2UpOZd5I62f5aN229VCuMp0up3U5lQVhauXRB3eHrF82f7Q2pNEXMO0mSpPaqVJfRiHhRRPw4Im6PiAsaOdeW/gFuvmcbW/oHmhWe1LGalXvmnSRJ0vRSmRbCiJgBfBD4bWAT8N2IuCozb53oua5cv5nz122gt6eHwaEhLjptFSevXtbskKWO0KzcM+8kTTe1XeXe9NRdnD2BQWzsViepU1SmIASeDdyemXcCRMRngVOACd2Ubukf4Px1G9g5OMROiiFCz1u3geNXLrYLmlRfw7ln3kmS1Jn2948T/zky/VWpy+gy4J6a5U3lur1ExDkRcWNE3Pjggw/uc5JNW3fQ27P3l9Xb08OmrTuaHK7UMfabe+adJElSZ6pSC+G4ZOYlwCUAa9asyZHblx80l8Ghob3WDQ4Nsfygua0JUOpA5p2k6ajK8y+OFZstLpJaqUoF4WbgsJrl5eW6CVk0fzYXnbaK80Y8y2S3NWlUDeeeeSdJUvOtuOArE36+dX/na8Y+jbyn//ConioVhN8FnhwRT6C4GX0Z8PuTOZHzmEkT0pTcM++kiYmIFwEXAzOAj2bmhZM91y2bf9G0G0ZVX6M37GPdkHf6/InNzDupU1SmIMzMXRHxp8C/UyTpxzPzh5M9n/OYSePTzNwz76TxaebI2pLGx7yT6qtMQQiQmV8FvtruOKRuY+5JLdeUkbUlTYh5J9URmfuMDzFtRMSDwF1j7LIYeKhF4UxW1WOsenxQ/RgXA/Myc0m7A2kG864lqh4fVD/GSuddRJwOvCgzX1MunwU8JzP/tGafc4BzysUjgB+Pccqqfz+g+jFWPT6ofoydlnfHAD9oeaD7qtL3vSqxGMfejsjMBZM9uFIthBO1v184EXFjZq5pVTyTUfUYqx4fVD/GMr4V7Y6jWcy7qVf1+KD6MXZC3tWO7rs/Vf9+QPVjrHp8UP0YOy3vqnK9qxIHVCcW49g3jkaOr9I8hJIkdYumjKwtaULMO6kOC0JJklpvz+i+ETGLYnTfq9ock9TpzDupjmndZXQcxtXVps2qHmPV44Pqx1j1+JptOny9VY+x6vFB9WOsdHzNHlmbin+9parHWPX4oPoxVjq+SeRdVb6eqsQB1YnFOPbWUBzTelAZSZIkSdLk2WVUkiRJkrqUBaEkSZIkdamOKAgj4kUR8eOIuD0iLqizfXZEfK7cfkNErGhhbIdFxPURcWtE/DAi3lBnn7UR8YuIWF9+/FWr4quJYWNE3FK+/z5D10bh/eU13BARz2hhbEfUXJv1EfFwRLxxxD4tv4YR8fGIeCAiflCz7uCIuCYiflJ+PmiUY19Z7vOTiHjlVMc6Fcy7psRp3k08LvPOvGs0zsrmXfn+lcu9bsy7/eXaFL5v3Twa7/WegnhmRMT3I+LqcvkJ5e+W28vfNbNaEMPCiLgiIn4UEbdFxHHtuB4R8b/L78kPIuIzETGnVddjIjk4qd9hmTmtPygeCr4DeCIwC7gZOGrEPv8L+HD5+mXA51oY3yHAM8rXC4D/Vye+tcDVbb6OG4HFY2w/EfhXIIBjgRva+P2+Dzi83dcQeB7wDOAHNesuAi4oX18AvKvOcQcDd5afDypfH9TO7/8kvw/mXeNxmncTj8W8M+8ajXNa5F3N97ztuddteTeeXJvC966bR+O53lMUz/8BPj388wZcDrysfP1h4E9aEMNlwGvK17OAha2+HsAy4KfA3JrrcHarrsdEcnAyv8M6oYXw2cDtmXlnZj4KfBY4ZcQ+p1D8MAFcATw/IqIVwWXmvZn5vfL1duA2ih+q6eYU4BNZ+C9gYUQc0oY4ng/ckZl3teG995KZ/wn8fMTq2p+1y4BT6xz6QuCazPx5Zm4FrgFeNGWBTg3zrjXMuxHMO/OuBaqSd1CR3OvCvBtPrk2JMfJoPNe7qSJiOfBi4KPlcgAnUPxuaUkcEXEgRTH0MYDMfDQzt9GG60ExO8PciJgJPAa4lxZdjwnm4IR/h3VCQbgMuKdmeRP7/gHas09m7gJ+ASxqSXQ1yq47TwduqLP5uIi4OSL+NSKObmlghQS+FhE3RcQ5dbaP5zq3wsuAz4yyrd3XEGBpZt5bvr4PWFpnn6pcy0aYd81h3jWHeVdnH/NuVNMl76DaudfJeVeJuEfk0Xiud7P9A3AeMFQuLwK2lb9boDXX5QnAg8ClZdfVj0bEPFp8PTJzM/Ae4G6KQvAXwE20/nrUGu0aTPjnt9PnIayMiJgPrAPemJkPj9j8PYruIP0RcSLwJeDJLQ7xuZm5OSIeC1wTET8q/xtRGWW/7JOBN9fZXIVruJfMzIhwXpc2Mu8aZ95posy75phOuWfeNd/IPKpt6G/F9Y6Ik4AHMvOmiFg7le+1HzMpukq+PjNviIiLKbpH7tGi63EQRcvbE4BtwOepUGt3o9egE1oINwOH1SwvL9fV3ads5j0Q2NKS6Ir37KVI6k9l5hdGbs/MhzOzv3z9VaA3Iha3Kr7yfTeXnx8AvkjRXaLWeK7zVPsd4HuZef/IDVW4hqX7h5vly88P1NmnCteyUeZdE5h3TWPe1dnHvKtvmuQdVD/3Ojnv2hr3KHk0nuvdTMcDJ0fERoousycAF1N0PxxuUGrFddkEbMrM4d4GV1AUiK2+Hr8F/DQzH8zMQeALFNeo1dej1mjXYMI/v51QEH4XeHI5ys8siu4VV43Y5ypgeGSr04HrMrMl/8kq+1t/DLgtM987yj6PG37GIyKeTfF9aeUf8HkRsWD4NfAC4AcjdrsKeEU5ctGxwC9qmqlb5eWM0nWm3dewRu3P2iuBK+vs8+/ACyLioPI/Ti8o100n5l3jMZp3zWPe/Yp5N3aM0yXvoPq518l5N55cmxJj5NF4rnfTZOabM3N5Zq6g+Pqvy8wzgespfre0Ko77gHsi4ohy1fOBW2nx9aDoKnpsRDym/B4Nx9HS6zHCaNdg4r/DsgUjFE31B8VoOv+PYkSovyjXvR04uXw9h6Jp93bgv4EntjC251I8r7ABWF9+nAi8Fnhtuc+fAj+kGMXqv4Bfb/H1e2L53jeXcQxfw9oYA/hgeY1vAda0OMZ5FH/sDqxZ19ZrSPGH+l5gkOI/WK+m6F9/LfAT4D+Ag8t91wAfrTn2D8ufx9uBV7XyWjbx6zfvGovRvJtcTOadeddIjJXPuzKGSuVeN+ZdvVxr0fuOlkd1r3eLYlrLr0YZfWL5u+X28nfN7Ba8/2rgxvKafIlixNqWXw/gbcCPKP6J9ElgdquuxwRzcMK/w6I8UJIkSZLUZTqhy6gkSZIkaRIsCCVJkiSpS1kQSpIkSVKXsiCUJEmSpC5lQShJkiRJXcqCsAtExMKI+F/l60Mj4op2xyR1A3NPkiRVndNOdIGIWEExf8wxbQ5F6irmniRJqrqZ7Q5ALXEh8KSIWE8xeeWvZeYxEXE2cCrFBLhPBt4DzALOAgaAEzPz5xHxJIoJLpcAvwT+KDN/1PovQ5p2zD2pDSLi8cCtFBO77253PJJUZXYZ7Q4XAHdk5mrg3BHbjgF+F3gW8LfALzPz6cB3gFeU+1wCvD4znwn8OfChlkQtTX/mntQiEbExIn4LIDPvzsz5FoOStH+2EOr6zNwObI+IXwBfLtffAqyKiPnArwOfj4jhY2a3Pkyp45h7kqRpJyJmZuauqp5PE2cLoQZqXg/VLA9R/MOgB9iWmatrPn6t1UFKHcjck5okIj4JPB74ckT0R8R5EZERMbPc3hcR74iIb5fbvxwRiyLiUxHxcER8t3zmd/h8R0bENRHx84j4cUSc0Z6vTGqdspX9zRFxa0RsjYhLI2JORKyNiE0RcX5E3AdcWu7/RxFxe5knV0XEoTXnekGZO7+IiA9FxNcj4jXltrMj4lsR8b6I2AL8Tbn+DyPitvK9/z0iDi/XR7nvA2W+3hIRx5TbTizj3R4RmyPiz1t82TqCBWF32A4smMyBmfkw8NOIeCnsScqnNTM4qYOZe1ILZOZZwN3ASzJzPnB5nd1eRvGc7jLgSRTdsy8FDgZuA/4aICLmAdcAnwYeWx73oYg4aoq/DKkKzgReSJEjTwHeWq5/HEWuHA6cExEnAO8EzgAOAe4CPgsQEYuBK4A3A4uAH1P0eKn1HOBOYCnwtxFxCvAWikcplgDfAD5T7vsC4HllPAeW77ml3PYx4I8zcwHFoxjXNeEadB0Lwi6QmVuAb0XED4B3T+IUZwKvjoibgR8CpzQzPqlTmXtSpVyamXdk5i+Af6V4vvc/yq5qnweeXu53ErAxMy/NzF2Z+X1gHfDS9oQttdQHMvOezPw5xfPtLy/XDwF/nZkDmbmD4u/TxzPze5k5QFH8HVe2tJ8I/DAzv1Dm1/uB+0a8z88y8x/LHNsBvBZ4Z2beVh7zd8DqspVwkOKfq0dSzJBwW2beW55nEDgqIg7IzK2Z+b0puSodzmcIu0Rm/n6ddf8C/EvN8op62zLzp8CLpjZCqTOZe1Jl3F/zeked5fnl68OB50TEtprtM4FPTm14UiXcU/P6LmC4G+iDmbmzZtuhwJ7iKzP7y+6fy8pt99Rsy4jYNMb7QJF3F0fE39esC2BZZl4XER+gGHX78Ij4AvDnZU+a0yhaMS+MiA3ABZn5nYl9ybKFUJIkdYJmTax8D/D1zFxY8zE/M/+kSeeXquywmtePB35Wvh6ZXz+jKOKAPV2tFwGbgXuB5TXbonZ5lPPdQ9H1szbv5mbmtwEy8/3liNtHUXQdPbdc/93MPIWie/eXqN9dXPthQShJkjrB/cATm3Ceq4GnRMRZEdFbfjwrIhzUSd3gdRGxPCIOBv4C+Nwo+30GeFVErI6I2RRdPG/IzI3AV4CnRsSp5cBOr6N4BnEsHwbeHBFHA0TEgTXP0D8rIp4TEb3AI8BOYCgiZkXEmRFxYGYOAg9TdG3VBFkQSpKkTvBO4K1lV8/TJ3uScjqYF1AMJvMzimef3oXTvqg7fBr4GsWAL3cA76i3U2b+B/CXFM/X3ksxCM3Lym0PUTxzexHF4C9HATey9+jaI8/3RYo8+2xEPAz8APidcvMBwEeArRTdWLfwq+fyzwI2lse8luLZRk1QZDarh4UkSZKk6SgiNgKvKYu9Zp63B9gEnJmZ1zfz3GoOWwglSZIkNU1EvDAiFpbdSd9CMUDMf7U5LI3CglCSJElSMx1H0eX0IeAlwKnl9BKqILuMSpIkSVKXsoVQkiRJkrrUtJ6YfvHixblixYp2hyHt10033fRQZi5pdxzNYN5puujEvHvkkUeYN29eu8Opy9gmp9Ni66S8W7hwYa5cubLdYVTqZ6QqsRjH3hrNu2ldEK5YsYIbb7yx3WFI+xURd7U7hmYx7zRddGLe9fX1sXbt2naHU5exTU6nxdZJebd06dJK/L2r0s9IVWIxjr01mnd2GZUkSZKkLmVBKDVoS/8AN9+zjS39o863KqnJzDtJkppjWncZldrtyvWbOX/dBnp7ehgcGuKi01Zx8upl7Q5L6mjmnSRJzWMLoTRJW/oHOH/dBnYODrF9YBc7B4c4b90GWyykKWTeSZLUXBaE0iRt2rqD3p69U6i3p4dNW513VZoq5p0kSc1ll1FpkpYfNJfBoaG91g0ODbH8oLltikjqfOZd86244Ctjbt944YtbFInUuIiYA/wnMJviPveKzPzriHgC8FlgEXATcFZmPtqOGM05VY0thNIkLZo/m4tOW8Wc3h4WzJ7JnN4eLjptFYvmz253aFLHMu8k7ccAcEJmPg1YDbwoIo4F3gW8LzNXAluBV7cxRqlSbCGUGnDy6mUcv3Ixm7buYPlBc70plVrAvJM0msxMoL9c7C0/EjgB+P1y/WXA3wD/1Or4pCqyIJQatGj+bG9IpRYz7ySNJiJmUHQLXQl8ELgD2JaZu8pdNgEOTSyVLAglSZLUMTJzN7A6IhYCXwSOHO+xEXEOcA7AkiVL6Ovra3p8b3rqrjG3j3zP/v7+KYljMqoSi3E0lwWhJEmSOk5mbouI64HjgIURMbNsJVwObB7lmEuASwCOOOKIXLt2bdPjOnt/g8qcufd79vX1MRVxTEZVYjGO5nJQGUmSJHWEiFhStgwSEXOB3wZuA64HTi93eyVwZXsilKrHFkJJkjrc/oa5lzrIIcBl5XOEPcDlmXl1RNwKfDYi3gF8H/hYO4OUqsSCUJKkKTAd5kOTOk1mbgCeXmf9ncCzWx+RVH12GZUkaWo4H5okqfIsCCVJmgJZGG0+tCvK9ZcBp7YhPEmSALuMSpI0ZRqZD612+PulS5fS19c36SHO9zfM/VjG+35VHn7d2CanyrFJah4LQkmSpkgj86HVDn+/Zs2aXLt27aSHON/fMPdjGTkE/miqPPy6sU1OlWOT1Dx2GZUk/f/s3Xt8nGWd9/HPd5I0jRTa0tYKDVCgWLaUUtwquEW24rPKSdAFeWS7CoriPosrrtVST4uurlZc9MHD4lPk6CKIVC0HdWWBgCeQg6VQYKVgkRQEjS0QLGmS+T1/3HfCJM1hcpiZezLf9+s1r8x9mvwyya+9r7mu63dZiUXENpKy973roaWHBl0PzczMrBzcIDQzMysBr4dmZmbVwENGzczMSsProZmZWea5QWhVoa29g9at22me3sSMKY2VDsesJjjvxsbroZmZWTVwg9Ayb936LZyzdgMNuRyd+TznnbSIExYPWJTPzMaJ887MzKw2eA6hZVpbewfnrN3Ai515nu/o4sXOPCvXbqCtvaPSoZlNWM47MzOz2uEGoWVa69btNOT6/pk25HK0bt1eoYjMJj7nnZmZWe1wg9AyrXl6E535fJ99nfk8zdObKhSR2cTnvDMzM6sdbhBaps2Y0sh5Jy1ickOOXRvrmdyQ47yTFrnAhVkJOe/MzMxqh4vKWOadsHgOS+fNdLVDszJy3pmZmdUGNwitKsyY0ugbUrMyc96ZmZlNfB4yamZmZmZmVqPcIDQzMzMzM6tRbhCamZmZmZnVKDcIzczMzMzMapQbhGZmZmZmZjXKDUIzMzMzM7Ma5QahmZmZdhTYLwAAIABJREFUmZlZjXKD0MzMzMzMrEZ5YXqzjJF0PRCDHY+IE8oYjpmZmRVp7qobx/01VhzcxekF+zavPm7M38OsUMl6CCVdIukZSQ8U7Ntd0k2SHkm/Tk/3S9JXJG2StEHSq0oVl1kV+HfgfOC3wHbgovTRDjw61IXOOzMzMzMbiVIOGb0MOLrfvlXAzRFxAHBzug1wDHBA+jgTuLCEcZllWkTcFhG3AUsj4n9HxPXp4++A1w1z+WU478zMzMysSCVrEEbE7cCf+u0+Ebg8fX458JaC/VdE4g5gmqQ9ShWbWZXYRdJ+PRuS9gV2GeoC552ZmZmZjUS55xDOjoin0ue/B2anz+cATxSc15rue4p+JJ1J0pvB3nvvXbpIrSLa2jto3bqd5ulNzJjSWOlwKu2fgRZJjwEC9iH92x8h550NyXlnZmZWuypWVCYiQtKghTOGuG4NsAZgyZIlI77esmvd+i2cs3YDDbkcnfk85520iBMWz6l0WBUhKQc8RzKc88B098MR0TGW13XeWX/OOzMzs9pW7mUnnu4ZkpZ+fSbdvwXYq+C85nSf1Yi29g7OWbuBFzvzPN/RxYudeVau3UBb+5jaP1UrIvLA1yOiIyLuSx+jfTOcdzYg552ZmZmVu0F4HXBa+vw0YF3B/nemVQ8PB54tGOJmNaB163Yacn3/HBtyOVq3bq9QRJlws6STJGmMr+O8swE578zMzKxkQ0YlXQUsA2ZKagXOBVYD10g6A3gcOCU9/YfAscAm4M/Au0oVl2VT8/QmOvP5Pvs683mapzdVKKJMeB/wIaBL0osk8wgjInYb7ALnnY2E887MzMxK1iCMiFMHOfSGAc4N4KxSxWLZN2NKI+edtIiV/eYy1XKBi4jYdRTXOO+saM47M5toJO0FXEFSQC2ANRFxgaTdge8Ac4HNwCkRsbVScZplScWKytjEM9ZKhScsnsPSeTNd7bBAuoj8AcDknn3p0hJmgPPOzKyfLmBFRNwraVfgHkk3AaeTrMm7WtIqkjV5z6lgnGaZ4QahjYvxqlQ4Y0qjb0hTkt4DnE1S7GU9cDjwS+CoSsZl2eG8MzPrK50L/1T6/HlJD5EsqXQiyZQKSNbkbcENQjNgmAZh2r0+qIjovwC21aDCSoUvksxHWrl2A0vnzfRN5ticDbwauCMiXi/pQOBzFY7JMsJ5Z2Y2NElzgUOBOxl8Td7+1/Suuztr1ixaWlpG9D1XHNw1umCHMLup7+uONKbx1N7eXtHv7zhKY7gewntIxl8L2BvYmj6fBvwO2Lek0VlV6KlU2HNTCi9VKvSN6Zi8GBEvSkJSY0Q8LGl+pYOybHDeWaG5q26sdAhmmSJpCrAW+GBEPFdYsHuoNXkL192dP39+LFu2bETf9/QS5OKKg7s4//6Xbtk3L1827t+jWC0tLYz0PXEc2TfkshMRsW9E7Af8N/DmiJgZETOA44GflCNAyz5XKiyZVknTgB8AN0laR1Il1Mx5VwUk7SXpVkkPStoo6ex0/+6SbpL0SPp1eqVjNZtIJDWQNAavjIjvpbsHW5PXrOYVuw7h4RHxw56NiPgR8FelCcmqTU+lwskNOXZtrGdyQ86VCsdBRLw1IrZFxKeATwIXA2+pbFSWFc67qtBT3GIByRzgsyQtIClmcXNEHADcnG6b2ThI1+69GHgoIr5UcGiwNXnNal6xRWWelPQJ4D/T7eXAk6UJyaqRKxWOP0mfAW4HfhERt1U6Hsse5122ubiFWUUsBd4B3C9pfbrvYwy+Ju+ENNww8s2rjytTJFYNim0QnkqywPX3SeYU3p7uM+vlSoXj7jGSPPuKpOeBnwK3R4Q/1bRezrvqMNbiFrNnz6alpWXQAgalKGTRo9iCCVkuruDYRifLsQ0mIn5GUu9iIDutyWtmRTQIJdUBH4uIs8sQj5mlIuJS4FJJryD5JPPDJDeHI16w3swqZzyKWyxZsiSWLVs2aAGDUhSy6FFsAYssF1dwbKOT5djMbPwMO4cwIrqBI8oQi5kVkPRNSb8ALiT58OZkwMUnzKqIi1uYmVnWFTtk9NeSrgO+C7zQs7PgPzercm3tHZ6HlD0zgDpgG/An4I8RUbpxYVZ2zruJrYjiFqtxcQszM6uwYhuEk4E24KiCfQG4QTgBrFu/hXPWbqAhl6Mzn+e8kxZxwuI5lQ6r5kXEWwEk/QXwJuBWSXUR0VzZyGw8OO9qgotbmJlZ5hXVIIyId5U6EKuMtvYOzlm7gRc7870LXK9cu4Gl82a6x6LCJB0PvA44EpgG3EJSWMaqnPOuNri4hZmZVYOiGoSSJgNnAAeR9BYCEBHvLlFcVmI9Q9We3d5JQy7Xe1MK0JDL0bp1u29MK+9okgbgBRHhZV4mAOedmZmZZU2xQ0a/BTxMMmztX0nWIXyoVEFZaRUOVdvRnac7n+9zvDOfp3l6U4Wisx4R8X5J+wALSNYCbQLqI+L5Codmo+C8MzOrfsOt72dWjYptEM6LiLdJOjEiLpf0bTx0rSoNNFStoU401sOkurreuUzupag8Se8lWWZid2B/oBn4Bh5qVnWcd1bNvMC1mdnEVmyDsDP9uk3SQpKFdF9empCslFq3bt9pqNrk+jq+vvxQpjZNcrXDbDkLeA3JQtZExCOSnHdVyHlnZmZmWVVsg3CNpOnAJ0nKZU9Jn1uVaZ7eROcAQ9UO2nOqb0izpyMidvQsYi2pnqS6r1UZ552ZmZllVbFVRr+ZPr0N2K904VipzZjSyHknLWJlv3L3vinNpNskfQxokvQ3wD8C11c4JhsF551NZD1DSlcc3MXpAwwv9ZBSM7NsK7bK6KPAHSTzBn8aERtLGpWV1AmL57B03kwviJ19q0iq+94PvA/4IfDNIa+wzHLemZmZWRYVO2R0AXAYyZpoX5Q0H9jQs3C2VYeekvc9N6O+Ic0uSXXAFRGxHLio0vHY6DnvzMzMLMuKbRB2kxSW6QbywDPpw6pEYcn7nuFqJyyeU+mwbBAR0S1pH0mTImJHpeOx0XHemZmZWdYV2yB8jmTY2peAiyKirXQh2XgbqOT9R669j2kva+gtatG/F8My4THg55KuA17o2RkRX6pcSFYs552ZmZlVg2IbhKcCR5AUtXiPpF8At0fEzSWLzMbNQCXvO7qCf/jPe8lHcMpfNnPNPa3uxcieR9NHDti1wrHYCDnvzMzMrBoUW2V0HbBO0oHAMcAHgZVAUwljs3EyUMl7gD/v6Abgijt+B9B747py7QaWzpvpHosKi4hPD3Vc0lcj4p/KFY+NjPPOzMzMqkGumJMkrZW0CbgAeBnwTmB6KQOz8dNT8n5yQ46XNdQNe35DLkfr1u1liMzGaGmlA7DBOe/MzMysGhQ7ZPTzwK8joruUwVjp9JS8v+inj/GN2x4b8tzOfJ7m6e78NRurnrzb+ORznHH5XXR2x6DnOu/MzMysEorqIQQeBD4qaQ2ApAMkHV+6sGyk2to7uO+JbbS1dwx53mW/2LzTvlOWNDO5IceujfVMbsh5wWyzIhWTdzOmNHLQnrsR0bcxKKCx3nlnZmZmlVVsD+GlwD3AX6XbW4DvAjeUIigbmWJL2w9U5GKXSXUsP2wfzjn6QFc7rD6qdAC1bCRLSrRu3U5TQz3Pd3T17pvSWM/Xl7+KqU0NzjszMzOrmGJ7CPePiPNI1iIkIv6Mb0YzobC0/fMdXbzYmWfl2g19eix6ejF2mVS3U5GL7ojem9FD9prWe1NabI+jlY6k/Yc55YKyBGI7GUnetbV3DFhgpjOf56A9d3PemZmZWUUV20O4Q1ITENB7o+o7lgwYqNevpzjFjCmNO/VinLKkmWvu7lvqvn/PhBfTzoxLJDUDdwE/JVnq5f6egxFxWaUCq3UjzbvzTlrEeSctYmW/fYW557yziWruqhuHPL559XFlisTMzAYybINQkoBvAD8G9pJ0JUl1w9NLG5oVY7Ceh+bpTQMujH3N3a3c8P4jeGFH94DD1Aa6xuXwKyMi/lrSJODVwDLgRklTImL3ykZmI827lWs38PNzjuLn5xw14NBs552ZmZlVyrBDRiOphPAR4G9JGoFXAUsioqWkkVlRCkvb9y9O0dOLUaghl+OFHd19hqkVGuwal8MvP0lHACuAjwPHkczZPauiQRkwurzr6T0cKPecd2ZmZlYpxQ4ZvRfYLyKGHvdh46atvaNPT0Jbewcbn3wWEAftuVufG8qe0vb9ex6G6sUYzGiusZJpISnm9HnghxGxo7LhTHzOOzMzM6s1xTYIDwOWS3oceIGkoExExKLRfFNJm4HngW6gKyKWSNod+A4wF9gMnBIRW0fz+tWuZy5RnURnd563HLon3//1k71rmNXn4EunLO4zv2jGlMadeh16ejGGmrfU32iusZKZSTI8+0jgA5LywC8j4pOjeTHn3dCcd2ZmVis8t9cKFdsgfFMJvvfrI+KPBdurgJsjYrWkVen2OSX4vplWOJeoxzV3b+lzTlcePnLtfUPOL+rp6Vg6b+ag85YGM1jPh5VXRGyT9BiwF9BMsuxLwxhf1nk3AOedmZmZ1aqiGoQR8XipAwFOJCmcAXA5yXC5mrsxbd26nToVs6KH2Pjksxz5ypfvdGQ8qhUO1PNh5ZU2Bh8GfgZcCLyrBMNGnXc478zMzKx2FbsO4XgL4CeS7pF0ZrpvdkQ8lT7/PTC7MqGV307rlXXnh72moyvPey6/i6/e/MhOa58Ntz6aVY15EXFsRHwuIn42Do1B510B552ZmZlZ8UNGx9sREbFF0suBmyQ9XHgwIkJSDHRheiN7JsDee+9d+khL7Mo7HufTNzzIpDrRlQ/OO2kR5775ID7+gweGvXZHN5x/02/46i2P8O9vO4QTFs8Zdn00qyrzJF1I0mhbKGkRcEJEfHaUr+e8SznvzMysWg03/89spCrSQxgRW9KvzwDfB14DPC1pD4D06zODXLsmIpZExJJZs2aVK+SSWHPbo3z8Bw+woytPe0d3b6/C0Qtfwb+9dSGT6ooZwgY7uoMPXbP+pZ4OVyucKC4CPgp0AkTEBuDto30x513CeWdmNrFJukTSM5IeKNi3u6SbJD2Sfp1eyRjNsqTsDUJJu0jatec58EbgAeA64LT0tNOAdeWOrVza2jv41LoH+NyPHt7pWF1OtG7dzvLD9uHcNx9EXcFvqE7QMMjNalceNj753JDro1nVeVlE/Krfvq7RvJDzznlnZlZDLgOO7revp4jaAcDN6baZUZkho7OB7ysp4FAPfDsifizpLuAaSWcAjwOnVCC2klu3fgsf+s56ugccmAc7upJehbb2Dv71hgcpnNZUX5fjX45fwKeuf4DO7oGuTl7U1QonjD9K2p/0FyvpZOCpoS8ZlPPOeWdmVhMi4nZJc/vtdhE1s0GUvUEYEY8Bhwywvw14Q7njKae29g4+8t37Br0pBXjP6/ZlxpRGvnLzI3R09R2CNqkux8I5U/nRB47k6At+Slf+pRdqqBMH7Tm1d9vVCieEs4A1wIGStgC/BZaP5oWcd847qwxJlwDHA89ExMJ0n9f/NCu/ooqoFc6ZnzVrFi0tLX2Orzh4VAN1xmR2U/m/b/+fu0d7e/ugx8rJcYyvShWVqTlt7R2c/5PfsGOou1LgpEObaWvv4Cs3/2anYzu68709D1865RA+cu0G6nKiOx988WQPT5uAtgCXArcCuwPPkQzr/NdKBlVNnHeWAZcBXwOuKNjn9T/NKmioImoRsYbkw1jmz58fy5Yt63P89AoUdFlxcBfn31/eW/bNy5cNuL+lpYX+70klOI7x5QZhGaxbv4WV127Yqeehv0l1Yv0T25jcUMdAp7576dzem08PT6sJ64BtwL3AkxWOpeo47ywLPHTNLDOelrRHRDw1VBE1s1rkBmGJbXr6eT7y3fuG7aGApGrhuddtZEfXgBOVeO3+M/tse3jahNccEf0nxVsRnHeWcSMeujZ79mxaWloGHZ5UiWFs/Y12WFs5hltleViXYyubniJqq5ngRdTMRsoNwhJat35LUTelDXWiMz3nhR0D35TmBAftudu4x2iZ9gtJB0fE/ZUOpJo476yaFDt0bcmSJbFs2bJBhydVYhhbf6Md1jbY0LTxlOVhXY5t/Em6iqQXfqakVuBckobghC+iZjYabhCWQFt7BxuffI4V16wfcAhajzrBOUcfyO67TOLc6zYOelMKyY2p1ZwjgNMl/RboAERy/7iosmFlk/POqoiHrpmVUEScOsihCV1EzWy03CAcZ+vWb+GctRvo7MoPWtWwPic+cdxf8OZD9mTGlEba2jv4+A+G7gRqaqindet2D1WrLcdUOoBq4byzKuOha2ZmlhluEI6jtvYOVl57Hx1dQw9V68oHO7rytG7dztYXdvDCjm7evXRfLrztsUGv6cwnlQ6tdkTE45WOoRo47yzLPHRteHOHGO66efVxZYzEzKw2uUE4jq6883fD3pT2+NyPHqaxPkdHV57GOoGUjAfsd94uk+rojuC8k1ze3mwgzjvLMg9dMzOzrHODcBz0zF36+q2bRnRdTzn8ju5g51vSpOjFhX//lxy0526+KTXrx3lnZmZWGoP13K84uKu3iJV78CcONwjHqGfuUg4Nu97ZSE2ur2NqU4NvSs36cd6ZmZmZjQ83CMdgJGudjYbnL5ntzHlnZmZmNn5ylQ6gWq1bv4U3fvn2AW9Kmxpy1OeSNQKK0VgnJjfkeOdr92ZyQ45dG+uZ3JDz/CWzfpx3ZmZmZuPLPYSjcPdv2zj76vWDHt/RHTQ11NHRlaerOwaYpZSoz8HV7z2chvo6mqc3MWNKI2e/4ZW0bt3eu21mCeedmZmZ2fhzg3CEzr7qXtbd99SQ53Tng/aOZLHrxvocb128J1ff3brTeZ8+YSFL9p3RZ9+MKY2+ITXrx3lnZmZmVhoeMjoC7/vWXcPelPY3qS7HqYftw7+9dSH1uZcGs9UJdp3s9rjZcJx3ZmZmZqXjBmGRPvn9DfzXxmdGfN2O7qRAxdEHvYK6gne7O2Dl2g20tXeMY5RmE4vzzszMzKy0/FH5EHrWOfvcjRt5+OkXRvUa73/9PGZMaeS+J7Yxqa6Ojq6u3mMNuRytW7d7qJpZAeedmZmZWfm4QTiIdeu38M9Xr2csK5w11ou/O2xvAJqnN9GZ7/tqLm9v1pfzzszMzKy8PGR0AG3tHZw9hpvSesHkhhxfPPmQ3l6IGVMaOe+kRS5vbzYI552ZmZlZ+bmHcABDlbYfTn1OXHL6qzloz912uuk8YfEcls6b6fL2ZgNw3pmZmZmVnxuEBTY9/TwX/+wxfrbpj6N+jU+feBBHvnLWoMdd3t6sL+edmZmZWeW4QZj6lx/czxV3/G5Mr7HLpDoW7jl1nCIym/icd2ZWSnNX3QjAioO7OD19Xmjz6uPKHZKZWeZ4DiFJD8VYb0oBuiNcrMKsSM47MzMzs8qr+R7CtvYOLrxt05heoyEHdXUuVmFWLOedmZmZWTbUdINw3fotfOia++jOx6hfo7E+x0XvXDJgMQsz25nzzszMzOYOMIy7kId0l0/NNgg3Pf38qKsaTqrL0VifozOf57yTFg1ZzMLMXuK8M7OR8A2jmVnp1WSD8Mo7HufjP3hgVNf29ExMbWpwCXuzEXDemZmZmWVPTTUI29o7+Mz1G/nBfU+N+jUkPEzNbAScd2ZmZmbZVTMNwnXrt4x6qFpDnZhUn6M7Hy5gYTYCzjszM7PaNNyQb8uOmmgQjmTe0uK9dmP9E8/1br/ztXtz9hteSevW7R6qZjYCzjszKzXfcJqZjd2EbxCuue1RPvejh4s6t6FOXHzaa9j6wg7WP7GNxXtNY97sXQF8Q2o2As47MzMzs+owYRuEbe0dfPDqX/PTTW1FX/OeI/ZlxpRGZkxp7L0hNbPiOe/MzMzMqsuEbBCuW7+Ff756PfkRXFMneM/r9itZTGYTnfPOzMysdpR6yPZQr7/i4C5OX3Wjl54ZJxOuQdjW3sHKa+8r+qa0qT5HnuCLJx/i4Wlmo+S8MzMzM6tOE65B2Lp1O3XKAd1DntdYn+Nf3ryAhXtOddEKszFy3pmZmZlVp0w1CCUdDVwA1AHfjIjVI32N5ulNdMfQ/RT/56/34z2v2883o2apseae887MzMysOmWmQSipDvg68DdAK3CXpOsi4sGRvM6MKY188eRD+NA16+kquD+tE9TlxLknHMTyw/YZz9DNqtp45J7zzsyq0VBzlIabmzTc/Klir++ZCzUSpZw3VfhzDRSb52xZlox1HmMxf8/FzGUc6/cYSwzjITMNQuA1wKaIeAxA0tXAicCIGoQAJyyew9J5M9n45HNAsOfUJl7Y0e0hamYDG5fcc96Zjcx4jIoxs5Fx3pntLEsNwjnAEwXbrcBh/U+SdCZwJsDee+896IvNmNLIka+cNc4hmk1Iw+ae885sfI3XqBgzK57zzmxguUoHMFIRsSYilkTEklmzfONpVg7OO7Nx19szHxE7gJ6eeTMrHeed2QAUEZWOAQBJrwU+FRFvSrc/ChARnx/imj8AjwMzgT+WI85RcGyjM9Fi2yciMtmSGmnuOe/GzLGNzkTLu5OBoyPiPen2O4DDIuL9Bef09swD84H/YeL9jsrFsY1OrefdQuCBsge6syz9jWQlFsfR1/yI2HW0F2dpyOhdwAGS9gW2AG8H/m6oC3r+wZF0d0QsKX2II+fYRsexldWIcs95NzaObXSyHFupRMQaYE3hviy/D45tdBxbthTmXVZ+/qzEAdmJxXHsHMdYrs9MgzAiuiS9H/gvkom+l0TExgqHZTbhOffMKmILsFfBdnO6z8xKx3lnNoDMNAgBIuKHwA8rHYdZrXHumZXdiEfFmNmYOe/MBpCpBuEYrBn+lIpxbKPj2LIvy++DYxsdx1YmY+iZz/L74NhGx7GVySjyLis/f1bigOzE4jj6GlMcmSkqY2ZmZmZmZuVVdctOmJmZmZmZ2fhwg9DMzMzMzKxGVXWDUNLRkv5H0iZJqyodT3+SNku6X9L6sZaDHYdYLpH0jKQHCvbtLukmSY+kX6dnKLZPSdqSvnfrJR1bgbj2knSrpAclbZR0dro/E+9bJWU595x3Y4rNeZdRWc45cN6NMTbnXQZVKuey9ruQVCfp15JuSLf3lXRn+r58R9KkMsQwTdK1kh6W9JCk11bi/ZD0z+nv5AFJV0maXK73YyT/rinxlTSmDZJeNdzrV22DUFId8HXgGGABcKqkBZWNakCvj4jFGVij5DLg6H77VgE3R8QBwM3pdiVcxs6xAXw5fe8Wp1Uwy60LWBERC4DDgbPSv7GsvG8VUSW557wb3mU476pCleQcOO+KcRnOu8yrcM5l7XdxNvBQwfYXSP5e5wFbgTPKEMMFwI8j4kDgkDSesr4fkuYAHwCWRMRCkqJEb6d878dlFP/v2jHAAenjTODC4V68ahuEwGuATRHxWETsAK4GTqxwTJkVEbcDf+q3+0Tg8vT55cBbyhpUapDYKi4inoqIe9Pnz5P8AzSHjLxvFeTcK5LzbuScdwNyzo2A827knHc7qVjOZel3IakZOA74Zrot4Cjg2nLFIWkqcCRwMUBE7IiIbVTmb7MeaJJUD7wMeIoyvR8j/HftROCKSNwBTJO0x1CvX80NwjnAEwXbrem+LAngJ5LukXRmpYMZwOyIeCp9/ntgdiWDGcD7067uSyo9TEXSXOBQ4E6y/76VWtZzz3k3Ns677Ml6zoHzbqycd9mSiZzLwO/i/wIrgXy6PQPYFhFd6XY53pd9gT8Al6ZDV78paRfK/H5ExBbg34HfkTQEnwXuofzvR6HB3oMR//1Wc4OwGhwREa8i6bo9S9KRlQ5oMJGsP5KlNUguBPYHFpMk3vmVCkTSFGAt8MGIeK7wWAbfN3PejYXzzkbLeTd6zjvbSaV/F5KOB56JiHtK+X2KUA+8CrgwIg4FXqDf8NAyvR/TSXre9gX2BHZh4OHfFTHW96CaG4RbgL0KtpvTfZmRfppARDwDfJ9kCEKWPN3ThZx+fabC8fSKiKcjojsi8sBFVOi9k9RA8g/ylRHxvXR3Zt+3Msl07jnvRs95l1mZzjlw3o2F8y6TKppzGfldLAVOkLSZZMjsUSRz+aalQyahPO9LK9AaEXem29eSNBDL/X78L+C3EfGHiOgEvkfyHpX7/Sg02Hsw4r/fam4Q3gUckFb3mUQysfO6CsfUS9IuknbteQ68EXhg6KvK7jrgtPT5acC6CsbSR7+xzm+lAu9dOlb+YuChiPhSwaHMvm9lktncc96NjfMuszKbc+C8GyvnXSZVLOey8ruIiI9GRHNEzCX5+W+JiOXArcDJZYzj98ATkuanu94APEj5/zZ/Bxwu6WXp76gnjrK+H/0M9h5cB7wzrTZ6OPBswdDSgUVE1T6AY4HfAI8CH690PP1i2w+4L31srHR8wFUkQ1E6ST5tOYNkLPjNwCPAfwO7Zyi2bwH3AxvSP+w9KhDXESTd7xuA9enj2Ky8bxX+e8pk7jnvxhyb8y6jj6zmXBqb825ssTnvMvioVM5l8XcBLANuSJ/vB/wK2AR8F2gsw/dfDNydvic/AKZX4v0APg08TPKhzbeAxnK9HyP5dw0QSZXcR9N/W5YM9/pKLzQzMzMzM7MaU81DRs3MzMzMzGwM3CA0MzMzMzOrUW4QmpmZmZmZ1Sg3CM3MzMzMzGqUG4RmZmZmZmY1yg3CGiBpmqR/TJ/vKenaSsdkVguce2ZmZpZ1XnaiBkiaS7J+zMIKh2JWU5x7ZmZmlnX1lQ7AymI1sL+k9SSLV/5FRCyUdDrwFmAX4ADg34FJwDuADuDYiPiTpP1JFricBfwZeG9EPFz+H8Os6jj3zCpA0t7Ag8DUiOiudDxmZlnmIaO1YRXwaEQsBj7S79hC4G+BVwP/Bvw5Ig4Ffgm8Mz1nDfBPEfGXwIeB/yhL1GbVz7lnViaSNkv6XwAR8buImOLGoJkESCNbAAAgAElEQVTZ8NxDaLdGxPPA85KeBa5P998PLJI0Bfgr4LuSeq5pLH+YZhOOc8/MzKqOpPqI6Mrq69nIuYfQOgqe5wu28yQfGOSAbRGxuODxF+UO0mwCcu6ZjRNJ3wL2Bq6X1C5ppaSQVJ8eb5H0WUm/SI9fL2mGpCslPSfprnTOb8/rHSjpJkl/kvQ/kk6pzE9mVj5pL/tHJT0oaaukSyVNlrRMUqukcyT9Hrg0Pf+9kjaleXKdpD0LXuuNae48K+k/JN0m6T3psdMl/VzSlyW1AZ9K979b0kPp9/4vSfuk+5We+0yar/dLWpgeOzaN93lJWyR9uMxv24TgBmFteB7YdTQXRsRzwG8lvQ16k/KQ8QzObAJz7pmVQUS8A/gd8OaImAJcM8BpbyeZpzsH2J9kePalwO7AQ8C5AJJ2AW4Cvg28PL3uPyQtKPGPYZYFy4E3keTIK4FPpPtfQZIr+wBnSjoK+DxwCrAH8DhwNYCkmcC1wEeBGcD/kIx4KXQY8BgwG/g3SScCHyOZSjEL+ClwVXruG4Ej03impt+zLT12MfC+iNiVZCrGLePwHtQcNwhrQES0AT+X9ADwxVG8xHLgDEn3ARuBE8czPrOJyrlnlimXRsSjEfEs8COS+b3/nQ5V+y5waHre8cDmiLg0Iroi4tfAWuBtlQnbrKy+FhFPRMSfSOa3n5ruzwPnRkRHRGwn+f/pkoi4NyI6SBp/r0172o8FNkbE99L8+grw+37f58mI+GqaY9uBfwA+HxEPpdd8Dlic9hJ2kny4eiDJCgkPRcRT6et0Agsk7RYRWyPi3pK8KxOc5xDWiIj4uwH2XQZcVrA9d6BjEfFb4OjSRmg2MTn3zDLj6YLn2wfYnpI+3wc4TNK2guP1wLdKG55ZJjxR8PxxoGcY6B8i4sWCY3sCvY2viGhPh3/OSY89UXAsJLUO8X0gybsLJJ1fsE/AnIi4RdLXSKpu7yPpe8CH05E0J5H0Yq6WtAFYFRG/HNmPbO4hNDMzs4lgvBZWfgK4LSKmFTymRMT/GafXN8uyvQqe7w08mT7vn19PkjTigN6h1jOALcBTQHPBMRVuD/J6T5AM/SzMu6aI+AVARHwlrbi9gGTo6EfS/XdFxIkkw7t/wMDDxW0YbhCamZnZRPA0sN84vM4NwCslvUNSQ/p4tSQXdbJacJakZkm7Ax8HvjPIeVcB75K0WFIjyRDPOyNiM3AjcLCkt6SFnc4imYM4lG8AH5V0EICkqQVz6F8t6TBJDcALwItAXtIkScslTY2ITuA5kqGtNkJuEJqZmdlE8HngE+lQz5NH+yLpcjBvJCkm8yTJ3Kcv4GVfrDZ8G/gJScGXR4HPDnRSRPw38EmS+bVPkRSheXt67I8kc27PIyn+sgC4m77Vtfu/3vdJ8uxqSc8BDwDHpId3Ay4CtpIMY23jpXn57wA2p9f8A8ncRhshRYzXCAszMzMzM6tGkjYD70kbe+P5ujmgFVgeEbeO52vb+HAPoZmZmZmZjRtJb5I0LR1O+jGSAjF3VDgsG4QbhGZmZmZmNp5eSzLk9I/Am4G3pMtLWAZ5yKiZmZmZmVmNcg+hmZmZmZlZjarqhelnzpwZc+fOrXQYZsO65557/hgRsyodx3hw3lm1mMh598ILL7DLLrtULqBBZDEux1S88YhrIuXdtGnTYt68eZUOI1N/L1mJxXH0Nda8q+oG4dy5c7n77rsrHYbZsCQ9XukYxovzzqrFRM67lpYWli1bVrmABpHFuBxT8cYjromUd7Nnz87E/3dZ+nvJSiyOo6+x5l3JhoxKmizpV5Luk7RR0qfT/ftKulPSJknfkTQp3d+Ybm9Kj88tVWxmE5XzzszMzMxGopRzCDuAoyLiEGAxcLSkw0kWnfxyRMwjWWDyjPT8M4Ct6f4vp+eZZV5bewf3PbGNtvZB11stJ+ed1YSM5d2QJNVJ+rWkG9LtAT+gMTMzq4SSNQgj0Z5uNqSPAI4Crk33Xw68JX1+YrpNevwNklSq+MzGw7r1W1j6hVv4+2/eydIv3MJ167dUNB7nndWCrOVdEc4GHirYHuwDGjMzs7IraZXR9FPR9cAzwE0k65Fsi4iu9JRWYE76fA7wBEB6/FlgxgCveaakuyXd/Yc//KGU4ZsNqa29g3PWbuDFzjzPd3TxYmeelWs3VLzHwnlnE1lW824wkpqB44Bvptti8A9ozMzMyq6kDcKI6I6IxUAz8BrgwHF4zTURsSQilsyaNSGKWFmVat26nYZc3xRqyOVo3VrZdVeddzaRZTXvhvB/gZVAPt2eweAf0JiZmZVdWaqMRsQ2SbcCrwWmSapP/zNsBnrG+mwB9gJaJdUDU4G2csRnNhrN05vozOf77OvM52me3lShiPpy3tlElPW8KyTpeOCZiLhH0rJRXH8mcCYk1Q5bWlp6j7W3t/fZvn/Ls0O+1sFzpo70249K/7iywDEVL6tx1YK5q24c9NiKg7tYVr5QrAaVrEEoaRbQmd6UNgF/QzJv4lbgZOBq4DRgXXrJden2L9Pjt0RElCo+s7GaMaWR805axMq1G2jI5ejM5znvpEXMmNJYsZicdzbRZTHvhrAUOEHSscBkYDfgAgb/gKaPiFgDrAFYsmRJFJY271/q/PQhbiYBNi9fNuTx8ZKVEuyFHFPxshqXmZVWKXsI9wAul1RHMjT1moi4QdKDwNWSPgv8Grg4Pf9i4FuSNgF/At5ewtjMxsUJi+ewdN5MWrdup3l6UxZuSp13NuFlMO8GFBEfBT4KkPYQfjgilkv6LgN/QGNmZlZ2JWsQRsQG4NAB9j9GMq+p//4XgbeVKh6zUpkxpTEzN6TOO6sVWcq7UTiHgT+gKZmhhqNtXn1cqb+9mZllWFnmEJqZmdWyiGgBWtLnA35AY2ZmVgklrTJqZmZmZmZm2eUGoZmZmZmZWY1yg9DMzMzMzKxGuUFoZmZmZhOCpL0k3SrpQUkbJZ2d7t9d0k2SHkm/Tq90rGZZ4QahmZmZmU0UXcCKiFgAHA6cJWkBsAq4OSIOAG5Ot80MNwjNzMzMbIKIiKci4t70+fPAQ8Ac4ETg8vS0y4G3VCZCs+zxshNmZmZmNuFImkuyNu+dwOyIeCo99Htg9iDXnAmcCTBr1ixaWlpKHifAioO7Bj02u4myxTGc9vb2TMTiOMaXG4RmZmZmNqFImgKsBT4YEc9J6j0WESEpBrouItYAawDmz58fy5YtK0O0cPqqGwc9tuLgLk4pUxzDaWlpoVzvieMoHw8ZNTMzM7MJQ1IDSWPwyoj4Xrr7aUl7pMf3AJ6pVHxmWeMGoZmZmZlNCEq6Ai8GHoqILxUcug44LX1+GrCu3LGZZZWHjJqZmZnZRLEUeAdwv6T16b6PAauBaySdATwOnFKh+Mwyxw1CMzMzM5sQIuJngAY5/IZyxmJWLdwgNDMzMzMroblDFI0xqzTPITQzMzMzM6tRbhCamZmZmZnVKDcIzczMzMzMapQbhGZmZmZmZjXKRWXMzMzMzEbJBWOs2rmH0MzMzMzMrEa5QWhmZmZmZlaj3CA0MzMzMzOrUW4QmpmZmZmZ1Sg3CM3MzMzMzGqUG4RmZmYlIGmypF9Juk/SRkmfTvfvK+lOSZskfUfSpErHamZmtcsNQjMzs9LoAI6KiEOAxcDRkg4HvgB8OSLmAVuBMyoYo5mZ1Tg3CM3MzEogEu3pZkP6COAo4Np0/+XAWyoQnpmZGeCF6c3MzEpGUh1wDzAP+DrwKLAtIrrSU1qBOYNceyZwJsDs2bNpaWnpPdbe3t5ne8XBXYzWV69cN+Txg+dMLfq1+seVBY6peFmNy8xKyw1Cs4yRdD1JL8KAIuKEMoZjZmMQEd3AYknTgO8DB47g2jXAGoAlS5bEsmXLeo+1tLRQuH36qhvHJ+ABbF6+bNhzevSPKwscU/GyGpeZlZYbhGbZ8+/p178FXgH8Z7p9KvB0RSIyszGJiG2SbgVeC0yTVJ/2EjYDWyobnZmZ1TI3CM0yJiJuA5B0fkQsKTh0vaS7KxSWmY2QpFlAZ9oYbAL+hqSgzK3AycDVwGnA0GM2zazmzR1mFMDm1ceVKRKbiFxUxiy7dpG0X8+GpH2BXSoYj5mNzB7ArZI2AHcBN0XEDcA5wIckbQJmABdXMEYzM6txJWsQStpL0q2SHkzXXzo73b+7pJskPZJ+nZ7ul6SvpOsybZD0qlLFZlYl/hlokdQi6TaSXoWzh7rAeWeWHRGxISIOjYhFEbEwIv413f9YRLwmIuZFxNsioqPSsZpNJJIukfSMpAcK9n1K0hZJ69PHsZWM0SxLStlD2AWsiIgFwOHAWZIWAKuAmyPiAODmdBvgGOCA9HEmcGEJYzPLNEk54DmSfDgb+AAwPyJ+MsylzjszM6t1lwFHD7D/yxGxOH38sMwxmWVWyRqEEfFURNybPn8eeIiktPaJJOsuQd/1l04ErkjXbbqDZNL9HqWKzyzLIiIPfD0iOiLivvQxbC+C887MzGpdRNwO/KnScZhVi7IUlZE0FzgUuBOYHRFPpYd+D8xOn88Bnii4rGdtpqcK9vVZl2nvvfcuWcxmGXCzpJOA70XEoMtQDMZ5Z2Zm1sf7Jb0TuJtkNM3W/icU/n83a9asotZlHMs6oMWY3TT89yjX+pFZWavScYyvkjcIJU0B1gIfjIjnJPUei4iQNKIb3f7rMo1nrGYZ8z7gQ0CXpBcBkaTNbsNd6LwzMzPr40LgMyTr/H4GOB94d/+TCv+/mz9/fhSzLmMp1wGFpDF4/v1D37KPZL3QscjKWpWOY3yVtMqopAaSm9IrI+J76e6ne4akpV+fSfdvAfYquNxrM1lNi4hdIyIXEZMiYrd0u5jGoPPOzMysQEQ8HRHd6ZSMi4DXVDoms6woZZVRkZTSfigivlRw6DqSdZeg7/pL1wHvTKseHg48WzDEzawmSZou6TWSjux5DHO+887MzKyffvPj3wo8MNi5ZrWmlENGlwLvAO6XtD7d9zFgNXCNpDOAx4FT0mM/BI4FNgF/Bt5VwtjMMk/Se0gqjDYD60mqhv4SOGqIy5x3ZmZW0yRdBSwDZkpqBc4FlklaTDJkdDPJtAwzY5gGoaTdhzoeEYNWcIqIn5HMeRrIGwY4P4Czhvp+ZjXmbODVwB0R8XpJBwKfG+oC552ZmdW6iDh1gN0Xlz0QsyoxXA/hPSSfpAjYG9iaPp8G/A7Yt6TRmdW2FyPiRUlIaoyIhyXNr3RQZmZmli1zhylss3n1cWWKxKrRkA3CiNgXQNJFwPd7FvGUdAwvrWNmZqXRKmka8APgJklbSYZ7mpmZmZmNi2LnEB4eEe/t2YiIH0k6r0QxmRkQEW9Nn35K0q3AVODHFQzJzMzMzCaYYhuET0r6BPCf6fZy4MnShGRmAJI+A9wO/CIibqt0PGZmZmY28RS77MSpwCzg+8D30ucDTdg1s/HzGEme3S3pV5LOl3RipYMyMzMzs4lj2B5CSXXAxyLi7DLEY2apiLgUuFTSK0iWifgwcCawa0UDMzMzM7MJY9gGYUR0SzqiHMGY2UskfRNYADwN/BQ4Gbi3okGZmZmZ2YRS7BzCX0u6Dvgu8ELPzoj4XkmiMjOAGUAdsA34E/DHiOiqbEhmZmZmNpEU2yCcDLQBRxXsC5L5hGZWAj1VRiX9BfAm4FZJdRHRXNnIzMzMzGyiKKpBGBHvKnUgZtaXpOOB1wFHAtOAW0iGjpqZmZmZjYuiGoSSJgNnAAeR9BYCEBHvLlFcZgZHkzQAL4gIL/NiZmZmZuOu2GUnvgW8gmTY2m1AM/B8qYIyM4iI9wN3kBSWQVKTJFcYNTMzM7NxU+wcwnkR8TZJJ0bE5ZK+jYeumZWUpPeSLDOxO7A/yQcx3wDeUMm4zMzMrLrMXXXjkMc3rz6uqOtXHNzF6QO81nDXW7YV20PYmX7dJmkhMBV4eWlCMrPUWcBS4DmAiHgE552ZmZmZjaNiG4RrJE0HPglcBzwIfKFkUZkZQEdE7OjZkFRPUt3XzKqApL0k3SrpQUkbJZ2d7t9d0k2SHkm/Tq90rGZmVruKahBGxDcjYmtE3BYR+0XEyyPi/5U6OLMad5ukjwFNkv6GZB3Q6ysck5kVrwtYERELgMOBsyQtAFYBN0fEAcDN6baZmVlFFNUglPSopCsl/YOkg0odlJkByU3iH4D7gfcBPwQ+UdGIzKxoEfFURNybPn8eeAiYA5wIXJ6edjnwlspEaGZmVnxRmQXAYSRron1R0nxgQ8/C2WY2viTVAVdExHLgokrHY2ZjI2kucChwJzA7Ip5KD/0emD3INWeSFJZi9uzZtLS09B5rb2/vs73i4K7xDzpV+H2G0z+uLHBMxctqXGZWWsU2CLtJCst0A3ngmfRhZiUQEd2S9pE0qXAeoZlVH0lTgLXAByPiOUm9xyIiJA04Nzgi1gBrAJYsWRLLli3rPdbS0kLh9kBV/8bL5uXLhj2nR/+4ssAxFS+rcZlZaRXbIHyOZNjal4CLIqKtdCGZWeox4OeSrgNe6NkZEV+qXEhmNhKSGkgag1dGxPfS3U9L2iMinpK0B/6A1czMKqjYKqOnArcD/whcLenTkrwWmllpPQrcQJKnuxY8zKwKKOkKvBh4qN8HOdcBp6XPTwPWlTs2s4lM0iWSnpH0QME+V/c1G0RRPYQRsQ5YJ+lA4Bjgg8BKoKmEsdkItbV30Lp1O83Tm5gxpXGnYxuffA4IDtpz6k7HLXsi4tNDHZf01Yj4p3LFYwNz3tkQlgLvAO6XtD7d9zFgNXCNpDOAx4FTKhSf2UR1GfA14IqCfT3VfVdLWpVun1OB2Mwyp6gGoaS1wCEkPRa3A+8kmRhvGbFu/RbOWbuBhlyOznye805axAmL5/QeW3HNerryybkNdeL8tx3Se9yq1tJKB1DrnHc2lIj4GaBBDnuUjVmJRMTtaSGnQicCy9LnlwMtuEFoBhQ/h/DzwK8joruUwdjotLV3cM7aDbzYmedFkrvPlWs3sHTezOT5tff13pQCdHYHH7k2Oe4eC7PRcd6ZmVWVEVf3nTVrVlFVV0tZ5RdgdlPpv8dwP2fP9x8slnJXp81KRdysxDFWxTYIHwQ+KmnviDhT0gHA/Ii4oYSxWZFat26nIZfrvSkFqJNo3bo9fZ4jKRD7krpcctw3pmajM1De5RAbn3yOqU0Nzjszs4wqtrrv/Pnzo5iqq6Ws8gtJA+z8+4u9ZR+d4aoJ9/yMg8UykmrE4yErFXGzEsdYFVtU5lJgB/BX6fYW4LMlichGrHl6E535fJ99L+zo5oEnn6V5ehNd+Z07drvzQfN0TwGtcoMNRbMyGCjv/tzZzXuvuJsHnnyW7sjvdI3zzsysYp5Oq/ri6r5mfRXbINw/Is4jWYuQiPgzvhnNjBlTGvnkcQt22v+ZGx7kxw/8nuj3q2qoE188eZF7KTJO0v7DnHJBWQKxAc2Y0sh5Jy2isb5vfnV05fnMDQ9yYr+5gnU5552ZWQW5uq/ZIIrtf94hqQkI6L1R7ShZVDZiC+dMZUpjHe0dL/UG1kl8+oYH6ex+aVREQ5340Qdex7zZXr2gClwiqRm4C/gpcHtE3N9zMCIuq1Rgljhh8RymvayBf/jPe/nzjr6594P1T/Y5tz5H7/xCMzMrHUlXkRSQmSmpFTgXV/c1G9SwDcJ0HaVvAD8G9pJ0JUl1w9NLG5r1N1R5+2RoaN/h8J3deSbV59hRMPd3cn0dL+xwbaBqEBF/LWkS8GqS/9hulDQlInavbGS1Zai8Azhoz6nkY/jcm1RX5/mDZmZlEBGnDnLI1X3NBjDskNGICOAjwN+SNAKvApZEREtJI7M+1q3fwtIv3MLff/NOln7hFq5bv6XP8Z7ha5MbcuzaWM/khhznvvmgnRuJ+bznMFUJSUcAK4CPA8eRLFJ/VkWDqjHD5R0498zMzKy6FTtk9F5gv4gobRklG9BQ5e0LextOWDyHpfNm9unN2HVyPSv7rZPmHoqq0QLcQ7Lsyw8jYkdlw6ktxeYdOPfMzMysehXbIDwMWC7pceAFkoIyERGLShaZ9RqovH1DLsfGJ59latOkPkPZZkxp7HPTuXTeTNa84y8BcdCeu/mGtLrMJBmefSTwAUl54JcR8cnKhlUbRpJ30Df32to72GfGLtzw/iN4YUf3oMNNzczMzCqt2Abhm0b6wpIuAY4HnomIhem+3YHvAHOBzcApEbE1nad4AXAs8Gfg9Ii4d6Tfc6IaqLz9i11JeftJdXW9vQ8n9KtquG79Fs7p10PR/xzLrojYJukxYC+gmWTZl4ahrnHejZ/xzLtD9ppWztDNzMzMilZUgzAiHh/Fa18GfA24omDfKuDmiFgtaVW6fQ5wDHBA+jgMuDD9arw0R2nl2g3U5URnV9Cdz9MZ0NGVVK3oGcoGSc/GLpPqih7uZtmUNgYfBn5GkhPvKmLY6GU478aF884sMXeYRbc3rz6uTJGYmVkpFNtDOGIRcbukuf12n0hSLRHgcpI5Uuek+69IC9jcIWmapD0i4qlSxVcteiocLp03k08et4BPX7+ROokdfetV0JDLceWdv+M/WjbRkMvR0dVNLqedznGVw6oyL2KA1c2H4LwbH847MzOrJcN98GMTW8kahIOYXXCz+Xtgdvp8DvBEwXmt6b6dbkwlnQmcCbD33nuXLtIK6rkZfWDLs3zmxgdpyOXY0Z2nO5+nKw/pcpB97Oju5uu3bqKj66WeCbpd5bDKzZN0IUneLJS0CDghIj47wtdx3hXBeWdmZma1qNwNwl4REZJ2vsMa/ro1wBqAJUuWjPj6rOuZf1SfU+8i84VFLfp72aQ68hGctWwea25/jI6ul85trBMh0VjnKodV6iKSJV/+H0BEbJD0bWCkDcJezruBOe/MzMysVpW7Qfh0z5A0SXsAz6T7t5AUzujRnO6rKYVl7ovRWC++8fev4qA9pwLw9ZZNfY4rJ250lcNq9rKI+FVS+6VX12AnD8F5NwTnnZmZmdWyYRemH2fXAaelz08D1hXsf6cShwPP1sI8prb2Du57Yhtt7R3AS2XuB9NQJxrr1bv49RdPPoQjX/ny3nL3/RfHPu+kRcybvSuH7DXNN6XV6Y+S9icdqyjpZAYYzlkE510B552ZmZnZS0rWQyjpKpJCFjMltQLnAquBaySdATwOnJKe/kOS0vebSMrfv6tUcVVSzxyl5ulN/GzTH3tL0+/ozvP+18/jmIWv2KnMPcAuk+rojuC8kxbttPh1oYEWx7aqdhbJMM0DJW0BfgssH+oC593OnHdmpVVYjGLFwV2c3q84hauQmpllWymrjJ46yKE3DHBukNz8TliFa5Pt6O4mH9DZHb3zlM6/6Td87dZH+N+v3otr7m7tXcPsk8cvYOGeU3dafH4w/Remt6q2BbgUuBXYHXiOpIfvXwe7wHnXl/POzMzMbGgVKypTSwrnKA1VqKKjK7jm7lZu8PwjS6wDtgH3Ak9WOJaq47wzMzMzG54bhGXQM0dpqJvSHiJY/8Q2Xn/gy31Tas0RcXSlg6hWzjszMzOz4ZW7qExNap7exI7u7j77NMi52zuDT12/kaVfuIXr1tdcwUfr6xeSDq50ENWqeXrTTnMDnXdmZmZmfblBWEJt7R3c/ps/8NWbH6Gz32LVdbnBbk2hvaObFzvzrFy7obcSotWkI4B7JP2PpA2S7pe0odJBZV1P3v3y0TaW7j+jzzENnnbOOzMzM6tJHjJaIuvWb2HFNevpGmS0Wld++LW9G3I5Wrdu9xC22nVMpQOoNsPlXRFp57yzcSXpEuB44JmIWJju2x34DjAX2AycEhFbKxWjmZnVNjcIS6CtvYOV19436E1psTrzeZqnN/1/9u48vs66zP//652laW0LhbZWaCkFimWAQtFqQdApOCogAjOgA3YQHLDjfEVxBtlcBp3REXHF3SqL+kMQQSmijiIQGBeQxVIKhbFAoSl7KNBgmzbJ9fvjvlNO0yznJOec+8457+fjcdpz7i3Xfee+kvuTz1aeoGzUiYhHs45hNHHeWU5dBnwd+EHBsnOBGyPiAknnpp/PySA2M7OymNVnupm+Kj39TNZff7RzgbCM2js6ue/xF3j4mZfSqcSHr6UpmeDatRRmg3PeWZ5FxK2SZvVZfAzJfKEA3wdacYHQzMwy4gJhmSxdtpaP/OSebfoKFqtR0NLcQHdPcPqhe/LuBTP9UGo2BOedjVLTIuKJ9P2TwLQsgzGrJ5JWA+uBbqArIuZnG5FZ9lwgLINVT63nrJ8sH/ZDaXOj+NWH3ug50MxK4LyzWhARIanfm1jSYmAxwLRp02htbd2yrqOjY6vPZ87tqmicxZo2bttYvnb50kH3mTt9+0qGtM21yoM8xgT5jasCDo2IZ7MOwiwvXCAcpvaOTtrWbeD2h9u58DcP0lXCQ+mC3XZg2ZoXaGwQ3T3B54/fj9nTJlYwWrPa4LyzGvGUpJ0i4glJOwFP97dRRCwBlgDMnz8/Fi5cuGVda2srhZ9PGaL/TLWcObeLL95b2qPF6kULKxNMqu+1yoM8xgT5jcvMKssFwmFYumwtZ1+9nIhg0zBqJ+5pe4FffPAQ10yYlcB5ZzXkOuBk4IL0/8Gr0MysnAL4TVoz/530Dy9bFNbMT506taga00rX0PdX856V4cYyVEuBofRtSVBqK4lK1XzXSq26C4Qlau/oHHRY+/40CboKnl+bGxp4aVM3++8yqfwBmtUg552NVpKuIBlAZoqkNuB8koLgVZJOBR4F3pVdhGZ155CIWCvplcANkh6IiFt7VxbWzM+ZMyeKqTGtdA39cGreKyWrWPq2JCi1lUSlWiLUSq16Pu6uUaK9o5N///GfS3oobWlqAIKugidTD2tvVrzh5N2YxgYk551lLyJOHGDVm6saiJkBEBFr0/+flvQz4PXArYPvZVbbGrIOYLT48m8e5LWf/i23/KV90O1mTNq6Gdo/vm4Gnz9+f9cVU9wAACAASURBVMY2NzCxpYmxzR7W3qxYxebdvjtPpKngp1lP9PCPr9vFeWdmZltIGi9pYu974K3AimyjMsueawiL8I/f+QO3P7KuqG3XPt+51ecf3f4YZ7z51fz+nMNoW7fBfZfMilRK3r1q+7GseHz9ls9dPXDVnW1cf7r7DJqZ2RbTgJ9JguQZ+EcR8T/ZhmSWPRcIB9He0cnlt60u+qEUtp0Xu6sH7nv8Rd706ql+IDUrQntHJz+7u62kvLvl/7YdPbxRcp9BMzPbIiIeBvbPOg6zvHGBcACX3/Yon1i6gp4SBjNsAPrv5jS8edLM6s3ltz3Kf1x3H90lJF4D0NTQwObu7q2Wb+52n0EzMzOzobhA2I/Lb3uUj11bepPy5ibRE2w1UXZzo9hn58pOumtWC0aWd9sWIM9/xz6ulTczMzMbgguEfax6av2wHkoB/uOofZg4tomzrl6+1eTXfig1G1w58u7sa5K829wdnP+OvVm0YNcyR2lmZmZWe1wgLPDf19/Hkt+tHta+41sa2Xf69uy/yyQOnj3FA8iYFcl5Z2ZmZpYdFwhTCz59A091bBr2/t09saW/0uQJLX4gNSuC887MRmLWUJNRX/D2KkViZjZ61f08hHc+0s4+n/hlSQ+lh86Zwr/+7e60NHmOM7PhcN6ZmZmZ5UNd1xAe+ZVbuP/JjpL3+9iRezN72kROe+PubqJmVqJ3fO1W7l27fugN+3DemZmZ1ae+rQHOnNvFKUO0EMiToVozZK1uC4Sv+/RveKZjc8n7veegmcyeNhFwEzWzUh32hZt4+NkNJe/nvDMzMzOrjLosEB72hZtLLgwevPtkPnXMPlseSs2sNG/90s0lFwadd2ZmZmaVVVcFwvaOTk787h95+Nm/Fr1PA/DVE+dx1P7TKxeYWQ3rzbv/e9p5Z2ZmZpY3dVMgXLpsLWdcuazk/cY0N3DQHlMqEJFZ7XPemdlQButb41FCzcwqry4KhO0dnSU9lLY0NTCmsYHNPT0exdBsmJx3ZmZmlgeeomZwNV8gvPH+JzntB3cVvf1njt2Xw/d9lUcxNBuBUvPuo0fsxXGvneG8MzMzM6uymi4QljqS6ClvmMmiA3cF8AOp2TAd+JkbeHJ98fMLNjfCgt0ne/RQMzMzswzUbIFwr4//go1dxW/fKPjgYa+uXEBmdWC/T/6KFzf2lLRPY0MDM3YYV6GIzMzMzGwwNVkg/MhVy4ouDDYLGhrF54/f37UTZiPw8Z/dW3RhsAEYN6aR7gj3FzQzMzPLUK4KhJIOBy4CGoHvRcQFpR6jvaOTq+9eO+R2jQ1wzuF7sWC3ye6zZHVvpLnX3tHJ5bc/NuR2jQ3wn0e7n66ZmZlZXuSmQCipEfgG8BagDbhD0nURcX8px2lbt4GWBugcpKLi6ycewEF7TPaDqBnlyb22dRtoaYSN3QNv0zfvnH9mNpShRgY0MyuH4f6sOXNuF6fUwM+phqwDKPB6YFVEPBwRm4ArgWNKPciMHcahxv5PqwH46gnzOGr/nf0wavayEefejB3GQcPAP06cd2ZmZmb5lJsaQmA6sKbgcxuwoO9GkhYDiwFmzpy5zUEmT2jhwuP24+xrltPT3cOmHjhk9mQWv2kP9tl5Oz+Qmm1ryNwrJe+ip4fObpi/6yROecNuro03MzMzy7E8FQiLEhFLgCUA8+fPj/62OXredA6ePcV9lMzKxHlnVn7l6DdvVm61PoG3885sW3kqEK4Fdin4PCNdNiye08ysaGXLPeedWXHK1W/ezIrnvDPrX576EN4B7ClpN0ljgBOA6zKOyaweOPfMqq8s/ebNrCTOO7N+KKLf1l+ZkHQk8BWSavxLIuIzQ2z/DPBowaIpwLOVi3BY8hgT5DOuPMYE5Ylr14iYWo5gKqGU3BsleQf5jMsxFa+m807S8cDhEXFa+vkkYEFEnF6wzZa+u8Ac4MGCQ9Ty963cHFPxnHdb592+wIqqB7qtPN0veYnFcWxtTkRMHO7OeWoySkT8EvhlCdtv9QNH0p0RMb/sgY1AHmOCfMaVx5ggv3GVUym5NxryDvIZl2MqXl7jqqbCvrt95fX65DEux1S8vMZVTYV5l5frkZc4ID+xOI5t4xjJ/nlqMmpmZlYvytpv3syK4rwz64cLhGZmZtXnvrtm1ee8M+tHrpqMlkG/TWsylseYIJ9x5TEmyG9ceZHX65PHuBxT8fIaV1lERJek04Ff83Lf3ftKOERer08e43JMxctrXGUxjLzLy/XISxyQn1gcx9ZGFEeuBpUxMzMzMzOz6nGTUTMzMzMzszrlAqGZmZmZmVmdqpkCoaTDJT0oaZWkczOK4RJJT0taUbBsR0k3SPpL+v8OVY5pF0k3S7pf0n2SzshJXGMl/UnSPWlcn0qX7ybp9vT7+OO003dVSWqU9GdJ1+clprxy3g0Yk/Ou9Nicd0Vy3g0Yk/Ou9NicdwPIKs/ydh/n4R6RNEnS1ZIekLRS0kFZXA9J/5Z+T1ZIuiLN7apcj1J+5irx1TSm5ZJeM9Txa6JAKKkR+AZwBLA3cKKkvTMI5TLg8D7LzgVujIg9gRvTz9XUBZwZEXsDBwIfSK9N1nF1AodFxP7APOBwSQcCnwO+HBGzgXXAqVWOC+AMYGXB5zzElDvOu0E570rnvCuC825QzrvSOe/6kXGe5e0+zsM9chHwPxGxF7B/Gk9Vr4ek6cCHgPkRsS/JoEQnUL3rcRnF/8w9AtgzfS0GvjXk0SNi1L+Ag4BfF3w+Dzgvo1hmASsKPj8I7JS+3wl4MONrtRR4S57iAl4B3A0sAJ4Fmvr7vlYplhlpUh0GXA8o65jy+nLelRSf827wWJx3xV8r513x8TnvBo/FeTfwtclTnmV2H+fhHgG2Bx4hHQizYHlVrwcwHVgD7EgyS8P1wNuqeT2K/ZkLfAc4sb/tBnrVRA0hL3+TerWly/JgWkQ8kb5/EpiWVSCSZgEHALeTg7jSZgjLgKeBG4CHgOcjoivdJIvv41eAs4Ge9PPkHMSUV867IjjviuK8K57zrgjOu6I47waWizzLwX2ch3tkN+AZ4NK06er3JI2nytcjItYCXwAeA54AXgDuItucGegalHz/1kqBcFSIpJieyTwfkiYA1wAfjogX8xBXRHRHxDySv0C9Htir2jEUknQU8HRE3JVlHFZezrutOe+sGpx3W3PeWamyvo9zdI80Aa8BvhURBwAv0ad5aJWuxw7AMSQF1J2B8WzbhDMzI70GtVIgXAvsUvB5RrosD56StBNA+v/T1Q5AUjPJD5XLI+KneYmrV0Q8D9xMUtU+SVJTuqra38eDgaMlrQauJGkicVHGMeWZ824QzruiOe9K47wbhPOuaM67wWWaZzm5j/Nyj7QBbRFxe/r5apICYrWvx98Bj0TEMxGxGfgpyTXKMmcGugYl37+1UiC8A9gzHelnDEknz+syjqnXdcDJ6fuTSdqCV40kARcDKyPiSzmKa6qkSen7cSTt41eS/KI8Pou4IuK8iJgREbNI7qGbImJRljHlnPNuAM674jnvSua8G4DzrnjOuyFllmd5uY/zco9ExJPAGklz0kVvBu6n+nn9GHCgpFek36PeOLLMmYGuwXXAe9LRRg8EXihoWtq/SnV8rPYLOBL4P5J2+R/LKIYrSNoVbyb5i8apJO2tbwT+AvwW2LHKMR1CUoW8HFiWvo7MQVz7AX9O41oB/Ee6fHfgT8Aq4CdAS0bfy4XA9XmKKY8v592AMTnvhhef86646+S86z8m593w4nPe9X9dMsmzPN7HWd8jJKPz3plek2uBHbK4HsCngAfSPP4h0FKt61HKz1ySwX++kd6795KMjDro8ZXuaGZmZmZmZnWmVpqMmpmZmZmZWYlcIDQzMzMzM6tTLhCamZmZmZnVKRcIzczMzMzM6pQLhGZmZmZmZnXKBcI6IGmSpP+Xvt9Z0tVZx2RWD5x7ZmZmlneedqIOSJpFMn/MvhmHYlZXnHtmZmaWd01ZB2BVcQGwh6RlJJNX/k1E7CvpFOBYYDywJ/AFYAxwEtAJHBkRz0nag2SCy6nAX4H3RcQD1T8Ns1HHuWeWAUkzgfuB7SOiO+t4zMzyzE1G68O5wEMRMQ84q8+6fYF/AF4HfAb4a0QcAPwReE+6zRLggxHxWuAjwDerErXZ6OfcM6sSSasl/R1ARDwWERNcGDQzG5prCO3miFgPrJf0AvDzdPm9wH6SJgBvAH4iqXefluqHaVZznHtmZjbqSGqKiK68Hs9K5xpC6yx431PwuYfkDwYNwPMRMa/g9TfVDtKsBjn3zMpE0g+BmcDPJXVIOltSSGpK17dK+rSkP6Trfy5psqTLJb0o6Y60z2/v8faSdIOk5yQ9KOld2ZyZWfWkteznSbpf0jpJl0oaK2mhpDZJ50h6Erg03f59klaleXKdpJ0LjvXWNHdekPRNSbdIOi1dd4qk30v6sqR24JPp8n+WtDL92r+WtGu6XOm2T6f5eq+kfdN1R6bxrpe0VtJHqnzZaoILhPVhPTBxODtGxIvAI5LeCVuScv9yBmdWw5x7ZlUQEScBjwHviIgJwFX9bHYCST/d6cAeJM2zLwV2BFYC5wNIGg/cAPwIeGW63zcl7V3h0zDLg0XA20hy5NXAx9PlryLJlV2BxZIOAz4LvAvYCXgUuBJA0hTgauA8YDLwIEmLl0ILgIeBacBnJB0DfJSkK8VU4H+BK9Jt3wq8KY1n+/RrtqfrLgb+JSImknTFuKkM16DuuEBYByKiHfi9pBXA54dxiEXAqZLuAe4DjilnfGa1yrlnliuXRsRDEfEC8CuS/r2/TZuq/QQ4IN3uKGB1RFwaEV0R8WfgGuCd2YRtVlVfj4g1EfEcSf/2E9PlPcD5EdEZERtIfj9dEhF3R0QnSeHvoLSm/Ujgvoj4aZpfXwWe7PN1Ho+Ir6U5tgF4P/DZiFiZ7vPfwLy0lnAzyR9X9yKZIWFlRDyRHmczsLek7SJiXUTcXZGrUuPch7BORMS7+1l2GXBZwedZ/a2LiEeAwysboVltcu6Z5cZTBe839PN5Qvp+V2CBpOcL1jcBP6xseGa5sKbg/aNAbzPQZyJiY8G6nYEtha+I6Eibf05P160pWBeS2gb5OpDk3UWSvliwTMD0iLhJ0tdJRt3eVdJPgY+kLWmOI6nFvEDScuDciPhjaadsriE0MzOzWlCuiZXXALdExKSC14SI+NcyHd8sz3YpeD8TeDx93ze/HicpxAFbmlpPBtYCTwAzCtap8PMAx1tD0vSzMO/GRcQfACLiq+mI23uTNB09K11+R0QcQ9K8+1r6by5uQ3CB0MzMzGrBU8DuZTjO9cCrJZ0kqTl9vU6SB3WyevABSTMk7Qh8DPjxANtdAbxX0jxJLSRNPG+PiNXAL4C5ko5NB3b6AEkfxMF8GzhP0j4AkrYv6EP/OkkLJDUDLwEbgR5JYyQtkrR9RGwGXiRp2molcoHQzMzMasFngY+nTT2PH+5B0ulg3koymMzjJH2fPoenfbH68CPgNyQDvjwEfLq/jSLit8AnSPrXPkEyCM0J6bpnSfrcXkgy+MvewJ1sPbp23+P9jCTPrpT0IrACOCJdvR3wXWAdSTPWdl7ul38SsDrd5/0kfRutRIooVwsLMzMzMzMbjSStBk5LC3vlPG4D0AYsioiby3lsKw/XEJqZmZmZWdlIepukSWlz0o+SDBBzW8Zh2QBcIDQzMzMzs3I6iKTJ6bPAO4Bj0+klLIfcZNTMzMzMzKxOuYbQzMzMzMysTo3qiemnTJkSs2bNyjoMsyHdddddz0bE1KzjKAfnnY0WtZ53L730EuPHj88moAzU0/mO5nOtpbybNGlSzJ49O+swcnU/5CUWx7G1kebdqC4Qzpo1izvvvDPrMMyGJOnRrGMoF+edjRa1nnetra0sXLgwm4AyUE/nO5rPtZbybtq0abn4fZen+yEvsTiOrY0079xk1MzMzMzMrE65QGg2Qu0dndyz5nnaOwacb9XMysx5Z2ZmVh6jusmoWdaWLlvLOdcsp7mhgc09PVx43H4cPW961mGZ1TTnnZmZWfm4htBsmNo7OjnnmuVs3NzD+s4uNm7u4exrlrvGwqyCnHdmZmbl5QKh2TC1rdtAc8PWKdTc0EDbOs+7alYpzjszM7PycpNRs2GascM4Nvf0bLVsc08PM3YYl1FEZrXPede/Wef+YtD1qy94e5UiMTOzchvqZ/xIuYbQbJgmT2jhwuP2Y2xzAxNbmhjb3MCFx+3H5AktWYdmVrOcd2ZmZuXlGkKzETh63nQOnj2FtnUbmLHDOD+UmlXBaMs7SY3AncDaiDhK0m7AlcBk4C7gpIjYlGWMZmZWv1xDaDZCkye0sP8uk3L/UGpWS0ZZ3p0BrCz4/DngyxExG1gHnJpJVGZmZrhAaGZmVjGSZgBvB76XfhZwGHB1usn3gWOzic7MzMwFQjMzs0r6CnA20DsSzmTg+YjoSj+3AZ5E0czMMuM+hGZmZhUg6Sjg6Yi4S9LCYey/GFgMMG3aNFpbW7da39HRsWXZmXO7GEzffUejwvOtdfV0rmaWPRcIzczMKuNg4GhJRwJjge2Ai4BJkprSWsIZwNr+do6IJcASgPnz58fChQu3Wt/a2krvslOGmnZi0cJB148Ghedb6+rpXOuBp4WxvHOTUTMzswqIiPMiYkZEzAJOAG6KiEXAzcDx6WYnA0szCtHMzMwFQjMzsyo7B/h3SatI+hRenHE8ZmZWx9xk1MzMrMIiohVoTd8/DLw+y3jMzMx6uYbQzMzMzMysTrlAaGZmZmZmVqfcZNTMzMzMLKfuXfvCoCMJe5RSGynXEJqZmZmZmdUpFwjNzMzMzMzqlAuEZmZmZmZmdcp9CM3MzGrcLPc/sjoi6RLgKODpiNg3XfZJ4H3AM+lmH42IX2YToVm+uIbQzMzMzGrJZcDh/Sz/ckTMS18uDJqlKlYglDRW0p8k3SPpPkmfSpfvJul2Sask/VjSmHR5S/p5Vbp+VqViM6tVzjszM6t3EXEr8FzWcZiNFpVsMtoJHBYRHZKagd9J+hXw7yR/oblS0reBU4Fvpf+vi4jZkk4APgf8YwXjM6tFzjszM7P+nS7pPcCdwJkRsa7vBpIWA4sBpk6dSmtr64i/6JlzuwZd/7XLlw66ftq4wY9RjhiL1dHRUdWv5zgSQ91DHxrh8StWIIyIADrSj83pK4DDgHeny78PfJLkwfSY9D3A1cDXJSk9jpkVwXlnZmbWr28B/0XyO/G/gC8C/9x3o4hYAiwBmDNnTixcuHDEX3iwOQSLcebcLr5478CP7KsXLRzR8UvR2tpKOa6J4yjNSO+hoVS0D6GkRknLgKeBG4CHgOcjoreY2wZMT99PB9YApOtfACb3c8zFku6UdOczzzzTd7VZ3XPemZmZbS0inoqI7ojoAb4LvD7rmMzyoqIFwjTx5gEzSBJvrzIcc0lEzI+I+VOnTh1xjGa1xnlnZma2NUk7FXz8e2BFVrGY5U1Vpp2IiOcl3QwcBEyS1JTWRswA1qabrQV2AdokNQHbA+3ViM+sFjnvzMysHkm6AlgITJHUBpwPLJQ0j6TJ6GrgXzIL0CxnKjnK6FRJk9L344C3ACuBm4Hj081OBnp70l6XfiZdf5P7MZmVxnlnZmb1LiJOjIidIqI5ImZExMURcVJEzI2I/SLi6Ih4Ius4zfKikjWEOwHfl9RIUvC8KiKul3Q/cKWkTwN/Bi5Ot78Y+KGkVSRDBZ9QwdjMapXzzszMzMyKVslRRpcDB/Sz/GH66cgbERuBd1YqHrN64LwzMzMzs1JUdFAZMzMzMzMzyy8XCM3MzMzMzOqUC4RmZmZmZmZ1ygVCMzMzMzOzOlWVeQjNrHiSfk4yT1K/IuLoKoZjZsMkaSxwK9BC8vv26og4X9JuwJXAZOAu4KSI2JRdpGZmVs9cQ2iWP18Avgg8AmwAvpu+OoCHMozLzErTCRwWEfsD84DDJR0IfA74ckTMBtYBp2YYo5mZ1TnXEJrlTETcAiDpixExv2DVzyXdmVFYZlaiiAiSP+QANKevAA4D3p0u/z7wSeBb1Y7PzMwMXCA0y7PxknZP5xAkbWY2PuOYzKwEkhpJmoXOBr5BUsv/fER0pZu0AdMH2HcxsBhg2rRptLa2brW+o6Njy7Iz53YxXH2Pm1eF51vr6ulczSx7LhCa5de/Aa2SHgYE7Er6cGhmo0NEdAPzJE0CfgbsVcK+S4AlAPPnz4+FCxdutb61tZXeZaec+4thx7h60cIht8mDwvOtdfV0rmaWPRcIzXJIUgPwIrAnLz9APhARndlFZWbDFRHPS7oZOAiYJKkprSWcAazNNjozM6tnHlTGLIciogf4RkR0RsQ96cuFQbNRRNLUtGYQSeOAtwArgZuB49PNTgaWZhOhmZmZC4RmeXajpOMkKetAzGxYdgJulrQcuAO4ISKuB84B/l3SKpKpJy7OMEYzM6tzbjJqll//Avw70CVpI0k/woiI7bINy8yKERHLgQP6Wf4w8PrqR2RmZrYtFwjNcioiJmYdg5mZmQ1u1ggGdTLLAxcIzXJM0g4kA8uM7V0WEbdmF5GZmZmZ1RIXCM1yStJpwBkkoxAuAw4E/kgyqbWZmZmZ2YgNOqiMpB0He1UrSMuf9o5O7lnzPO0dHviygs4AXgc8GhGHkvRFej7bkCxLzjszMzMrt6FqCO8CgmQwi5nAuvT9JOAxYLeKRme5tHTZWs65ZjnNDQ1s7unhwuP24+h504vat72jk7Z1G5ixwzgmT2ipcKSj3saI2CgJSS0R8YCkOVkHZdlw3pmZmVklDFogjIjdACR9F/hZRPwy/XwEcGzlw7O8ae/o5JxrlrNxcw8b6QHg7GuWc/DsKUM+aI7kgbZOtaVzmF0L3CBpHfBoxjFZBpx3ZmZmVinFzkN4YG9hECAifgW8oTIhWZ61rdtAc8PWt01zQwNt6zYMul/hA+36zi42bu7h7GuWu+nbICLi7yPi+Yj4JPAJkrnK/IeYOuS8MzMzs0optkD4uKSPS5qVvj4GPF7JwCyfZuwwjs09PVst29zTw4wdxg2633AfaOuZpP+S9BZJ4yPiloi4LiI2ZR2XVZ/zzszMzCql2ALhicBU4GfAT9P3J1YqKMuvyRNauPC4/Rjb3MDEliZamsQHFs4ecr/hPtDWuYdJ8uxOSX+S9EVJx2QdlFWf887MzMwqZcgCoaRG4KMRcUZEHBARr4mID0fEc1WIz3Lo6HnT+f05h/G+N+0OiCW3PszBn7uJ65atHXCfvg+0Y5sbuPC4/TzAxSAi4tKI+GfgUOD/A96Z/m91yHlnZmZmlTDkPIQR0S3pkGoEY6PLN1tX0dnVQ2dXcYNcHD1vOgfPnuLRDosk6XvA3sBTwP8CxwN3ZxqUZc55Z2ZmZuVUbJPRP0u6TtJJkv6h9zXYDpJ2kXSzpPsl3SfpjHT5jpJukPSX9P8d0uWS9FVJqyQtl/SaEZ6bVdBw+yZNntDC/rtM8kNpcSYDjSRzDz4HPBsRXYPt4Lyrbc47M7OhSbpE0tOSVhQs6/f3oJkVXyAcC7QDhwHvSF9HDbFPF3BmROwNHAh8QNLewLnAjRGxJ3Bj+hngCGDP9LUY+FYJ52FlUMqk1zN2GMem7u6tlrlvUnmlo4wuAC4kmfvzZkltQ+zmvBtlnHdmZmV3GXB4n2UD/R40q3tDNhkFiIj3lnrgiHgCeCJ9v17SSmA6cAywMN3s+0ArcE66/AcREcBtkiZJ2ik9jlVYqXOV/W7Vs/TEy5+bGnDfpDKTdBTwRuBNJAXCm0iajg7IeTe6OO/MzMovIm6VNKvP4oF+D5rVvaIKhJLGAqcC+5DUFgKQDnhRzP6zgAOA24FpBQ+bTwLT0vfTgTUFu7Wly7Z6MJW0mKQmg5kzZxbz5W0IpU563bv95u6Xn0wbGxo4ePaUqsVcJw4nKQBeFBElT/PivMs3552ZWVUN9HtwK4W/76ZOnUpra+uQBz5z7qC9OUZs2rjBv8bXLl866P5zp29ftlg6OjqKuiaVVm9xDHWPfWiExy+qQAj8EHgAeBvwn8AiYGUxO0qaAFwDfDgiXpS0ZV1EhKQYcOd+RMQSYAnA/PnzS9rX+tfbL6n3oRRe7pfU34Npf9uPaRx4exueiDhd0q4kA8s8Lmkc0BQR64fa13mXf847M7NsDPZ7sPD33Zw5c2LhwoVDHu+Uc39R1vj6OnNuF1+8t9hH9m2tXrSwbLG0trZSzDWptHqLo9L3WLF9CGdHxCeAlyLi+8DbgQVD7SSpmeSh9PKI+Gm6+ClJO6XrdwKeTpevBXYp2H1GuswqrNi5ynr7Oo0f0+i5zapA0vuAq4HvpItmANcWsZ/zbhRw3pmZVdVAvwfN6l6xBcLN6f/PS9oX2B545WA7KKmSuBhYGRFfKlh1HXBy+v5kYGnB8vekox4eCLzgfkzVUcxcZUuXreXgz93EP33vdo76+u941/wZntus8j4AHAy8CBARf8F5VzOcd2ZmVTXQ70Gzulds/fOSdHjeT5Ak1IT0/WAOBk4C7pW0LF32UeAC4CpJpwKPAu9K1/0SOBJYBfwVKHkgGxu+weYq66+v01V3tnH96Yfw0qZuz21WOZ0Rsam3uaekJmCo5prOu1HEeWdmVn6SriAZQGZKOjr3+Qz8e9Cs7hU7yuj30re3ALsXuc/vAA2w+s39bB8kNSKWkckTWoruu9Tc0MBLm7rZf5dJ1Qyx3twi6aPAOElvAf4f8PPBdnDejT7OOzOz8oqIEwdYtc3vQTMrssmopIckXS7p/ZL2qXRQli/F9nWysjsXeAa4F/gXktq8j2cakVWN887MzMyqodgmo3uTDCLzRuDzkuYAyyPi7ysWmeVGb1+ns/vMl+bmapUjqZFkfsBFwHezjseqz3k3+knaBfgByfD2ASyJiIsk7Qj8GJgFrAbeFRHrsorTzGrbrCFGqFx9wdurOFhGIAAAIABJREFUFInlVbEFwm6SgWW6gR6SkZk8OlMdGayvk5VfRHRL2lXSmIjYlHU8lg3n3ajXBZwZEXdLmgjcJekG4BTgxoi4QNK5JK0BPEG2mZllotgC4Yskzda+BHw3ItorF5JVQntHZ1EPlYNtN1BfJ6uYh4HfS7oOeKl3YZ/RQy3HnHf1LR2x94n0/XpJK4HpwDEkA14AfB9oxQVCMzPLSLEFwhOBQ0gGtThN0h+AWyPixopFZmWzdNlazunT7OzoedOHvZ1VzUPpqwGYmHEsViLnnRWSNAs4ALgdmFYwvcuTJE1K+9tnMbAYYNq0abS2tm61vqOjY8uyM+d2DTu2vsft6961Lwy6fu707Yf9tUtReL61rp7O1cyyV+woo0uBpZL2Ao4APgycDXh0g5zpW9PQ39D1Z129nEmvGMM+O2+3peahv+3OvmY5B8+e4tqJjETEpwZbL+lrEfHBasVjA3Pe2WAkTQCuAT4cES/2TiUDyUi/kvqdTiYilgBLAObPnx8LFy7can1rayu9y04Zoo/QYFYvWjjo+qGOPdT+5VJ4vrWuns7VzLJXVIFQ0jXA/iS1FbcC7yH5K6flSH81DbtOHr/N0PWdXT28/4d30UNsqY1oW7eB6Nn6mSR6grZ1G/xgml8HZx2AOe9scJKaSQqDl0fET9PFT0naKSKekLQT7pNvZmYZKmraCeCzwJyIeFtEfCYibomIjZUMzEpTWNOwvrOLjZt7OPua5Ywf07jN0PUAf93cvWWb9o5Oxo9ppLN76wfTzu5g/JjGap2C2ajjvLPBKKkKvBhY2afv73XAyen7k4Gl1Y7NzMysV7F9CO8HzpM0MyIWS9qTpIB4fQVjsxIMNon1J96+Nx+7dkW/+zU3NNC2bgMAY5sb2Lj55f3HNif7m1n/nHc2hIOBk4B7JS1Ll30UuAC4StKpwKPAuzKKz8xsyGkpCp05t2ubZuSVnraiv/gK4/C0GSNXbIHwUuAu4A3p57XATwAXCHNiqEmsJ7Q00tG57UPmUBNdexLsXNPQm1glOe9sMBHxOwbO0zdXMxYzM7OBFNtkdI+IuJBkLkIi4q/4YTRXeiexHtvcwMSWJsY2N2yZxHrGDuPo6tl2zIKWJm3ZZrD9LRuS9hhik4uqEogNyHlnZmZmo12xNYSbJI0DArY8qHZWLCobloEmse596Dzr6uU0NojunuD0Q2fz7gUzt3rw9CTYuXOJpBnAHcD/kkz1cm/vyoi4LKvA7GXOOzMzMxvNhiwQpp3ivw38D7CLpMtJ+kWcUtnQbDgGmsQ6ev8NAcGuk1/R73aeBDs/IuJvJY0BXkcyifUvJE2IiB2zjcz6ct6ZmZnZaDVkgTCdI+kskgfSA0maip4REc9WODYrk96REDu7Akj6M3mus/yTdAjwxvQ1iaTP7v9mGpQVzXlno0UpA0qYmVntKbbJ6N3A7hHh3xqj0EAjIXqus9xrJRnM6bPALyNiU7bhWCmcd2ZmZjYaFFsgXAAskvQo8BJJLWFExH4Vi8xK1t7R2W8/pKFGQrTcmkLSPPtNwIck9QB/jIhPZBuWFXLemZmZjW5DtZSo9aktii0Qvq2iUVjRBnr4XLpsLedcs5zmhgY29/Rw4XH7cfS86cDLg1uc3We9aynyLSKel/QwsAswg2Tal+Zso6pPzjszMzOrVUUVCCPi0UoHYkMb6OGzt6/Sxs09W5qn9e2r5JEMR5+0MPgA8DvgW8B73Wy0+px3ZmZmVsuKrSG0KuutkRg/ppGXNnUzfkwjZ1+9nM6ubR8+i+2r5JEMR53ZEdEz9GZWToW59/gLGzjrJ/ewqTucd2ZmZlaTXCDMmVVPreeS3z/C1Xe1ERFs7oGxzQ10dcc2k1z3Pnz211dpU3cPL2zYTHtHpx9GR6/Zkr4FTIuIfSXtBxwdEZ/OOrBas+qp9Sxb8zxrnvsr37rlIYhgUw80Nch5Z2ZmZjXNBcIc+Y9r7+UHtz22zfKNm/uvJNrU3bOlGVphX6WNXd109/Twgcvv3qZfk40q3wXOAr4DEBHLJf0IcIGwjAbKO2CbwiA478zMzKy2NGQdgCVWPbV+wIfSgZx+6Oyt+ir9/pzD+MaiA2gQdPXA+s4uNm7u4exrltPe0VmJsK2yXhERf+qzrCuTSGqU887MzMzqnWsIM9Le0cl9j78AiH123o7frXq2pP1bmsS7F8zcatnkCS1sP24MYxob6ex6udzguc9GrWcl7QEEgKTjgSeyDWl0c96ZmZmVV71P2VALXCDMwNJla/nIT+5hc3fSHK1BENu2TNtKU1qXO665adDh6z33WU35ALAE2EvSWuARYFG2IY1ew827rh5oaRRqkPPOzMzMak7FCoSSLgGOAp6OiH3TZTsCPwZmAauBd0XEOkkCLgKOBP4KnBIRd1cqtiy1d3TykauWUdgtsJ9uSls0N4oPHbbnllqJoYav99xnNWUtcClwM7Aj8CJwMvCfA+3gvOvfcPLurLfOYcHuk7eM9Ou8MzMzs1pUyRrCy4CvAz8oWHYucGNEXCDp3PTzOcARwJ7pawHJnGsLKhhbZj5+7QoGGCOmX2e9dQ6L/3aPLZ+LecD03Gc1YynwPHA38HiR+1yG824bI827YjjvzPrn5mRmZvlWsQJhRNwqaVafxccAC9P33wdaSR5MjwF+EBEB3CZpkqSdIqKm+kutemo9v1rxZEn7XPjrBzjutTNKfrj03Gc1YUZEHF7KDs67bTnvzMysl6TVwHqgG+iKiPnZRmSWvWqPMjqt4GHzSWBa+n46sKZgu7Z02TYkLZZ0p6Q7n3nmmcpFWmbtHZ1cd0+xlTwv6+qB+x5/sQIR2SjwB0lzy3Ac512JnHdmZjXt0IiY58KgWSKzQWUiIiQNMaRDv/stIRlog/nz55e8f7W1d3Ry+e2P8Y2b/0IMNYLFgHJ/mlYZhwCnSHoE6AREkjr7DfeAzrtS5P40zczMzEas2gXCp3qbpEnaCXg6Xb4W2KVguxnpslGr94H06zf9hU3dw3+wbG4U++y8fRkjs1HkiDIdx3lXIuedmVnNCuA36R9Hv5P+wXMLSYuBxQBTp06ltbV1yAOeObeyUwRPG1f5r1Gs4cTytcuXjuhrntlPW6nCOIr5Hg39NQY/p4HOYdq4ZN3c6ZV9Zhgqvg+N8PjVLhBeRzJK4gXp/0sLlp8u6UqSQS1eGI39mNo7Omlbt4EVa1/gP6+/n86uEkaxAMa3NLKpq4eenqCluZHunuDzx3ukwnoVEY+W6VDOuyE0N8p5Z2ZWHw6JiLWSXgncIOmBiLi1d2Vhi5g5c+bEwoULhzzgKUMMnDRSZ87t4ov35mOmuLzEUhjH6kULR3y84X4Pe+MoRwyDqfQ9VslpJ64gGchiiqQ24HySB9KrJJ0KPAq8K938lyRD368iGf7+vZWKq1KWLlvLOdcsp6lBdHR2l7z/+DGNfOod+3DoXq8Ehp5ewqw/zrvSvaK5kW+f9Fr22Xk7552VXSlTwWQVo1k9iYi16f9PS/oZ8Hrg1sH3MqttlRxl9MQBVr25n22DZBLuUam9o5Ozr14+rJqJXt0RHLrXK7c8iPqB1IbDeVe6HoJ9dt7OI4RapVxG8VPBmFkFSRoPNETE+vT9Wxlkbl+zelHtUUZrTntHJ//9i+KaqTVp22WvGNPI2OYGT2JtVoKR5N2YBhjT1MDElibnnlVc2hTtuT6LjyGZAob0/2OrGpRZ/ZoG/E7SPcCfgF9ExP9kHJNZ5rJvBDxKrXpqPV+54UGuX/FU0ftIbDVwYUuT+PY/vYZ9dt7eD6RmRShH3jU0NnD96Yfw0qZuNw+1rAw0FcxWCge3mDZt2jYDJ3R0dGxZluWAE0MN6DBUbMUOCFF4vrWuns61miLiYWD/rOMwyxsXCIfhP669lx/c9ljJ+532xt259A+raW5oYHNPDxcetx9vevUrKxChWe0pZ97NnjaxAhGalW6wqWD6TvfSd3CL1tZWepdVesCBwQw1mMJQsRU7GEPh+da6ejpXM8ueC4QluvOR9mE9lDY2JA+mp71xdw9cYVYi553VmIGmgjEzs1Fo1lB/+Lrg7VWKZHhcICxS7/xmX73xL8Pa/z+P3tcDxpiVyHlnNWqgqWBGpaEehMzMLN9cICzC0mVrOfvqe+jsKm2i61eMaaCrB85/x94sWrBrhaIzq03DzbtxzQ10h/PO8qHEqWDMzMyqzgXCIbR3dHLONctLfij96JF7sWC3yW6iZjYMw827RonvnDR/yzQSZlkrZSoYMzOzLLhAOIQ/PvQs0VPaQ2lLUwMLdpvM/rtMqlBUZrVtOHkHyTQu249rdmHQzMzMrEguEA5iuKMadnb1MH5MYwUiMqt9w807gE3dPczYYVyZIzIzMzOrXZ6YfgDDHdUQoKVRvLSpu8wRmdW+keQdwOmHznbtoJmZmVkJXENYoL2jkz8+9CzXLnucm1YOfxRwNci1FGZFKlfetTSJdy+YWcbIzMzMLO+KGek479M+ZM0FwtTSZWv5tx8vo5RuS40SP168gD8+/Bxfv/kvjGls3DLxtWspzIY2nLxrEHz3pNdy/xPrnXdmZmZmI+QCIUkNxUeuuqekh1JIBrBobmrkg2/ek3cvmOmJr81KMNy8Gz+miSkTx/LBvV/lvDMzMzMbobovELZ3dHLqZX9i8zBGNNzc8/IAFpMntPiB1KxIzjsz6zVYcy838zIzq7y6LhBeftujfPzaFZT6SPqKMY30RLiJmtkwOO/MzMzM8qNuC4Rf/s2DXHTTqpL3a2kS3/6n17DPztv7odSsRM47MzMzs3ypywLhoiW38fuH20vap6VJSOLC4/bjTa9+ZYUiM6td773kT9z8f8+UtI/zzswGM9Togm5yamY2tLoqELZ3dPK2L7Xy7F+7itpewNdOPIC9XjWRlzZ1e+AKs2Fo7+jkuG/+ntXPbShqe+edmZmZlVMxU1NkKev46qZAePltj/Kxa1eUtM+nj92Xo/bfuUIRmdW+4eTdeUfs5bwzMzMzq5K6KBAuueUh/vtXD5S0zykH7cqiA3etUERmtW84edfcAAt2n1yhiMzMzMysr4asA6i04TyUAhz2N+6vZDZcw807SVumlDAzMzOzyqvpGsJP/Gw5P7x9Tcn7NTeKfXbevgIRmdW+4eYdwPnv2Mf9Bc3MzMyqqGYLhAs/fxOr24sbxKJQc6P44jv390Op2TAMN++aGsSnjtmHRQvcTNvMqmckAzl4BFMzqxU1WSD8zPX3F/1Q2ijx6w+/kcdf2AiE5zkzGybnnZmZmdnok6sCoaTDgYuARuB7EXFBqcdo7+jku797pKhte2sDZ0+byOxpE0v9UmY1Y6S557wzMzMzG51yUyCU1Ah8A3gL0AbcIem6iLi/lOO0rdtAk6ArBt9uTKP45Yfe6AdSq3vlyD3nnZlVQmGTzjPndnFKiU08s57by8xsNMjTKKOvB1ZFxMMRsQm4Ejim1IPM2GEcDYOc1bjmRsY2N/CFtIbCzEaee847MzMzs9EpNzWEwHSgcGjCNmBB340kLQYWA8ycOXObg0ye0MIX3jmPM65cRmFlxeH7TOMzfz+XtnUbmLHDOPdXMnvZkLnnvDMzMzOrTXkqEBYlIpYASwDmz5/fbwO1o+dN5+DZU/jjQ+0827GRQ2ZP3VIr4QdSs9I578zKrxz95i2/hmqumtdRSkdr3MVy3pltK08FwrXALgWfZ6TLhmXyhBaO2n/nEQdlVgfKlnvOO7PilKvfvJkVz3ln1r889SG8A9hT0m6SxgAnANdlHJNZPXDumVVfWfrNm1lJnHdm/VDEEMMCVpGkI4GvkFTjXxIRnxli+2eAR/ssngI8W5kIc6eezhVG9/nuGhFTsw5iIKXknvMOqK/zHc3nmtu8k3Q8cHhEnJZ+PglYEBGnF2yzpe8uMAd4sM9hRvP3Zjjq6XxH87nWUt7tC6yoeqDbytP9kJdYHMfW5kTEsEfty1OTUSLil8AvS9h+mx84ku6MiPllDSyn6ulcof7Ot5pKyb16zzuor/Otp3PNm8K+u/2pt+9NPZ1vPZ1r3hTmXV6+D3mJA/ITi+PYNo6R7J+nJqNmZmb1oqz95s2sKM47s364QGhmZlZ97rtrVn3OO7N+5KrJaJkM2LymBtXTuUL9ne9oUm/fm3o633o616qJiC5JpwO/5uW+u/eVeJh6+97U0/nW07lWzTDyLi/fh7zEAfmJxXFsbURx5GpQGTMzMzMzM6seNxk1MzMzMzOrUy4QmpmZmZmZ1amaKRBKOlzSg5JWSTo363jKTdIukm6WdL+k+ySdkS7fUdINkv6S/r9D1rGWi6RGSX+WdH36eTdJt6ff4x+nHcItQ847551Vn/POeWeVl1We5e3+z8O9KWmSpKslPSBppaSDsrgekv4t/Z6skHSFpLHVuh6SLpH0tKQVBcv6vQZKfDWNabmk1wx1/JooEEpqBL4BHAHsDZwoae9soyq7LuDMiNgbOBD4QHqO5wI3RsSewI3p51pxBrCy4PPngC9HxGxgHXBqJlEZ4LzDeWcZcN4576zyMs6zvN3/ebg3LwL+JyL2AvZP46nq9ZA0HfgQMD8i9iUZlOgEqnc9LgMO77NsoGtwBLBn+loMfGuog9dEgRB4PbAqIh6OiE3AlcAxGcdUVhHxRETcnb5fT5IM00nO8/vpZt8Hjs0mwvKSNAN4O/C99LOAw4Cr001q5lxHMeddombuRefdqOC8S9TMvei8y6XM8ixP938e7k1J2wNvAi4GiIhNEfE82fw8aALGSWoCXgE8QZWuR0TcCjzXZ/FA1+AY4AeRuA2YJGmnwY5fKwXC6cCags9t6bKaJGkWcABwOzAtIp5IVz0JTMsorHL7CnA20JN+ngw8HxFd6eea/h6PEs67hPPOqsl5l3DeWSXlIs9ycP/n4d7cDXgGuDRtuvo9SeOp8vWIiLXAF4DHSAqCLwB3kW2uDnQNSr5/a6VAWDckTQCuAT4cES8WrotkDpFRP4+IpKOApyPirqxjMQPnnVkWnHdWz7K+/3N0bzYBrwG+FREHAC/Rp3lola7HDiQ1b7sBOwPj2bYJZ2ZGeg1qZWL6tcAuBZ9npMtqiqRmkh8Ol0fET9PFT0naKSKeSKuDn84uwrI5GDha0pHAWGA7kvbjkyQ1pX+Jqcnv8SjjvHPeWfU575x3VnmZ5llO7v+83JttQFtE3J5+vpqkQFjt6/F3wCMR8QyApJ+SXKMsc3Wga1Dy/VsrNYR3AHumI/2MIenkeV3GMZVV2m77YmBlRHypYNV1wMnp+5OBpdWOrdwi4ryImBERs0i+lzdFxCLgZuD4dLOaONdRznmXqIl70Xk3ajjvEjVxLzrvciuzPMvL/Z+XezMingTWSJqTLnozcD/V/3nwGHCgpFek36PeOLLM1YGuwXXAe9LRRg8EXihoWtq/iKiJF3Ak8H/AQ8DHso6nAud3CElV8HJgWfo6kqQ9943AX4DfAjtmHWuZz3shcH36fnfgT8Aq4CdAS9bx1fvLeee88yuT74/zznnnV+W/H5nkWR7v/6zvTWAecGd6Ta4FdsjiegCfAh4AVgA/BFqqdT2AK0j6Lm4mqTU9daBrAIhklNyHgHtJRkYd9PhKdzQzMzMzM7M6UytNRs3MzMzMzKxELhCamZmZmZnVKRcIzczMzMzM6pQLhGZmZmZmZnXKBUIzMzMzM7M65QJhHZA0SdL/S9/vLOnqrGMyqwfOPTMzM8s7TztRByTNIpk/Zt+MQzGrK849MzMzy7umrAOwqrgA2EPSMpLJK/8mIvaVdApwLDAe2BP4AjAGOAnoBI6MiOck7UEyweVU4K/A+yLigeqfhtmo49wzy4CkmcD9wPYR0Z11PGZmeeYmo/XhXOChiJgHnNVn3b7APwCvAz4D/DUiDgD+CLwn3WYJ8MGIeC3wEeCbVYnabPRz7plViaTVkv4OICIei4gJLgyamQ3NNYR2c0SsB9ZLegH4ebr8XmA/SROANwA/kdS7T0v1wzSrOc49MzMbdSQ1RURXXo9npXMNoXUWvO8p+NxD8geDBuD5iJhX8PqbagdpVoOce2ZlIumHwEzg55I6JJ0tKSQ1petbJX1a0h/S9T+XNFnS5ZJelHRH2ue393h7SbpB0nOSHpT0rmzOzKx60lr28yTdL2mdpEsljZW0UFKbpHMkPQlcmm7/Pkmr0jy5TtLOBcd6a5o7L0j6pqRbJJ2WrjtF0u8lfVlSO/DJdPk/S1qZfu1fS9o1Xa5026fTfL1X0r7puiPTeNdLWivpI1W+bDXBBcL6sB6YOJwdI+JF4BFJ74QtSbl/OYMzq2HOPbMqiIiTgMeAd0TEBOCqfjY7gaSf7nRgD5Lm2ZcCOwIrgfMBJI0HbgB+BLwy3e+bkvau8GmY5cEi4G0kOfJq4OPp8leR5MquwGJJhwGfBd4F7AQ8ClwJIGkKcDVwHjAZeJCkxUuhBcDDwDTgM5KOAT5K0pViKvC/wBXptm8F3pTGs336NdvTdRcD/xIRE0m6YtxUhmtQd1wgrAMR0Q78XtIK4PPDOMQi4FRJ9wD3AceUMz6zWuXcM8uVSyPioYh4AfgVSf/e36ZN1X4CHJBudxSwOiIujYiuiPgzcA3wzmzCNquqr0fEmoh4jqR/+4np8h7g/IjojIgNJL+fLomIuyOik6Twd1Ba034kcF9E/DTNr68CT/b5Oo9HxNfSHNsAvB/4bESsTPf5b2BeWku4meSPq3uRzJCwMiKeSI+zGdhb0nYRsS4i7q7IValx7kNYJyLi3f0suwy4rODzrP7WRcQjwOGVjdCsNjn3zHLjqYL3G/r5PCF9vyuwQNLzBeubgB9WNjyzXFhT8P5RoLcZ6DMRsbFg3c7AlsJXRHSkzT+np+vWFKwLSW2DfB1I8u4iSV8sWCZgekTcJOnrJKNu7yrpp8BH0pY0x5HUYl4gaTlwbkT8sbRTNtcQmpmZWS0o18TKa4BbImJSwWtCRPxrmY5vlme7FLyfCTyevu+bX4+TFOKALU2tJwNrgSeAGQXrVPh5gOOtIWn6WZh34yLiDwAR8dV0xO29SZqOnpUuvyMijiFp3n0t/TcXtyG4QGhmZma14Clg9zIc53rg1ZJOktScvl4nyYM6WT34gKQZknYEPgb8eIDtrgDeK2mepBaSJp63R8Rq4BfAXEnHpgM7fYCkD+Jgvg2cJ2kfAEnbF/Shf52kBZKagZeAjUCPpDGSFknaPiI2Ay+SNG21ErlAaGZmZrXgs8DH06aexw/3IOl0MG8lGUzmcZK+T5/D075YffgR8BuSAV8eAj7d30YR8VvgEyT9a58gGYTmhHTdsyR9bi8kGfxlb+BOth5du+/xfkaSZ1dKehFYARyRrt4O+C6wjqQZazsv98s/CVid7vN+kr6NViJFlKuFhZmZmZmZjUaSVgOnpYW9ch63AWgDFkXEzeU8tpWHawjNzMzMzKxsJL1N0qS0OelHSQaIuS3jsGwALhCamZmZmVk5HUTS5PRZ4B3Asen0EpZDbjJqZmZmZmZWp1xDaGZmVgGSxkr6k6R7JN0n6VPp8t0k3S5plaQfSxqTdaxmZla/RnUN4ZQpU2LWrFlZh/H/t3f34VHVZ/7H3/ckIVBBQGApEihqKC7yZKVVF7ubSr3qU8UtVFu9fOi6ZX+7WrXSAn36dbvb9mdxW9e1ri3Vttq1RQQrFGt3XSRaXHULNuBjKypKIiKmIEQhJJn798c5wcnzTDIz58zM53Vdc2XO0+Q+M3PD95vzPfdXpE+bN29+093HRB1HNijvpFBEnXfh3FtHhBM2VwAbgWuA64B73X2Fmf0A2OLut/b2Wj3l3dtvv80RRxyR/eAjpHMqHN2dV9R5l00jRozw6urqqMOI1fcnLrEojo4Gmnfl2Qwm3yZNmsSmTZuiDkOkT2b2StQxZIvyTgpF1HnnwV9cm8LFivDhwOnAReH6O4B/BHrtEPaUd7W1tdTU1GQn4JjQORWO7s4r6rzLprFjx8bi/7s4fX/iEovi6GigeVfQHUIREZE4M7MyYDNQDdxCUGRhr7u3hrvUA+N7OHYhsBCChmltbW2XfZqamrpdX8h0ToWjWM9LpNSoQygyQI1NzdTvOUDVyCGMGqp5i0XyoVDyzt3bgFlmNgL4JXB8BscuB5YDzJ4927v7K3Rc/jqdTTqnwlGs5yVSatQhFBmANXUNLFm9lYpEgpZkkmXzZ3DerG7/2C8iWVKIeefue81sA0Ep9hFmVh5eJawCGqKNTkRESpmqjIr0U2NTM0tWb+VgS5L9za0cbEmyePVWGpuaow5NpGgVUt6Z2ZjwyiBmNgQ4A3gO2AAsCHe7DFgTTYQiIiLqEIr0W/2eA1QkOqZQRSJB/R7NuyqSKwWWd+OADWa2Ffgd8KC7rwOWANeZ2TZgFHB7hDGKiEiJ05BRkX6qGjmElmSyw7qWZJKqkUMiikik+BVS3rn7VuDEbta/BHwon7FMWnp/j9u2X39OHiMREZFM9fZveDboCqFIP40aWsmy+TMYXJFgWGU5gysSLJs/I9YFLkQKnfJOREQku3SFUGQAzps1njnVowui2qFIsVDeiYiIZI86hCIDNGpopRqkInmmvBMREcmOnHcIw0l5NwEN7n6umR0DrCC4kX4zcIm7HzKzSuBO4CSgEbjQ3bfnOj6RYqS8Eyktub6/REREilc+7iG8hqDMdrvvADe6ezWwB7giXH8FsCdcf2O4n4j0j/JORERERPqU0w6hmVUB5wC3hcsGnA6sCne5Azg/fD4vXCbcPjfcX0QyoLwTERERkXTl+grhvwKLgfYa4aOAve7eGi7XA+PD5+OBHQDh9rfC/Tsws4VmtsnMNu3evTuXsYsUKuWdiIiIiKQlZx1CMzsXeMPdN2fzdd19ubvPdvfZY8aMyeZLixQ85Z2IiIiIZCKXRWXmAOeZ2dnAYOBI4CZghJmVh1cjqoCGcP8GYAJQb2blwHC6sIo6AAAgAElEQVSCIhcikj7lnYiIiIikLWdXCN39S+5e5e6TgE8BD7n7xcAGYEG422XAmvD52nCZcPtD7u65ik+kGCnvRERERCQT+agy2tkS4Doz20Zwr9Lt4frbgVHh+uuApRHEJlKslHciIiIi0kVeJqZ391qgNnz+EvChbvY5CHwyH/GIlALlnYiIiIj0JYorhCIiIiIiIhID6hCKpGhsambLjr00NjVHHYpIyVDeiUi2mNlgM/tfM9tiZs+Y2TfC9ceY2RNmts3M7jazQVHHKhIXeRkyKlII1tQ1sGT1VioSCVqSSZbNn8F5s8b3faCI9JvyTkSyrBk43d2bzKwC2GhmDxDcJ3+ju68wsx8AVwC3RhmoSFzoCqEIwRWKJau3crAlyf7mVg62JFm8equuWIjkkPJORLLNA03hYkX4cOB0YFW4/g7g/AjCE4klXSEUAer3HKAikeAgycPrKhIJ6vccYNTQyggjEyleyrt4mLT0/l63b7/+nDxFIpIdZlYGbAaqgVuAF4G94Vy8APVAt0MRzGwhsBBgzJgx1NbW5jzevjQ1NcUiDohPLKUWx6Lprb1uv3qAr68OoQhQNXIILclkh3UtySRVI4dEFJFI8VPeiUguuHsbMMvMRgC/BI7P4NjlwHKAKVOmeE1NTU5izERtbS1xiAPiE0upxXF5H3+4GygNGRUBRg2tZNn8GQyuSDCsspzBFQmWzZ+hqxQiOaS8E5Fccve9wAbgVGCEmbVfCKkCGiILTCRmdIVQJHTerPHMqR5N/Z4DVI0cokapSB4o70Qkm8xsDNDi7nvNbAhwBvAdgo7hAmAFcBmwJrooReJFHUIpaI1NzVltSI4aWqkGqUgflHciEmPjgDvC+wgTwEp3X2dmzwIrzOybwO+B26MMUiRO1CGUgqVy9SL5p7wTkThz963Aid2sfwn4UP4jEok/3UMoBUnl6kXyT3knIiJSfNQhlILUXq4+VXu5ehHJDeWdiIhI8VGHUAqSytWL5J/yTkREpPioQygFadTQSr52zlQGlRlHDCpTuXqRPFDeiYiIFB91CKUgralr4J/vf5ZB5Qlaks7Xzp2qwhYiOaa8ExERKT7qEErBSS1s0dTcxqHWJP+87lkVthDJIeWdiIhIcVKHUAqOCluI5J/yTkREpDipQygFR4UtRPJPeSciIlKc1CGUgjNqaCXL5s9gcEWCYZXlKmwhkgfKOxERkeJUnqsXNrPBwCNAZfh7Vrn7183sGGAFMArYDFzi7ofMrBK4EzgJaAQudPftuYpPCkdjUzP1ew5QNXLI4cbnebPGM6d6dJf1xcDMfgV4T9vd/bxejlXeSVaUWt6JiIiUqpx1CIFm4HR3bzKzCmCjmT0AXAfc6O4rzOwHwBXAreHPPe5ebWafAr4DXJjD+KQArKlrYMnqrVQkErQkkyybP+NwVcNRQyuLtUH6L+HPTwDvBf4jXP40sKuPY5V3MmAlmnciIiIlKWdDRj3QFC5WhA8HTgdWhevvAM4Pn88Llwm3zzUzy1V8En+pVQ33N7dysCXJ4tVbi76qobs/7O4PA3Pc/UJ3/1X4uAj4cB/HKu9kQEo170REREpVTu8hNLMyM6sD3gAeBF4E9rp7a7hLPdA+idV4YAdAuP0tguFtnV9zoZltMrNNu3fvzmX4EjFVNeQIMzu2fSEc9nlEXwcp72QglHfZY2YTzGyDmT1rZs+Y2TXh+qPM7EEzeyH8OTLqWEVEpHTltEPo7m3uPguoAj4EHJ+F11zu7rPdffaYMWMGHKPEl6oa8nmg1sxqzexhYANwTV8HKe9kIJR3WdUKLHL3qcApwJVmNhVYCqx398nA+nBZREQkEnmpMuruewkas6cCI8ys/d7FKqAhfN4ATAAItw8nKHIhJaqUqxqaWQLYB0wm6AReDUxx9/9K9zWUd9IfpZx32ebuO939yfD5fuA5gqvyqUO1U4dwi4iI5F0uq4yOAVrcfa+ZDQHOIChYsQFYQFDx8DJgTXjI2nD5sXD7Q+7eY6VFKQ2lWtXQ3ZNmdou7nwhsSfc45Z1kQ6nmXS6Z2STgROAJYKy77ww3vQ6M7eGYhcBCgLFjx1JbW9tln6amJmpra1k0vbXLtmy5+a41vW6fPn54Vn9f+zkVk2I8Jyje8xIpNbmsMjoOuMPMygiuRK5093Vm9iywwsy+CfweuD3c/3bgZ2a2DfgT8KkcxiYR6K6MfTpKuKrhejObD9ybQSdNeScdKO+iZ2ZDgdXAte6+L7Vuk7u7mXWb3+6+HFgOMHv2bK+pqemyT21tLTU1NVy+9P5chJ6W7RfXZPX12s+pmBTjOUHxnpdIqclZh9DdtxL8NbTz+pcI7mvqvP4g8MlcxSPR6q2MvfTo7wimi2g1s4OAEbQfj+zpAOWdpFLeRS+c/mU1cJe73xuu3mVm49x9p5mNIygAJSIiEom83EMopU1l7PvH3Ye5e8LdB7n7keFyj51BkVTKu+iFU7jcDjzn7t9L2dQ+VBs6DuEWERHJu1wOGRUB3i1jf5B3Kxe2l7HXkLTeheXoJwOD29e5+yPRRSSFQnkXC3OAS4CnwqlgAL4MXA+sNLMrgFeACyKKT0RERB1CyT2Vse8fM/tbggqjVUAdQdn6xwgmmRfplfIueu6+kWCod3fm5jMWERGRnvQ6ZDScPLfHR76ClMKmMvb9dg3wQeAVd/8Iwb2Be6MNSQqF8k5ERETS0dcVws2AE/yFcyKwJ3w+AngVOCan0UnRUBn7fjno7gfNDDOrdPfnzWxK1EFJ4VDeiYiISF967RC6+zEAZvYj4Jfu/utw+Sw0ka5kSGXsM1ZvZiOA+4AHzWwPwf1GImlT3omIiEhv0r2H8BR3/2z7grs/YGbLchSTiADu/tfh0380sw3AcOA3EYYkIiIiIkUm3Q7ha2b2VeA/wuWLgddyE5LEXX8nupbMmNk/A48A/+PuD0cdj0RLeSciIiK5kG6H8NPA14FfEtxT+Ei4TkpMdxNd6x6lnHmJIM/+zcz2A78FHnF3zVlWYpR3IiIikit9dgjNrAz4srtfk4d4JMZSJ7pun9ts0T1bSBgMKis73FA9b9b4iCMtDu7+E+AnZvZegnnKvgAsBIZFGpjklfJORCR9ZjYBuBMYS3ARY7m73xRWx78bmARsBy5w9z1RxSkSJ71OOwHg7m3AaXmIRWKufaLrVC1tTnOrs7+5lYMtSb5wzxa27dofUYTFxcxuM7P/AW4l+OPNAmBktFFJvinvREQy0goscvepBPP3XmlmU4GlwHp3nwysD5dFhDQ6hKHfm9laM7vEzD7R/shpZBI73U103dmhNufsmzeytq4hT1EVtVFAGcHcg38C3nT31mhDknxT3omIpM/dd7r7k+Hz/cBzwHhgHnBHuNsdqFq+yGHp3kM4GGgETk9Z58C9WY9IIte5eEXq8rL5M1gc3st0qC1JWzJJa6e26qHWJItXb2VO9Wjd2zQA7VVGzezPgY8BG8yszN2roo1MckF5JyKSXWY2CTgReAIY6+47w02vEwwp7e6YhQS3ZzBmzBhqa2tzHmdfmpqaYhEHxCeWUotj0fTerwdcPcDXT6tD6O6fGeDvkQKxpq6Bxau2UpYw2pLOhbOruHtT/eHlGxbM4NElpx9uqD667U0+f3cdbd7xdSoSCer3HFDDdADM7Fzgw8BfAiOAhwgKy0iRUd6JiGSXmQ0FVgPXuvs+Mzu8zd3dzLy749x9ObAcYMqUKV5TU5OHaHtXW1tLHOKA+MRSanFcvvT+nL5+Wh1CMxsMXAGcQHC1EAB3/5scxSURaGxq5gv3bKElpZV55+Ovdthn0T1bePxLc5k5YQQAc6pHU16WoK3T5YpDbW1UjRyS+6CL25kEHcCb3F3TvBQp5Z2ISHaZWQVBZ/Aud28fzbbLzMa5+04zGwe8EV2EIvGS7j2EPwPeSzBs7WGgClAFgyLzzGtvdWiUdqelzXnmtbcOL9fvOcCgsq5fo6s+MllXKQbI3a8CHgemApjZEDNThdEio7wTEckeCy4F3g485+7fS9m0FrgsfH4ZoCmcRELpdgir3f1rwNvufgdwDnBy7sKSaFjfu3Tar7uCF5XlCS46eWIW4ypNZvZZYBXww3BVFXBfdBFJbijvRESyaA5wCXC6mdWFj7OB64EzzOwF4KPhsoiQfoewJfy518ymAcOBP8tNSBKVE44+kvI+vhHliWC/dqOGVrJs/gwGVyQYVlnO4IoENyyYoasU2XElwX9s+wDc/QWUd0VHeScikj3uvtHdzd1nuPus8PFrd29097nuPtndP+ruf4o6VpG4SLfK6HIzGwl8jeCS+9DwuRSZa+a+n5sfeoHyRII2T/KhSUfx222Nh7dfdPLELo3O82aNZ0716A4VEiUrmt39UPuN8GZWTlDdV4qM8k5ERESikm6V0dvCpw8Dx+YuHInKmroGloRl7c3g72uO46xp7+Xc72/ssN/KTfVcM/f9XRqfo4ZWqkGafQ+b2ZeBIWZ2BvAPwK8ijkmySHknIiIiUUtryKiZvWhmd5nZ/zGzE9I8ZoKZbTCzZ83sGTO7Jlx/lJk9aGYvhD9HhuvNzP7NzLaZ2VYz+0D/T0sy0djUzJLVWznYkmR/cyvNrc73N7zAa28doCLR8SvSXtZe8mIpsBt4Cvg74NfAV3s7QHlXOJR3IiIiEgfp3kM4laCwxSjghrCD+Ms+jmkFFrn7VOAU4Eozm0rQyF3v7pOB9eEywFnA5PCxELg1ozORfqvf07UB2tzqPPZiY5fCFS3JpMra54GZlQE/c/cfufsn3X1B+LyvIaPKuwKhvBMREZE4SLdD2EZQWKYNSBLM3dLr/C3uvtPdnwyf7weeA8YD84A7wt3uAM4Pn88D7vTA48CIcJ4YybGqkUM41NbWZf2PH93O186Z2qFwxbL5KlyRD+7eBrzPzAZleJzyrkAo70RERCQO0i0qs49g2Nr3gB+5e2Mf+3dgZpOAE4EngLHuvjPc9DowNnw+HtiRclh9uG5nyjrMbCHBlQwmTlSJ9WwYNbSSqz4yme8++McO6weVJZg2fjiPLjldhSui8RLwqJmtBd5uX9lpXqUeKe/iTXknIiIicZDuFcJPA48QFLVYYWbfMLO56RxoZkOB1cC17r4vdVs4/C2jqonuvtzdZ7v77DFjxmRyaMlqbGpmy469NDY19/j8opMnUtmp9n37MLVRQyuZOWGEGqX59yKwjiBPh6U8+qS8i15PuZa67axp71XeiYiISKTSrTK6BlhjZscT3HN0LbAY6PWmFjOrIGiU3uXu94ard5nZOHffGQ5Nax962gBMSDm8KlwnA3DX46/wjXXPMqjMaG5N4u4MqSjnQEsrZsbg8jJakkmWzZ/BDQtmsDiseNi+To3R6Lj7N3rbbmY3u/vnulmvvIvYmroGFq/aSlnCaGl7N+9akkkuOKmKlZvrD+fZhR+sYuWmeuWdiIiIRCKtDqGZrQZmElyxeAS4lGAYWm/HGHA78FynIW5rgcuA68Ofa1LWX2VmK4CTgbdShrhJGhqbmjsMMbvr8Vf4yn1PA3Co9d399je3LzgtbcHzxau38uiS0zVMrbDM6bxCeZd/nfOusamZL9yzhZa2jhdh2/PuzsdfBeAgQeGYlZvqWXfVabx9qE15JyIiInmX7j2E/w/4fVjoIl1zgEuAp8ysLlz3ZYIG6UozuwJ4Bbgg3PZr4GxgG/AO8JkMflfJS53PrCWZ5LqPvp9l//l82se3l7XXELWCp7zLo85597VzptLS1talM9ibikSCtw+1MXPCiBxGKiIiItK9dDuEzwJfMrOJ7r7QzCYDU9x9XU8HuPtGwHrY3OX+w/C+pivTjEdSNDY1s3jVFppb/fBVh28/kH5nEFTWvlgo7/Knu7z7yn1PU1ne09vfPeWeFLpJS+/vdfv268/JUyQiItIf6RaV+QlwCPiLcLkB+GZOIpKM3fXEqzS3pn9FYlBZxwZrRZnpvqXClFnPQ7Kqp7zrKRcryoKf7ek3uCKhKSVEREQkcul2CI9z92UEcxHi7u+gxmgsNDY18/2HXkh7/8ryBJ3nNk8YzKkene3QZIDM7Lg+drkpL4FIF5nmXXnCDtd1bR9Nmkw66646jfNmjc9BhCIiIiLpSbdDeMjMhhA2acKGanPOopK01e85QHmi74/xPYOCqxFXfaSawRUdRwoPKiujfs+BXIUo/fdjM3vRzFaY2ZVmNj11o7v/NKK4Sl66eTekIkFleYJr5k7ukneV5WW8fSiT27JFREREsq/PewjDqoU/AH4DTDCzuwgKV1ye29AkHVUjh9DmyR63V5Yb//fjJzDt6OGH71O6pXZbh310D1M8uftfmdkg4INADXC/mQ1196OijUyUdyIiIlIs+uwQurub2RcJGqSnEAwVvcbd38xxbNJJ5/L2AKOGVnLDgplct7KO1pT2aZnBtR99PxedPLHL/UnL5mu+wUJgZqcBHw4fIwgmqf9tpEGVIOWdiIiIFLN0q4w+CRzr7r2XEpOc6Vzeftn8GYfvPTpv1njmVI/mmdf2se9AC0cOqeCEo4/ssbHZvr/mG4y9WmAzwbQvv3b3Q9GGU3qUdyIiIlLs0u0QngxcbGavAG8TXCV0d5+Rs8jksKC8/VaaW5OHy9t/cdUW5lSP7nDF4oSjj0y7sTlqaKUapPE3mmB49l8CV5tZEnjM3b8WbVilQXknIiIipSDdDuHHchqF9KixqZnv/tcfaW7teL9Sc6vz8yde5XNzJwO9X8mQwuTue83sJWACUEUw7UtFtFGVBuWdiIiIlIq0OoTu/kquA5Gu1tQ1HL5C0Z1//e8/ctHJEwFYsnorB1vevZKxePXWDlcypPCEncHngY3ArcBnNGw095R3kk1m9mPgXOANd58WrjsKuBuYBGwHLnD3PVHFKCLxNGlpcKfWoumtXL60+7u2tl9/Tj5DkiKV7rQTkmeNTc0sWd1zoxSC+cyeeW0f9XsOUNGpBH5FIqGpJApftbuf7e7fdveN6gzmnvJOcuCnwJmd1i0F1rv7ZGB9uCwiIhIJdQhjprGpmS079vLMa/u6NDa751SNHEJLsmMDViXti0K1ma03s6cBzGyGmX016qCKkfJOcsXdHwH+1Gn1POCO8PkdwPl5DUpERCRFuvcQSh6k3o90qC1JW7LnqxQAFWXGCUcPZ9TQSpW0L04/Ar4I/BDA3bea2c+Bb0YaVZFR3kkExrr7zvD568DYKIMREZHSpg5hTLQPVUu9H6mizKgsh7JEgncOtXU55urTJx9ufKqkfVF6j7v/r5mlrmuNKphipLyTqIVz/Xp328xsIbAQYOzYsdTW1nbZp6mpidraWhZNj+8/DTfftabX7dPHD++w3H5OxaQYzwmK97zyZVIP9wWK5Js6hBFqn/D6iEFl1O3YSzLZsU1QljCWX3ISAJ+9cxPNre9uryy3w4Ut2qmkfdF508yOAxzAzBYAO3s/RPqivJMY2GVm49x9p5mNA97obid3Xw4sB5g9e7bX1NR02ae2tpaampoeC04Ugu0X13RYbj+nYlKM5wTFe14ipUYdwoi0D1Nzp8cCFgdbkhw9fAjVY4dxw4KZGppWeq4kaAweb2YNwMvAxdGGVNiUdxITa4HLgOvDn71fQhMREckhdQjzrLGpmWde29drWft2gxLwdjhkTUPTSlID8BNgA3AUsI+g8fhPUQZViJR3EhUz+wVQA4w2s3rg6wQdwZVmdgXwCnBBdBGKiEipU4cwj9qvTiSTzqG2bm8Z6cisQ8VCDU0rOWuAvcCTwGsRx1KwlHcSJXf/dA+b5uY1EJESovk/RTKjDmGebNu1ny/esyW9Bmno6x8/QQ3R0lbl7p3nL5MMKO9ERErST4HvA3emrGuf//N6M1saLi+JIDaR2NE8hHmwpq6Bs2/emFGj9Nq51Vx8yvtyGJUUgP8xs+lRB1GolHciIqVJ83+KZCZnVwgzuVxvQV39m4CzgXeAy939yVzFlk+NTc0sXrWVQ33ct5TqgtnjufaMKTmMSgrEacDlZvYy0AwYQZX6GT0doLwLKO9ERKSTtOb/TJ3uZcyYMQOaVuOphrd63b4ozT/5jh1Cj1PL5Hvaj7hMNVJqcfQ1tdDVA3z9XA4Z/SnpX64/C5gcPk4Gbg1/FqRtu/ZTt2MvsyaMYPWT9T0WsagsMzD4mznH8L6j3sPB1iSnVY+meuywPEcsMXVWP475KSWad0HhmLcAY/1zu5R3IiLSrd7m/0yd7mXKlCndTveSrmxNB7Noeivffar7JnvnaVtyLS5TjZRaHLmeWihnHUJ3f8TMJnVaPY+g2hoEl+trCRqm84A73d2Bx81sRPscTbmKL1f+731Pcefjr/a5X0UCfnTZbE44erjuV5Juufsr/TimJPNuTV0DX7hnCy19DA9V3omIlKy05v8UKUX5voewp8v144EdKfvVh+u6MLOFZrbJzDbt3r07d5H2w7Zd+9PqDAIMrihn+JBBapRKPhR13rUPD+2rMwjKOxGREtY+/ydo/k+RDiKrMtrb5fo+jjt8KX/27NkZH58rjU3NrPjdjr53DLUkkx1K24vkQzHm3a+2vIYn07tXUHknIlL8NP9n+ib1MRRx+/XnxPr1JTvy3SHs6XJ9AzAhZb+qcF1BWP7wi1z/wPOkX74CLphdpasUki/Ku5DyTkSk+Gn+T5HM5HvIaE+X69cCl1rgFOCtuN/H1NjUzCN/3M0ltz3OtzNslAKs3FRPY1NzTmIT6UR5F1LeiYiIiHSUy2knMrlc/2uC0vfbCMrffyZXcWXDmroGFq2sI4OK9l1UJBLU7zmgqxWSVcq73invRESkmGhIpmRDLquMpn25PqxyeGWuYsmmbbv2D7hRCrqXSXJDedc75Z2IiIhIR/keMlrQ1tQ18LGbfptxo/Tv/+pYFp3xfirLjWGV5QyuSLBs/gxdpRBJQ3/z7qPHj1HeiYiIiPQhsiqjhaaxqZlFK7fQlsy8wOL8D1RRPXYYF508kfo9B6gaOUSNUpE0DCTvlp7158o7kSI30OFyvR2voXYiUirUIUxDY1Mz377/WVr70SitLDPePtQGwKihlWqQiqRpIHk3SHknIiI51tcfJOIg1zEO9PXTOX4gf9hJ53hRh7BPa+oaWLxqK839vHnJEqZ7lkQyNNC8SyjvRERERNKiDmEvgkIWWzK+QlGWMN5TUUZLMql7lkQyNJC8G1y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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "la.analyze_categories(simulation_agg, title='Quintiles')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Data in tables\n", + "\n", + "While a lot can be seen in graphs that cannot be seen in the raw numbers, the numbers let us get into more detail. Below you will find a couple examples. If your model is behaving the way you would like it to, below tables may provide little added value, but if you struggle to improve your car's performance, they may come handy. In such cases I look for examples where high reward is giving to below-expected episode and when good episodes are given low reward.\n", + "\n", + "You can then take the episode number and scatter it below, and also look at reward given per step - this can in turn draw your attention to some rewarding anomalies and help you detect some unexpected outcomes in your reward function.\n", + "\n", + "There is a number of ways to select the data for display:\n", + "* `nlargest`/`nsmallest` lets you display information based on a specific value being highest or lowest\n", + "* filtering based on a field value, for instance `df[df['episode']==10]` will display only those steps in `df` which belong to episode 10\n", + "* `head()` lets you peek into a dataframe\n", + "\n", + "There isn't a right set of tables to display here and the ones below may not suit your needs. Get to know Pandas more and have fun with them. It's almost as addictive as DeepRacer itself.\n", + "\n", + "The examples have a short comment next to them explaining what they are showing." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " iteration episode steps start_at progress time new_reward \\\n", + "0 1 0 2 4 6.0023 0.000000 0.7 \n", + "1 1 1 28 4 23.5999 3.697678 22.1 \n", + "2 1 2 17 6 10.4036 2.162520 13.8 \n", + "3 1 3 16 9 11.8942 2.035471 13.7 \n", + "4 1 4 12 12 6.7208 1.532167 9.7 \n", + "\n", + " throttle reward time_if_complete reward_if_complete quintile complete \n", + "0 2.500000 0.000 0.000000 0.000000 1st 0 \n", + "1 3.965517 25.003 15.668196 105.945364 1st 0 \n", + "2 3.055556 13.004 20.786269 124.995194 1st 0 \n", + "3 3.382353 14.002 17.113135 117.721242 1st 0 \n", + "4 2.884615 10.002 22.797387 148.821569 1st 0 " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# View information for a couple first episodes\n", + "simulation_agg.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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iterationepisodestepsxyyawsteerthrottleactionrewarddoneon_trackprogressclosest_waypointtrack_lentimestampnew_reward
1361100406.87340.002.25310.000.00.01.0000True0.82943517.671555547349.4489751.0
1371101405.42341.532.26250.522.58.01.0000True0.94833517.671555547349.57559420.7
1381102400.21346.932.2932-0.265.03.01.0000True1.37173617.671555547349.70547130.7
1391103390.59356.242.34840.525.09.01.0000True2.12393617.671555547349.83487530.7
1401104378.56366.062.4313-0.522.50.01.0000True2.98503717.671555547349.96303770.7
1411105369.34373.262.46180.522.58.01.0000True3.63053717.671555547350.08924170.7
1421106361.11378.732.50980.002.54.01.0000True4.16433817.671555547350.21911641.0
1431107352.52383.732.56560.522.58.01.0000True4.69103817.671555547350.3510890.7
1441108343.42387.832.64390.262.56.01.0000True5.19603917.671555547350.4995840.7
1451109332.90391.512.73280.262.56.00.0010False5.81933917.671555547350.62709640.7
14611010322.20394.652.8010-0.265.03.00.0010False6.36073917.671555547350.75418230.7
14711011309.23397.702.87590.522.58.00.0010False6.98564017.671555547350.8822710.7
14811012299.14399.212.9360-0.522.50.00.0001False8.11544117.671555547351.00996450.7
\n", + "
" + ], + "text/plain": [ + " iteration episode steps x y yaw steer throttle \\\n", + "136 1 10 0 406.87 340.00 2.2531 0.00 0.0 \n", + "137 1 10 1 405.42 341.53 2.2625 0.52 2.5 \n", + "138 1 10 2 400.21 346.93 2.2932 -0.26 5.0 \n", + "139 1 10 3 390.59 356.24 2.3484 0.52 5.0 \n", + "140 1 10 4 378.56 366.06 2.4313 -0.52 2.5 \n", + "141 1 10 5 369.34 373.26 2.4618 0.52 2.5 \n", + "142 1 10 6 361.11 378.73 2.5098 0.00 2.5 \n", + "143 1 10 7 352.52 383.73 2.5656 0.52 2.5 \n", + "144 1 10 8 343.42 387.83 2.6439 0.26 2.5 \n", + "145 1 10 9 332.90 391.51 2.7328 0.26 2.5 \n", + "146 1 10 10 322.20 394.65 2.8010 -0.26 5.0 \n", + "147 1 10 11 309.23 397.70 2.8759 0.52 2.5 \n", + "148 1 10 12 299.14 399.21 2.9360 -0.52 2.5 \n", + "\n", + " action reward done on_track progress closest_waypoint track_len \\\n", + "136 0.0 1.000 0 True 0.8294 35 17.67 \n", + "137 8.0 1.000 0 True 0.9483 35 17.67 \n", + "138 3.0 1.000 0 True 1.3717 36 17.67 \n", + "139 9.0 1.000 0 True 2.1239 36 17.67 \n", + "140 0.0 1.000 0 True 2.9850 37 17.67 \n", + "141 8.0 1.000 0 True 3.6305 37 17.67 \n", + "142 4.0 1.000 0 True 4.1643 38 17.67 \n", + "143 8.0 1.000 0 True 4.6910 38 17.67 \n", + "144 6.0 1.000 0 True 5.1960 39 17.67 \n", + "145 6.0 0.001 0 False 5.8193 39 17.67 \n", + "146 3.0 0.001 0 False 6.3607 39 17.67 \n", + "147 8.0 0.001 0 False 6.9856 40 17.67 \n", + "148 0.0 0.000 1 False 8.1154 41 17.67 \n", + "\n", + " timestamp new_reward \n", + "136 1555547349.448975 1.0 \n", + "137 1555547349.5755942 0.7 \n", + "138 1555547349.7054713 0.7 \n", + "139 1555547349.8348753 0.7 \n", + "140 1555547349.9630377 0.7 \n", + "141 1555547350.0892417 0.7 \n", + "142 1555547350.2191164 1.0 \n", + "143 1555547350.351089 0.7 \n", + "144 1555547350.499584 0.7 \n", + "145 1555547350.6270964 0.7 \n", + "146 1555547350.7541823 0.7 \n", + "147 1555547350.882271 0.7 \n", + "148 1555547351.0099645 0.7 " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Set maximum quantity of rows to view for a dataframe display - without that\n", + "# the view below will just hide some of the steps\n", + "pd.set_option('display.max_rows', 500)\n", + "\n", + "# View all steps data for episode 10\n", + "df[df['episode']==10]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Analyze the reward distribution for your reward function" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# This shows a histogram of actions per closest waypoint for episode 771.\n", + "# Will let you spot potentially problematic places in reward granting.\n", + "# In this example reward function is clearly `return 1`. It may be worrying\n", + "# if your reward function has some logic in it.\n", + "# If you have a final step reward that makes the rest of this histogram\n", + "# unreadable, you can filter the last step out by using\n", + "# `episode[:-1].plot.bar` instead of `episode.plot.bar`\n", + "episode = df[df['episode']==771]\n", + "episode.plot.bar(x='closest_waypoint', y='reward')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Path taken for top reward iterations\n", + "\n", + "NOTE: at some point in a single episode the car could go around multiple laps, the episode was terminated when car completed 1000 steps. Currently one episode has at most one lap. This explains why you can see multiple laps in an episode plotted below.\n", + "\n", + "Being able to plot the car's route in an episode can help you detect certain patterns in its behaviours and either promote them more or train away from them. While being able to watch the car go in the training gives some information, being able to reproduce it after the training is much more practical.\n", + "\n", + "Graphs below give you a chance to look deeper into your car's behaviour on track." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Fetch information about the car's episodes and plot some of them\n", + "action_map, episode_map, sorted_idx = la.episode_parser(data)\n", + "\n", + "# There is a trick that lets you view top episodes based on different criteria\n", + "# than the ones returned from the `episode_parser` function. Some examples:\n", + "# highest reward for complete laps:\n", + "# sorted_idx = list(complete_ones.nlargest(3,'reward')['episode'])\n", + "# highest progress from all episodes:\n", + "# sorted_idx = list(simulation_agg.nlargest(3,'progress')['episode'])\n", + "\n", + "fig = la.plot_top_laps(sorted_idx[:], episode_map, l_center_line, l_inner_border, l_outer_border, 3)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plot a heatmap of rewards for current training. \n", + "The brighter the colour, the higher the reward granted in given coordinates.\n", + "If instead of a similar view as in the example below you get a dark image with hardly any \n", + "dots, it might be that your rewards are highly disproportionate and possibly sparse.\n", + "\n", + "Disproportion means you may have one reward of 10.000 and the rest in range 0.01-1.\n", + "In such cases the vast majority of dots will simply be very dark and the only bright dot\n", + "might be in a place difficult to spot. I recommend you go back to the tables and show highest\n", + "and average rewards per step to confirm if this is the case. Such disproportions may\n", + "not affect your traning very negatively, but they will make the data less readable in this notebook.\n", + "\n", + "Sparse data means that the car gets a high reward for the best behaviour and very low reward\n", + "for anything else, and worse even, reward is pretty much discrete (return 10 for narrow perfect,\n", + "else return 0.1). The car relies on reward varying between behaviours to find gradients that can\n", + "lead to improvement. If that is missing, the model will struggle to improve." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Some tracks have negative coordinates for which `la.plot_track` is not ready. It has been improved\n", + "# using RichardFan's modification to offer an x_shift and y_shift parameters. They may require\n", + "# different values for other tracks. You will then need to change it in the future. Simply add parameters:\n", + "# track_size=(700,1000), y_shift=300 to this method\n", + "track = la.plot_track(df, l_center_line, l_inner_border, l_outer_border)\n", + "\n", + "\n", + "plt.title(\"Reward distribution for all actions \")\n", + "im = plt.imshow(track, cmap='hot', interpolation='bilinear', origin=\"lower\") " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plot a particular iteration\n", + "This is same as the heatmap above, but just for a single iteration." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "iteration_id = 3\n", + "track = la.plot_track(df[df['iteration'] == iteration_id], l_center_line, l_inner_border, l_outer_border)\n", + "plt.title(\"Reward distribution for all actions \")\n", + "im = plt.imshow(track, cmap='hot', interpolation='bilinear', origin=\"lower\") " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Path taken in a particular episode" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "## Evaluation RUN\n", + "def plot_episode_run(df, E, center_line, inner_border, outer_border):\n", + " fig = plt.figure(1, figsize=(12, 16))\n", + " ax = fig.add_subplot(211)\n", + " la.print_border(ax, center_line, inner_border, outer_border) \n", + " episode_data = df[df['episode'] == E]\n", + " for row in episode_data.iterrows():\n", + " x1,y1,action,reward = row[1]['x'], row[1]['y'], row[1]['action'], row[1]['reward']\n", + " car_x2, car_y2 = x1 - 0.02, y1\n", + " plt.plot([x1, car_x2], [y1, car_y2], 'r.')" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plot_episode_run(df, 122, l_center_line, l_inner_border, l_outer_border) # arbitrary episode" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Path taken in a particular Iteration" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/tptak/dev/aws-deepracer-workshops/venv/lib/python3.6/site-packages/ipykernel_launcher.py:4: MatplotlibDeprecationWarning: Adding an axes using the same arguments as a previous axes currently reuses the earlier instance. In a future version, a new instance will always be created and returned. Meanwhile, this warning can be suppressed, and the future behavior ensured, by passing a unique label to each axes instance.\n", + " after removing the cwd from sys.path.\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "iteration_id = 10\n", + "\n", + "for i in range((iteration_id-1)*EPISODES_PER_ITERATION, (iteration_id)*EPISODES_PER_ITERATION):\n", + " plot_episode_run(df, i, l_center_line, l_inner_border, l_outer_border)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Bulk training load\n", + "\n", + "This is some slow and heavy stuff. You can download all logs from CloudWatch (or part of them if you play with `not_older_than` and `older_than` parameters that take a string representation of a date in ISO format, for instance `DD-MM-YYYY` works).\n", + "\n", + "The basic assumption in code below is that you may want to group logs by folders, so either remove `SELECT_YOUR_SUBFOLDER/training/` from the call or set up your own folder and point to it.\n", + "\n", + "Since it can be a lot of downloading, it is commented out in here to avoid accidental runs.\n", + "\n", + "Files downloaded once will not be downloaded again unless you add `force=True`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "#logs = cw.download_all_logs('logs/SELECT_YOUR_SUBFOLDER/training/deepracer-', '/aws/robomaker/SimulationJobs')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Load every log from a folder. Every single one. This is a lot of data. If you want to save yourself some time later, below you have code to save and load all that with use of pickle.\n", + "\n", + "Same comment applies to `SELECT_YOUR_SUBFOLDER/training/` - point it at a location that you're interested in.\n", + "\n", + "Alternatively, `logs` returned from `download_all_logs` is a list of tuples in which first element is a path to a downloaded log file (even if it already exists, but would've been donwloaded if `force=True`), so you can use that to load logs in bulk." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "\n", + "base_folder = 'logs/SELECT_YOUR_SUBFOLDER/training'\n", + "df_list = list()\n", + "big_training_panda = None\n", + "for stream in os.listdir(base_folder):\n", + " data = la.load_data('%s/%s' % (base_folder, stream))\n", + " df = la.convert_to_pandas(data)\n", + " df['stream'] = stream[10:]\n", + " if big_training_panda is not None:\n", + " big_training_panda = big_training_panda.append(df)\n", + " else:\n", + " big_training_panda = df\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Have I mentioned a lot of data? This stores the data preprocessed for time savings\n", + "big_training_panda.to_pickle('bulk_training_set.pickle')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from pandas import read_pickle\n", + "\n", + "big_training_panda = read_pickle('bulk_training_set.pickle')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# as usual, handle with care. Towards the end of the May race I needed 30-45 minutes to recalculate the reward.\n", + "#la.new_reward(big_training_panda, l_center_line, 'reward.reward_sample')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "# Below code is using stream name as part of grouping since otherwise there would be episode number collisions\n", + "big_simulation_agg = la.simulation_agg(big_training_panda, 'stream')\n", + "\n", + "big_complete_ones = big_simulation_agg[big_simulation_agg['progress']==100]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "grouped = big_simulation_agg.groupby(['stream'])\n", + "\n", + "for name, group in grouped:\n", + " la.scatter_aggregates(group, title=name)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "By the end of London Loop I had so much noise and random tries that wanted to find the most promising version of my model to submit. I used the below piece of code to iterate through all the stream values to detect the one with most promising times histogram. I should've added progress as well since the fastest ones hardly ever completed a lap. I will leave adding that as an exercise for the reader." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "values = []\n", + "show = []\n", + "show_above = -1\n", + "i = 0\n", + "for value in big_complete_ones.stream.values:\n", + " if value in values:\n", + " continue\n", + " values.append(value)\n", + " if i in show or i > show_above:\n", + " print(value)\n", + " big_complete_ones[big_complete_ones['stream']==value].hist(column=['time'], bins=20)\n", + " i += 1" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# display loads of everything\n", + "big_simulation_agg" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Action breakdown per iteration and historgram for action distribution for each of the turns - reinvent track\n", + "\n", + "This plot is useful to understand the actions that the model takes for any given iteration. Unfortunately at this time it is not fit for purpose as it assumes six actions in the action space and has other issues. It will require some work to get it to done but the information it returns will be very valuable.\n", + "\n", + "This is a bit of an attempt to abstract away from the brilliant function in the original notebook towards a more general graph that we could use. It should be treated as a work in progress. The track_breakdown could be used as a starting point for a general track information object to handle all the customisations needed in methods of this notebook.\n", + "\n", + "A breakdown track data needs to be available for it. If you cannot find it for the desired track, MAKEIT.\n", + "\n", + "Currently supported tracks:" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "dict_keys(['reinvent2018', 'london_loop'])" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "la.track_breakdown.keys()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The second parameter is either a single index or a list of indices for df iterations that you would like to view. You can for instance use `sorted_idx` list which is a sorted list of iterations from the highest to lowest reward.\n", + "\n", + "Bear in mind that you will have to provide a proper action naming in parameter `action_names`, this function assumes only six actions by default. I think they need to match numbering of actions in your model's metadata json file." + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of steps in iteration= 947\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "la.action_breakdown(df, 20, la.track_breakdown['reinvent2018'], l_center_line, l_inner_border, l_outer_border)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "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": "3.6.8" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/log-analysis/Training_analysis_interactive.ipynb b/log-analysis/Training_analysis_interactive.ipynb new file mode 100644 index 000000000..ae97463df --- /dev/null +++ b/log-analysis/Training_analysis_interactive.ipynb @@ -0,0 +1,15583 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Interactive Training analysis for DeepRacer\n", + "\n", + "This notebook has been built based on the `Training_Analysis.ipynb` provided by Tomasz Ptak and the AWS DeepRacer Team. The original notebook has been reduced only to the track, episode and iteration visualation with interative functionality using [Plotly](https://plot.ly/)\n", + "\n", + "## Usage\n", + "\n", + "The original docker image \"aschu/log-analysis\" used for log analysis doesn't have the necessary Plotly modules installed, therefore the image has been cloned to \"wirawan/deepracer-log-analysis\" and we installed the Plotly modules on top of it. \n", + "The new docker image can be used using the script start-interactive.sh.\n", + "\n", + "## Contributions\n", + "\n", + "## Imports\n", + "\n", + "Run the imports block below:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'1.9.188'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from datetime import datetime\n", + "%matplotlib inline\n", + "\n", + "#Shapely Library\n", + "from shapely.geometry import Point, Polygon\n", + "from shapely.geometry.polygon import LinearRing, LineString\n", + "\n", + "import track_utils as tu\n", + "import log_analysis as la\n", + "import cw_utils as cw\n", + "\n", + "# Make sure your boto version is >= '1.9.133'\n", + "cw.boto3.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# import the interactive track utility\n", + "from track_utils_interactive import DeepRacerTrack" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This block below has been prepared in case you would like to make some changes to the utility code that comes with this notebook. It will reload track_utlis.py, log_analysis.py and cw_utils.py without the need to reload the notebook. In normal usage of the notebook you will not need it." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# reload log_analysis and the rest of stuff here if needed\n", + "# (handy for code updates in utils, doesn't break anything if no changes)\n", + "import importlib\n", + "importlib.reload(la)\n", + "importlib.reload(cw)\n", + "importlib.reload(tu)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load waypoints for the track you want to run analysis on\n", + "\n", + "The track waypoint files usually show up as new races start. Be sure to check for them in repository updates. You only need to load them in the block below.\n", + "\n", + "These files represent the coordinates of characteristic points of the track - the center line, inside border and outside border. Their main purpose is to visualise the track in images below. One thing that you may want to remember is that at the moment not all functions below work with all values of the coordinates. Especially some look awkward with bigger tracks or with negative coordinates. Usually there is an explanation on what to do to fix the view.\n", + "\n", + "The naming of the tracks is not super consistent. I'm also not sure all of them are available in the console or locally. You may want to know that:\n", + "* London_Loop and Virtual_May19_Train_track - are the AWS DeepRacer Virtual League London Loop tracks\n", + "* Tokyo - is the AWS DeepRacer Virtual League Kumo Torakku track\n", + "* New_York - are the AWS DeepRacer Virtual League Empire City training and evaluation tracks\n", + "* China - are the AWS Deepracer Virtual League Shanghai Sudu training and evaluation tracks\n", + "* reinvent_base - is the re:Invent 2019 racing track\n", + "\n", + "There are also other tracks that you may want to explore. Each of them has its own properties that you might find useful for your model.\n", + "\n", + "Remeber that evaluation npy files are a community effort to visualise the tracks in the trainings, they aren't 100% accurate.\n", + "\n", + "Tracks Available:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "AWS_track.npy\t H_track.npy\t Oval_track.npy\n", + "Bowtie_track.npy London_Loop_Train.npy Straight_track.npy\n", + "Canada_Eval.npy Mexico_track.npy\t Tokyo_Training_track.npy\n", + "Canada_Training.npy Mexico_track_eval.npy Virtual_May19_Train_track.npy\n", + "China_eval_track.npy New_York_Eval_Track.npy reinvent_base.npy\n", + "China_track.npy New_York_Track.npy\n" + ] + } + ], + "source": [ + "!ls tracks/" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Take the name from results above and paste below to load the key elements of the track and view the outline of it." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded 203 waypoints\n" + ] + }, + { + "data": { + "image/svg+xml": [ + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "l_center_line, l_inner_border, l_outer_border, road_poly = tu.load_track(\"Canada_Training\")\n", + "\n", + "road_poly" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Get the logs\n", + "\n", + "Depending on which way you are training your model, you will need a different way to load the data.\n", + "\n", + "**AWS DeepRacer Console**\n", + "The logs are being stored in CloudWatch, in group `/aws/robomaker/SimulationJobs`. You will be using boto3 to download them based on the training ID (stream name prefix). If you wish to bulk export the logs from Amazon Cloudwatch to Amazon S3 :: https://docs.aws.amazon.com/AmazonCloudWatch/latest/logs/S3ExportTasks.html\n", + "\n", + "**DeepRacer for Dummies/ARCC local training**\n", + "Those two setups come with a container that runs Jupyter Notebook (as you noticed if you're using one of them and reading this text). Logs are stored in `/logs/` and you just need to point at the latest file to see the current training. The logs are split for long running training if they exceed 500 MB. The log loading method has been extended to support that.\n", + "\n", + "**Chris Rhodes' repo**\n", + "Chris repo doesn't come with logs storage out of the box. I would normally run `docker logs dr > /path/to/logfile` and then load the file.\n", + "\n", + "Below I have prepared a section for each case. In each case you can analyse the logs as the training is being run, just in case of the Console you may need to force downloading of the logs as the `cw.download_log` method has a protection against needless downloads.\n", + "\n", + "Select your preferred way to get the logs below and you can get rid of the rest." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Log file exists, use force=True to download again\n" + ] + } + ], + "source": [ + "# AWS DeepRacer Console\n", + "#stream_name = 'sim-sample' ## CHANGE This to your simulation application ID\n", + "#fname = 'logs/deepracer-%s.log' %stream_name # The log will be downloaded into the specified path\n", + "fname = !ls -t /workspace/venv/logs/*.log*\n", + "fname = fname[0]\n", + "cw.download_log(fname)\n", + "#cw.download_log(fname, stream_prefix=stream_name) # add force=True if you downloaded the file before but want to repeat\n", + "\n", + "\n", + "# DeepRacer for Dummies / ARCC repository - comment the above and uncomment\n", + "# the lines below. They rely on a magic command to list log files\n", + "# ordered by time and pick up the most recent one (index zero).\n", + "# If you want an earlier file, change 0 to larger value.\n", + "# !ls -t /workspace/venv/logs/*.log\n", + "# fname = !ls -t /workspace/venv/logs/*.log\n", + "# fname = fname[0]\n", + "\n", + "\n", + "# Chris Rhodes' repository\n", + "# Use a preferred way of saving the logs to a file , then set an fname value to load it\n", + "# fname = /path/to/your/log/file" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load the trace training log\n", + "\n", + "Now that the data is downloaded, we need to load it into memory. We will first read it from file and then convert to data frames in Pandas. [Pandas](https://pandas.pydata.org/) is a Python library for handling and analysing large amounts of data series. Remember this name, you may want to learn more about how to use it to get more information that you would like to get from the logs. Examples below are hardly scratching the surface.\n", + "\n", + "One important information to enter is the setting of your Episodes per iteration hyperparameter. This is used to group the episodes into iterations. This information is valuable when later looking at graphs showing how the training progresses per iteration. You can use it to detect which iteration gave you better outcomes and, if in local training, you could move to that iteration's outcome for submissions in the AWS DeepRacer League or for continuing the training.\n", + "\n", + "The log files you have just gathered above have lines like this one:\n", + "```\n", + "SIM_TRACE_LOG:799,111,1.7594,4.4353,3.0875,-0.26,2.50,2,1.0000,False,True,71.5802,49,17.67,1555554451.1110387\n", + "```\n", + "This is all that matters for us. The first two are some tests I believe and when loading they get skipped, then each next line has the following fields:\n", + "* episode number\n", + "* step number\n", + "* x coordinate\n", + "* y coordinate\n", + "* yaw of the car (where the car is heading)\n", + "* decision about turning (turn value from your action space)\n", + "* decision about throttle (speed value from your action space)\n", + "* decision index (value from your action space)\n", + "* reward value\n", + "* is the car going backwards\n", + "* are all wheels on track?\n", + "* progress in the lap\n", + "* closest waypoint\n", + "* track length\n", + "* timestamp\n", + "\n", + "`la.load_data` and then `la.convert_to_pandas` read it and prepare for your usage. Sorting the values may not be needed, but I have experienced under some circumstances that the log lines were not ordered properly." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "EPISODES_PER_ITERATION = 20 # Set to value of your hyperparameter in training\n", + "\n", + "data = la.load_data(fname)\n", + "df = la.convert_to_pandas(data, episodes_per_iteration=EPISODES_PER_ITERATION)\n", + "\n", + "df = df.sort_values(['episode', 'steps'])\n", + "# personally I think normalizing can mask too high rewards so I am commenting it out,\n", + "# but you might want it.\n", + "# la.normalize_rewards(df)\n", + "\n", + "#Uncomment the line of code below to evaluate a different reward function\n", + "#la.new_reward(df, l_center_line, 'reward.reward_sample') #, verbose=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " iteration episode steps x y yaw steer throttle action \\\n", + "0 1 0 0 447.41 167.96 2.8771 0.00 0.0 0.0 \n", + "1 1 0 1 447.31 167.99 2.8767 0.00 8.0 5.0 \n", + "2 1 0 2 445.36 168.60 2.8718 0.00 8.0 5.0 \n", + "3 1 0 3 441.72 169.77 2.8620 0.00 8.0 5.0 \n", + "4 1 0 4 432.74 172.73 2.8432 -0.13 7.3 4.0 \n", + "\n", + " reward done on_track progress closest_waypoint track_len \\\n", + "0 0.8 0 True 0.6439 1 21.74 \n", + "1 2.5 0 True 0.6483 1 21.74 \n", + "2 2.5 0 True 0.7423 1 21.74 \n", + "3 2.5 0 True 0.9176 2 21.74 \n", + "4 1.8 0 True 1.3513 3 21.74 \n", + "\n", + " timestamp \n", + "0 1572427646.0545352 \n", + "1 1572427646.2317846 \n", + "2 1572427646.329521 \n", + "3 1572427646.4368303 \n", + "4 1572427646.5238326 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "new reward not found, using reward as its values\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/workspace/venv/lib/python3.5/site-packages/numpy/core/fromnumeric.py:2389: FutureWarning:\n", + "\n", + "Method .ptp is deprecated and will be removed in a future version. Use numpy.ptp instead.\n", + "\n" + ] + } + ], + "source": [ + "simulation_agg = la.simulation_agg(df)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "complete_ones = simulation_agg[simulation_agg['progress']==100]" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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iterationepisodestepsstart_atprogresstimenew_rewardthrottlerewardtime_if_completereward_if_completequintile
37419374169142100.012.054072143.56406.381176143.564012.054072143.56405th
403401531100.011.866539140.73206.535065140.732011.866539140.73201st
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" + ], + "text/plain": [ + " iteration episode steps start_at progress time new_reward \\\n", + "374 19 374 169 142 100.0 12.054072 143.5640 \n", + "40 3 40 153 1 100.0 11.866539 140.7320 \n", + "379 19 379 155 193 100.0 11.441320 135.3330 \n", + "105 6 105 151 51 100.0 11.304434 134.0000 \n", + "92 5 92 156 122 100.0 11.618258 129.0365 \n", + "\n", + " throttle reward time_if_complete reward_if_complete quintile \n", + "374 6.381176 143.5640 12.054072 143.5640 5th \n", + "40 6.535065 140.7320 11.866539 140.7320 1st \n", + "379 6.592949 135.3330 11.441319 135.3330 5th \n", + "105 6.616447 134.0000 11.304434 134.0000 2nd \n", + "92 6.465605 129.0365 11.618258 129.0365 2nd " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "simulation_agg.nlargest(5, 'new_reward')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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iterationepisodestepsstart_atprogresstimenew_rewardthrottlerewardtime_if_completereward_if_completequintile
34518345815153.33545.89884462.9886.80853762.98811.059903118.0979245th
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" + ], + "text/plain": [ + " iteration episode steps start_at progress time new_reward \\\n", + "345 18 345 81 51 53.3354 5.898844 62.988 \n", + "203 11 203 68 31 44.2652 4.948490 49.633 \n", + "339 17 339 123 193 80.5712 9.053302 118.265 \n", + "105 6 105 151 51 100.0000 11.304434 134.000 \n", + "52 3 52 44 122 30.4792 3.445902 30.745 \n", + "\n", + " throttle reward time_if_complete reward_if_complete quintile \n", + "345 6.808537 62.988 11.059903 118.097924 5th \n", + "203 6.613043 49.633 11.179187 112.126456 3rd \n", + "339 6.660484 118.265 11.236399 146.783218 5th \n", + "105 6.616447 134.000 11.304434 134.000000 2nd \n", + "52 6.464444 30.745 11.305751 100.872070 1st " + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "simulation_agg.nsmallest(5, 'time_if_complete')" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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iterationepisodestepsstart_atprogresstimenew_rewardthrottlerewardtime_if_completereward_if_completequintile
105610515151100.011.304434134.00006.616447134.000011.304434134.00002nd
37919379155193100.011.441320135.33306.592949135.333011.441319135.33305th
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" + ], + "text/plain": [ + " iteration episode steps start_at progress time new_reward \\\n", + "105 6 105 151 51 100.0 11.304434 134.0000 \n", + "379 19 379 155 193 100.0 11.441320 135.3330 \n", + "92 5 92 156 122 100.0 11.618258 129.0365 \n", + "40 3 40 153 1 100.0 11.866539 140.7320 \n", + "374 19 374 169 142 100.0 12.054072 143.5640 \n", + "\n", + " throttle reward time_if_complete reward_if_complete quintile \n", + "105 6.616447 134.0000 11.304434 134.0000 2nd \n", + "379 6.592949 135.3330 11.441319 135.3330 5th \n", + "92 6.465605 129.0365 11.618258 129.0365 2nd \n", + "40 6.535065 140.7320 11.866539 140.7320 1st \n", + "374 6.381176 143.5640 12.054072 143.5640 5th " + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# fastest complete laps\n", + "complete_ones.nsmallest(5, 'time')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Interactive Track and Episode Visualization\n", + "With this interactive Visualization, we can see more helpful informations if we hover on the specific line or point of the picture.\n", + "It can display the waypoint index, steps, progress, action, throttle, reward and closest way point, that means we don't need to find \n", + "this information on the printout of dataframe. The color of the episode point depends on the throttle, which makes it easier to see the change of the speed. We can also zoom on the specific area where we want to see more on detail." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "drt = DeepRacerTrack(\"Canada_Training\", df)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + " \n", + " " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "hoverinfo": "text", + "hovertext": [ + "Waypoint: 0
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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "drt.plot_iteration(10)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "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": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/log-analysis/cw_utils.py b/log-analysis/cw_utils.py index 856981a71..182c28ac3 100644 --- a/log-analysis/cw_utils.py +++ b/log-analysis/cw_utils.py @@ -8,6 +8,7 @@ import boto3 import sys import dateutil.parser +import os def get_log_events(log_group, stream_name=None, stream_prefix=None, start_time=None, end_time=None): @@ -42,7 +43,11 @@ def get_log_events(log_group, stream_name=None, stream_prefix=None, start_time=N def download_log(fname, stream_name=None, stream_prefix=None, - log_group=None, start_time=None, end_time=None): + log_group=None, start_time=None, end_time=None, force=False): + if os.path.isfile(fname) and not force: + print('Log file exists, use force=True to download again') + return + if start_time is None: start_time = 1451490400000 # 2018 if end_time is None: @@ -63,7 +68,7 @@ def download_log(fname, stream_name=None, stream_prefix=None, f.write("\n") -def download_all_logs(pathprefix, log_group, not_older_than=None, older_than=None): +def download_all_logs(pathprefix, log_group, not_older_than=None, older_than=None, force = False): client = boto3.client('logs') lower_timestamp = iso_to_timestamp(not_older_than) @@ -84,7 +89,10 @@ def download_all_logs(pathprefix, log_group, not_older_than=None, older_than=Non continue stream_prefix = stream['logStreamName'].split("/")[0] file_name = "%s%s.log" % (pathprefix, stream_prefix) - download_log(file_name, stream_prefix=stream_prefix, log_group=log_group) + + if not os.path.isfile(file_name) or force: + download_log(file_name, stream_prefix=stream_prefix, log_group=log_group) + fetched_files.append( (file_name, stream_prefix, stream['firstEventTimestamp'], stream['lastEventTimestamp'])) diff --git a/log-analysis/log_analysis.py b/log-analysis/log_analysis.py index be740f063..008115928 100644 --- a/log-analysis/log_analysis.py +++ b/log-analysis/log_analysis.py @@ -1,4 +1,4 @@ -''' +""" Copyright 2018 Amazon.com, Inc. or its affiliates. All Rights Reserved. Permission is hereby granted, free of charge, to any person obtaining a copy of this @@ -13,37 +13,49 @@ HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. -''' +""" + +from datetime import datetime +from decimal import * -import numpy as np import matplotlib.pyplot as plt -from shapely.geometry import LineString +import numpy as np import pandas as pd -import gzip -import glob -import math - from matplotlib.collections import PatchCollection from matplotlib.patches import Rectangle +from shapely.geometry.polygon import LineString +from sklearn.preprocessing import MinMaxScaler -from shapely.geometry import Point, Polygon -from shapely.geometry.polygon import LinearRing, LineString -from datetime import datetime - +import cw_utils as cw -EPISODE_PER_ITER = 20 def load_data(fname): + from os.path import isfile data = [] + + i = 1 + + while isfile('%s.%s' % (fname, i)): + load_file('%s.%s' % (fname, i), data) + i += 1 + + load_file(fname, data) + + if i>1: + print("Loaded %s log files (logs rolled over)" % i) + + return data + + +def load_file(fname, data): with open(fname, 'r') as f: for line in f.readlines(): if "SIM_TRACE_LOG" in line: parts = line.split("SIM_TRACE_LOG:")[1].split('\t')[0].split(",") data.append(",".join(parts)) - return data -def convert_to_pandas(data, wpts=None): +def convert_to_pandas(data, episodes_per_iteration=20): """ stdout_ = 'SIM_TRACE_LOG:%d,%d,%.4f,%.4f,%.4f,%.2f,%.2f,%d,%.4f,%s,%s,%.4f,%d,%.2f,%s\n' % ( self.episodes, self.steps, model_location[0], model_location[1], model_heading, @@ -58,18 +70,17 @@ def convert_to_pandas(data, wpts=None): self.track_length, time.time()) print(stdout_) - """ + """ df_list = list() - - #ignore the first two dummy values that coach throws at the start. + + # ignore the first two dummy values that coach throws at the start. for d in data[2:]: parts = d.rstrip().split(",") episode = int(parts[0]) steps = int(parts[1]) - x = 100*float(parts[2]) - y = 100*float(parts[3]) - ##cWp = get_closest_waypoint(x, y, wpts) + x = 100 * float(parts[2]) + y = 100 * float(parts[3]) yaw = float(parts[4]) steer = float(parts[5]) throttle = float(parts[6]) @@ -80,32 +91,41 @@ def convert_to_pandas(data, wpts=None): progress = float(parts[11]) closest_waypoint = int(parts[12]) track_len = float(parts[13]) - tstamp = parts[14] - - #desired_action = int(parts[10]) - #on_track = 0 if 'False' in parts[12] else 1 - - iteration = int(episode / EPISODE_PER_ITER) +1 - df_list.append((iteration, episode, steps, x, y, yaw, steer, throttle, action, reward, done, all_wheels_on_track, progress, + tstamp = Decimal(parts[14]) + + iteration = int(episode / episodes_per_iteration) + 1 + df_list.append((iteration, episode, steps, x, y, yaw, steer, throttle, + action, reward, done, all_wheels_on_track, progress, closest_waypoint, track_len, tstamp)) - header = ['iteration', 'episode', 'steps', 'x', 'y', 'yaw', 'steer', 'throttle', 'action', 'reward', 'done', 'on_track', 'progress', 'closest_waypoint', 'track_len', 'timestamp'] - + header = ['iteration', 'episode', 'steps', 'x', 'y', 'yaw', 'steer', + 'throttle', 'action', 'reward', 'done', 'on_track', 'progress', + 'closest_waypoint', 'track_len', 'timestamp'] + df = pd.DataFrame(df_list, columns=header) return df -def episode_parser(data, action_map=True, episode_map=True): - ''' + +def normalize_rewards(df): + # Normalize the rewards to a 0-1 scale + + min_max_scaler = MinMaxScaler() + scaled_vals = min_max_scaler.fit_transform( + df['reward'].values.reshape(df['reward'].values.shape[0], 1)) + df['reward'] = pd.DataFrame(scaled_vals.squeeze()) + + +def episode_parser(data): + """ Arrange data per episode - ''' - action_map = {} # Action => [x,y,reward] - episode_map = {} # Episode number => [x,y,action,reward] + """ + action_map = {} # Action => [x,y,reward] + episode_map = {} # Episode number => [x,y,action,reward] - for d in data[:]: parts = d.rstrip().split("SIM_TRACE_LOG:")[-1].split(",") e = int(parts[0]) - x = float(parts[2]) + x = float(parts[2]) y = float(parts[3]) angle = float(parts[5]) ttl = float(parts[6]) @@ -115,30 +135,33 @@ def episode_parser(data, action_map=True, episode_map=True): try: episode_map[e] except KeyError: - episode_map[e] = np.array([0,0,0,0,0,0]) #dummy - episode_map[e] = np.vstack((episode_map[e], np.array([x,y,action,reward,angle,ttl]))) + episode_map[e] = np.array([0, 0, 0, 0, 0, 0]) # dummy + episode_map[e] = np.vstack( + (episode_map[e], np.array([x, y, action, reward, angle, ttl]))) try: action_map[action] except KeyError: action_map[action] = [] action_map[action].append([x, y, reward]) - + # top laps total_rewards = {} for x in episode_map.keys(): arr = episode_map[x] - total_rewards[x] = np.sum(arr[:,3]) + total_rewards[x] = np.sum(arr[:, 3]) import operator - top_idx = dict(sorted(total_rewards.items(), key=operator.itemgetter(1), reverse=True)[:]) + top_idx = dict(sorted(total_rewards.items(), + key=operator.itemgetter(1), + reverse=True)[:]) sorted_idx = list(top_idx.keys()) return action_map, episode_map, sorted_idx + def make_error_boxes(ax, xdata, ydata, xerror, yerror, facecolor='r', edgecolor='r', alpha=0.3): - # Create list for all the error patches errorboxes = [] @@ -154,20 +177,16 @@ def make_error_boxes(ax, xdata, ydata, xerror, yerror, facecolor='r', # Add collection to axes ax.add_collection(pc) - # Plot errorbars - #artists = ax.errorbar(xdata, ydata, xerr=xerror, yerr=yerror, - # fmt='None', ecolor='k') - return 0 + def v_color(ob): - - COLOR = { + color = { True: '#6699cc', False: '#ffcc33' } - return COLOR[ob.is_simple] + return color[ob.is_simple] def plot_coords(ax, ob): @@ -179,99 +198,533 @@ def plot_bounds(ax, ob): x, y = zip(*list((p.x, p.y) for p in ob.boundary)) ax.plot(x, y, '.', color='#000000', zorder=1) -def plot_line(ax, ob): + +def plot_line(ax, ob, color='cyan'): x, y = ob.xy - ax.plot(x, y, color='cyan', alpha=0.7, linewidth=3, solid_capstyle='round', zorder=2) + ax.plot(x, y, color=color, alpha=0.7, linewidth=3, solid_capstyle='round', + zorder=2) -def print_border(ax, waypoints, inner_border_waypoints, outer_border_waypoints): + +def print_border(ax, waypoints, inner_border_waypoints, outer_border_waypoints, + color='lightgrey'): line = LineString(waypoints) plot_coords(ax, line) - plot_line(ax, line) + plot_line(ax, line, color) line = LineString(inner_border_waypoints) plot_coords(ax, line) - plot_line(ax, line) + plot_line(ax, line, color) line = LineString(outer_border_waypoints) plot_coords(ax, line) - plot_line(ax, line) - -def get_closest_waypoint(x, y, waypoints): - res = 0 - index = 0 - min_distance = float('inf') - for row in waypoints: - distance = math.sqrt((row[0] - x) * (row[0] - x) + (row[1] - y) * (row[1] - y)) - if distance < min_distance: - min_distance = distance - res = index - index = index + 1 - return res - -def plot_grid_world(episode_df, inner, outer, scale=10.0, plot=True): + plot_line(ax, line, color) + + +def plot_top_laps(sorted_idx, episode_map, center_line, inner_border, + outer_border, n_laps=5): + fig = plt.figure(n_laps, figsize=(12, n_laps * 10)) + for i in range(n_laps): + idx = sorted_idx[i] + + episode_data = episode_map[idx] + + ax = fig.add_subplot(n_laps, 1, i + 1) + + line = LineString(center_line) + plot_coords(ax, line) + plot_line(ax, line) + + line = LineString(inner_border) + plot_coords(ax, line) + plot_line(ax, line) + + line = LineString(outer_border) + plot_coords(ax, line) + plot_line(ax, line) + + for idx in range(1, len(episode_data) - 1): + x1, y1, action, reward, angle, speed = episode_data[idx] + car_x2, car_y2 = x1 - 0.02, y1 + plt.plot([x1 * 100, car_x2 * 100], [y1 * 100, car_y2 * 100], 'b.') + + plt.show() + plt.clf() + + return fig + + +def plot_evaluations(evaluations, inner, outer, graphed_value='throttle'): + streams = evaluations.sort_values('timestamp', ascending=False).groupby('stream', sort=False) + + for name, stream in streams: + fig, axes = plt.subplots(2, 3, figsize=(20, 10)) + fig.tight_layout(pad=0.4, w_pad=0.5, h_pad=7.0) + + for id, episode in stream.groupby('episode'): + plot_grid_world(episode, inner, outer, graphed_value, ax=axes[int(id / 3), id % 3]) + + plt.show() + plt.clf() + + +def plot_grid_world(episode_df, inner, outer, graphed_value='throttle', min_progress=None, ax=None): """ plot a scaled version of lap, along with throttle taken a each position """ - stats = [] - outer = [(val[0] / scale, val[1] / scale) for val in outer] - inner = [(val[0] / scale, val[1] / scale) for val in inner] - max_x = int(np.max([val[0] for val in outer])) - max_y = int(np.max([val[1] for val in outer])) + episode_df.loc[:, 'distance_diff'] = ((episode_df['x'].shift(1) - episode_df['x']) ** 2 + ( + episode_df['y'].shift(1) - episode_df['y']) ** 2) ** 0.5 - print(max_x, max_y) - grid = np.zeros((max_x+1, max_y+1)) + distance = np.nansum(episode_df['distance_diff']) / 100 + lap_time = np.ptp(episode_df['timestamp'].astype(float)) + velocity = distance / lap_time + average_throttle = np.nanmean(episode_df['throttle']) + progress = np.nanmax(episode_df['progress']) - # create shapely ring for outter and inner - outer_polygon = Polygon(outer) - inner_polygon = Polygon(inner) + if not min_progress or progress > min_progress: - print('Outer polygon length = %.2f (meters)' % (outer_polygon.length / scale)) - print('Inner polygon length = %.2f (meters)' % (inner_polygon.length / scale)) + distance_lap_time = 'Distance, progress, lap time = %.2f (meters), %.2f %%, %.2f (sec)' % ( + distance, progress, lap_time) + throttle_velocity = 'Average throttle, velocity = %.2f (Gazebo), %.2f (meters/sec)' % ( + average_throttle, velocity) - dist = 0.0 - for ii in range(1, len(episode_df)): - dist += math.sqrt((episode_df['x'].iloc[ii] - episode_df['x'].iloc[ii-1])**2 + (episode_df['y'].iloc[ii] - episode_df['y'].iloc[ii-1])**2) - dist /= 100.0 + fig = None + if ax is None: + fig = plt.figure(figsize=(16, 10)) + ax = fig.add_subplot(1, 1, 1) - - t0 = datetime.fromtimestamp(float(episode_df['timestamp'].iloc[0])) - t1 = datetime.fromtimestamp(float(episode_df['timestamp'].iloc[len(episode_df) - 1])) + ax.set_facecolor('midnightblue') + + line = LineString(inner) + plot_coords(ax, line) + plot_line(ax, line) + + line = LineString(outer) + plot_coords(ax, line) + plot_line(ax, line) - lap_time = (t1-t0).total_seconds() + episode_df.plot.scatter('x', 'y', ax=ax, s=3, c=graphed_value, cmap=plt.get_cmap('plasma')) - average_throttle = np.nanmean(episode_df['throttle']) - max_throttle = np.nanmax(episode_df['throttle']) - min_throttle = np.nanmin(episode_df['throttle']) - velocity = dist/lap_time + subtitle = '%s%s\n%s\n%s' % ( + ('Stream: %s, ' % episode_df['stream'].iloc[0]) if 'stream' in episode_df.columns else '', + datetime.fromtimestamp(episode_df['timestamp'].iloc[0]), + distance_lap_time, + throttle_velocity) + ax.set_title(subtitle) + + if fig: + plt.show() + plt.clf() + + +def simulation_agg(panda, firstgroup='iteration', add_timestamp=False, is_eval=False): + grouped = panda.groupby([firstgroup, 'episode']) + + by_steps = grouped['steps'].agg(np.max).reset_index() + by_start = grouped.first()['closest_waypoint'].reset_index() \ + .rename(index=str, columns={"closest_waypoint": "start_at"}) + by_progress = grouped['progress'].agg(np.max).reset_index() + by_throttle = grouped['throttle'].agg(np.mean).reset_index() + by_time = grouped['timestamp'].agg(np.ptp).reset_index() \ + .rename(index=str, columns={"timestamp": "time"}) + by_time['time'] = by_time['time'].astype(float) + + result = by_steps \ + .merge(by_start) \ + .merge(by_progress, on=[firstgroup, 'episode']) \ + .merge(by_time, on=[firstgroup, 'episode']) + + if not is_eval: + if 'new_reward' not in panda.columns: + print('new reward not found, using reward as its values') + panda['new_reward'] = panda['reward'] + by_new_reward = grouped['new_reward'].agg(np.sum).reset_index() + result = result.merge(by_new_reward, on=[firstgroup, 'episode']) + + result = result.merge(by_throttle, on=[firstgroup, 'episode']) + + if not is_eval: + by_reward = grouped['reward'].agg(np.sum).reset_index() + result = result.merge(by_reward, on=[firstgroup, 'episode']) + + result['time_if_complete'] = result['time'] * 100 / result['progress'] + + if not is_eval: + result['reward_if_complete'] = result['reward'] * 100 / result['progress'] + result['quintile'] = pd.cut(result['episode'], 5, labels=['1st', '2nd', '3rd', '4th', '5th']) + + if add_timestamp: + by_timestamp = grouped['timestamp'].agg(np.max).astype(float).reset_index() + by_timestamp['timestamp'] = pd.to_datetime(by_timestamp['timestamp'], unit='s') + result = result.merge(by_timestamp, on=[firstgroup, 'episode']) + + return result + + +def scatter_aggregates(aggregate_df, title=None, is_eval=False): + fig, axes = plt.subplots(nrows=2 if is_eval else 3, ncols=2 if is_eval else 3, figsize=[15, 11]) + if title: + fig.suptitle(title) + if not is_eval: + aggregate_df.plot.scatter('time', 'reward', ax=axes[0, 2]) + aggregate_df.plot.scatter('time', 'new_reward', ax=axes[1, 2]) + aggregate_df.plot.scatter('start_at', 'reward', ax=axes[2, 2]) + aggregate_df.plot.scatter('start_at', 'progress', ax=axes[2, 0]) + aggregate_df.plot.scatter('start_at', 'time_if_complete', ax=axes[2, 1]) + aggregate_df.plot.scatter('time', 'progress', ax=axes[0, 0]) + aggregate_df.hist(column=['time'], bins=20, ax=axes[1, 0]) + aggregate_df.plot.scatter('time', 'steps', ax=axes[0, 1]) + aggregate_df.hist(column=['progress'], bins=20, ax=axes[1, 1]) + + plt.show() + plt.clf() + + +def analyze_categories(panda, category='quintile', groupcount=5, title=None): + grouped = panda.groupby(category) + + fig, axes = plt.subplots(nrows=groupcount, ncols=4, figsize=[15, 15]) + + if title: + fig.suptitle(title) + + row = 0 + for name, group in grouped: + group.plot.scatter('time', 'reward', ax=axes[row, 0]) + group.plot.scatter('time', 'new_reward', ax=axes[row, 1]) + group.hist(column=['time'], bins=20, ax=axes[row, 2]) + axes[row, 3].set(xlim=(0, 100)) + group.hist(column=['progress'], bins=20, ax=axes[row, 3]) + row += 1 + + plt.show() + plt.clf() + + +def analyze_training_progress(aggregates, title=None): + aggregates['complete'] = np.where(aggregates['progress'] == 100, 1, 0) + + grouped = aggregates.groupby('iteration') + + reward_per_iteration = grouped['reward'].agg([np.mean, np.std]).reset_index() + time_per_iteration = grouped['time'].agg([np.mean, np.std]).reset_index() + progress_per_iteration = grouped['progress'].agg([np.mean, np.std]).reset_index() + + complete_laps = aggregates[aggregates['progress'] == 100.0] + complete_grouped = complete_laps.groupby('iteration') + + complete_times = complete_grouped['time'].agg([np.mean, np.min, np.max]).reset_index() + + total_completion_rate = complete_laps.shape[0] / aggregates.shape[0] + + complete_per_iteration = grouped['complete'].agg([np.mean]).reset_index() + + print('Number of episodes = ', np.max(aggregates['episode'])) + print('Number of iterations = ', np.max(aggregates['iteration'])) + + fig, axes = plt.subplots(nrows=3, ncols=3, figsize=[15, 15]) + + if title: + fig.suptitle(title) + + plot(axes[0, 0], reward_per_iteration, 'iteration', 'Iteration', 'mean', 'Mean reward', 'Rewards per Iteration') + plot(axes[1, 0], reward_per_iteration, 'iteration', 'Iteration', 'std', 'Std dev of reward', 'Dev of reward') + plot(axes[2, 0], aggregates, 'episode', 'Episode', 'reward', 'Total reward') + + plot(axes[0, 1], time_per_iteration, 'iteration', 'Iteration', 'mean', 'Mean time', 'Times per Iteration') + plot(axes[1, 1], time_per_iteration, 'iteration', 'Iteration', 'std', 'Std dev of time', 'Dev of time') + if complete_times.shape[0] > 0: + plot(axes[2, 1], complete_times, 'iteration', 'Iteration', 'mean', 'Time', 'Mean completed laps time') + + plot(axes[0, 2], progress_per_iteration, 'iteration', 'Iteration', 'mean', 'Mean progress', + 'Progress per Iteration') + plot(axes[1, 2], progress_per_iteration, 'iteration', 'Iteration', 'std', 'Std dev of progress', 'Dev of progress') + plot(axes[2, 2], complete_per_iteration, 'iteration', 'Iteration', 'mean', 'Completion rate', + 'Completion rate (avg: %s)' % total_completion_rate) + + plt.show() + plt.clf() + + +def plot(ax, df, xval, xlabel, yval, ylabel, title=None): + df.plot.scatter(xval, yval, ax=ax, s=5, alpha=0.7) + if title: + ax.set_title(title) + ax.set_ylabel(ylabel) + ax.set_xlabel(xlabel) + + plt.grid(True) + + +def load_eval_data(eval_fname): + eval_data = load_data(eval_fname) + return convert_to_pandas(eval_data) + + +def load_eval_logs(logs): + full_dataframe = None + for log in logs: + eval_data = load_data(log[0]) + dataframe = convert_to_pandas(eval_data) + dataframe['stream'] = log[1] + if full_dataframe is not None: + full_dataframe = full_dataframe.append(dataframe) + else: + full_dataframe = dataframe + + return full_dataframe.sort_values( + ['stream', 'episode', 'steps']).reset_index() + + +def analyse_single_evaluation(log_file, inner_border, outer_border, episodes=5, + min_progress=None): + eval_df = load_eval_data(log_file) + + for e in range(episodes): + episode_df = eval_df[eval_df['episode'] == e] + plot_grid_world(episode_df, inner_border, outer_border, min_progress=min_progress) + + +def analyse_multiple_race_evaluations(logs, inner_border, outer_border, min_progress=None): + for log in logs: + analyse_single_evaluation(log[0], inner_border, outer_border, min_progress=min_progress) + + +def download_and_analyse_multiple_race_evaluations(log_folder, l_inner_border, l_outer_border, not_older_than=None, + older_than=None, + log_group='/aws/deepracer/leaderboard/SimulationJobs', + min_progress=None): + logs = cw.download_all_logs("%s/deepracer-eval-" % log_folder, log_group, not_older_than, older_than) + + analyse_multiple_race_evaluations(logs, l_inner_border, l_outer_border, min_progress=min_progress) + + +def df_to_params(df_row, waypoints): + from track_utils import get_vector_length, \ + get_a_point_on_a_line_closest_to_point, is_point_on_the_line + waypoint = df_row['closest_waypoint'] + before = waypoint - 1 + if waypoints[waypoint].tolist() == waypoints[before].tolist(): + before -= 1 + after = (waypoint + 1) % len(waypoints) + + if waypoints[waypoint].tolist() == waypoints[after].tolist(): + after = (after + 1) % len(waypoints) + + current_location = np.array([df_row['x'], df_row['y']]) + + closest_point = get_a_point_on_a_line_closest_to_point( + waypoints[before], + waypoints[waypoint], + [df_row['x'], df_row['y']] + ) + + if is_point_on_the_line(waypoints[before][0], waypoints[before][1], + waypoints[waypoint][0], waypoints[waypoint][1], + closest_point[0], closest_point[1]): + closest_waypoints = [before, waypoint] + else: + closest_waypoints = [waypoint, after] + + closest_point = get_a_point_on_a_line_closest_to_point( + waypoints[waypoint], + waypoints[after], + [df_row['x'], df_row['y']] + ) + + params = { + 'x': df_row['x'] / 100, + 'y': df_row['y'] / 100, + 'speed': df_row['throttle'], + 'steps': df_row['steps'], + 'progress': df_row['progress'], + 'heading': df_row['yaw'] * 180 / 3.14, + 'closest_waypoints': closest_waypoints, + 'steering_angle': df_row['steer'] * 180 / 3.14, + 'waypoints': waypoints / 100, + 'distance_from_center': + get_vector_length( + ( + closest_point + - + current_location + ) / 100), + 'timestamp': df_row['timestamp'], + # TODO I didn't need them yet. DOIT + 'track_width': 0.60, + 'is_left_of_center': None, + 'all_wheels_on_track': True, + 'is_reversed': False, + } + + return params + + +def new_reward(panda, center_line, reward_module, verbose=False): + import importlib + importlib.invalidate_caches() + rf = importlib.import_module(reward_module) + importlib.reload(rf) + + reward = rf.Reward(verbose=verbose) + + new_rewards = [] + for index, row in panda.iterrows(): + new_rewards.append( + reward.reward_function(df_to_params(row, center_line))) + + panda['new_reward'] = new_rewards + + +def plot_track(df, center_line, inner_border, outer_border, + track_size=(500, 800), x_shift=0, y_shift=0): + track = np.zeros(track_size) # lets magnify the track by *100 + for index, row in df.iterrows(): + x = int(row["x"]) + x_shift + y = int(row["y"]) + y_shift + reward = row["reward"] + + # clip values that are off track + if y >= track_size[0]: + y = track_size[0] - 1 + + if x >= track_size[1]: + x = track_size[1] - 1 + + track[y, x] = reward + + fig = plt.figure(1, figsize=(12, 16)) + ax = fig.add_subplot(111) + + shifted_center_line = [[point[0] + x_shift, point[1] + y_shift] for point + in center_line] + shifted_inner_border = [[point[0] + x_shift, point[1] + y_shift] for point + in inner_border] + shifted_outer_border = [[point[0] + x_shift, point[1] + y_shift] for point + in outer_border] + + print_border(ax, shifted_center_line, shifted_inner_border, + shifted_outer_border) + + return track + + +class TrackBreakdown: + def __init__(self, vert_lines, track_segments, segment_x, segment_y, + segment_xerr, segment_yerr): + # vert_lines are indices of waypoints put on the track in squares to mark a section + self.vert_lines = vert_lines + # track segments determine location of descriptions on the right graph, formed of tuple + # (location along the x axis, location along the y axis, description) + self.track_segments = track_segments - print('Distance, lap time = %.2f (meters), %.2f (sec)' % (dist, lap_time)) - print('Average throttle, velocity = %.2f (Gazebo), %.2f (meters/sec)' % (average_throttle, velocity)) + # marking of a bottom-left pixel of a segment on the right graph + self.segment_x = segment_x + self.segment_y = segment_y - stats.append((dist, lap_time, velocity, average_throttle, min_throttle, max_throttle)) + # boundaries of red rectangles on the right graph + # how many pixels wide before and after the bottom-left pixel x coordinate + self.segment_xerr = segment_xerr + # how many pixels tall below and above the bottom-left pixel y coordinate + self.segment_yerr = segment_yerr - if plot == True: - for y in range(max_y): - for x in range(max_x): - point = Point((x, y)) +reinvent2018 = TrackBreakdown( + vert_lines=[10, 25, 32, 33, 40, 45, 50, 53, 61, 67], + track_segments=[(15, 100, 'hairpin'), + (32, 100, 'right'), + (42, 100, 'left'), + (51, 100, 'left'), + (63, 100, 'left')], - # this is the track - if (not inner_polygon.contains(point)) and (outer_polygon.contains(point)): - grid[x][y] = -1.0 + segment_x=np.array([15, 32, 42, 51, 63]), + segment_y=np.array([0, 0, 0, 0, 0]), - # find df slice that fits into this - df_slice = episode_df[(episode_df['x'] >= (x - 1) * scale) & (episode_df['x'] < x * scale) & \ - (episode_df['y'] >= (y - 1) * scale) & (episode_df['y'] < y * scale)] + segment_xerr=np.array([[5, 1, 2, 1, 2], [10, 1, 3, 2, 4]]), + segment_yerr=np.array([[0, 0, 0, 0, 0], [150, 150, 150, 150, 150]])) - if len(df_slice) > 0: - #average_throttle = np.nanmean(df_slice['throttle']) - grid[x][y] = np.nanmean(df_slice['throttle']) +london_loop = TrackBreakdown( + vert_lines=[0, 15, 17, 30, 33, 45, 75, 105, 120, 132, 150, 180, 190, 210], + track_segments=[(0, 100, 'long sharp left'), + (17, 90, 'mild right'), + (33, 80, 'tight left'), + (75, 100, 'mild chicane'), + (120, 100, 'short sharp left'), + (150, 90, 'left'), + (190, 100, 'right')], - fig = plt.figure(figsize=(7,7)) - imgplot = plt.imshow(grid) - plt.colorbar(orientation='vertical') - plt.title('Lap time (sec) = %.2f' %lap_time) - #plt.savefig('grid.png') + segment_x=np.array([0, 17, 33, 75, 120, 150, 190]), + segment_y=np.array([0, 0, 0, 0, 0, 0, 0]), - return lap_time, average_throttle, stats + segment_xerr=np.array( + [[0, 0, 0, 0, 0, 0, 0], [15, 13, 12, 30, 12, 30, 20]]), + segment_yerr=np.array( + [[0, 0, 0, 0, 0, 0, 0], [150, 150, 150, 150, 150, 150, 150]])) + +track_breakdown = {'reinvent2018': reinvent2018, 'london_loop': london_loop} + + +def action_breakdown(df, iteration_ids, track_breakdown, center_line, + inner_border, outer_border, + action_names=['LEFT', 'RIGHT', 'STRAIGHT', 'SLIGHT LEFT', + 'SLIGHT RIGHT', 'SLOW']): + fig = plt.figure(figsize=(16, 32)) + + if type(iteration_ids) is not list: + iteration_ids = [iteration_ids] + + wpts_array = center_line + + for iter_num in iteration_ids: + # Slice the data frame to get all episodes in that iteration + df_iter = df[(iter_num == df['iteration'])] + n_steps_in_iter = len(df_iter) + print('Number of steps in iteration=', n_steps_in_iter) + + th = 0.8 + for idx in range(len(action_names)): + ax = fig.add_subplot(6, 2, 2 * idx + 1) + print_border(ax, center_line, inner_border, outer_border) + + df_slice = df_iter[df_iter['reward'] >= th] + df_slice = df_slice[df_slice['action'] == idx] + + ax.plot(df_slice['x'], df_slice['y'], 'b.') + + for idWp in track_breakdown.vert_lines: + ax.text(wpts_array[idWp][0], + wpts_array[idWp][1] + 20, + str(idWp), + bbox=dict(facecolor='red', alpha=0.5)) + + # ax.set_title(str(log_name_id) + '-' + str(iter_num) + ' w rew >= '+str(th)) + ax.set_ylabel(action_names[idx]) + + # calculate action way point distribution + action_waypoint_distribution = list() + for idWp in range(len(wpts_array)): + action_waypoint_distribution.append( + len(df_slice[df_slice['closest_waypoint'] == idWp])) + + ax = fig.add_subplot(6, 2, 2 * idx + 2) + + # Call function to create error boxes + _ = make_error_boxes(ax, + track_breakdown.segment_x, + track_breakdown.segment_y, + track_breakdown.segment_xerr, + track_breakdown.segment_yerr) + + for tt in range(len(track_breakdown.track_segments)): + ax.text(track_breakdown.track_segments[tt][0], + track_breakdown.track_segments[tt][1], + track_breakdown.track_segments[tt][2]) + + ax.bar(np.arange(len(wpts_array)), action_waypoint_distribution) + ax.set_xlabel('waypoint') + ax.set_ylabel('# of actions') + ax.legend([action_names[idx]]) + ax.set_ylim((0, 150)) + + plt.show() + plt.clf() diff --git a/log-analysis/reward/reward_sample.py b/log-analysis/reward/reward_sample.py new file mode 100644 index 000000000..b70d3edde --- /dev/null +++ b/log-analysis/reward/reward_sample.py @@ -0,0 +1,53 @@ +from time import time + + +class Reward: + def __init__(self, verbose=False): + self.previous_steps = None + self.initial_time = None + self.verbose = verbose + + @staticmethod + def get_vector_length(v): + return (v[0] ** 2 + v[1] ** 2) ** 0.5 + + @staticmethod + def vector(a, b): + return b[0] - a[0], b[1] - a[1] + + @staticmethod + def get_time(params): + # remember: this will not return time before + # the first step has completed so the total + # time will be slightly lower + return params.get('timestamp', None) or time() + + def reward_function(self, params): + if self.previous_steps is None \ + or self.previous_steps > params['steps']: + # new lap! + self.initial_time = self.get_time(params) + else: + # we're continuing + pass + + steering_factor = 1.0 + + if abs(params['steering_angle']) > 14: + steering_factor = 0.7 + + reward = float(steering_factor) + + self.previous_steps = params['steps'] + + if self.verbose: + print(params) + + return reward + + +reward_object = Reward() + + +def reward_function(params): + return reward_object.reward_function(params) diff --git a/log-analysis/start_interactive.sh b/log-analysis/start_interactive.sh new file mode 100755 index 000000000..bf231d772 --- /dev/null +++ b/log-analysis/start_interactive.sh @@ -0,0 +1,7 @@ +#!/usr/bin/env bash + +nvidia-docker run --rm -it -p "8888:8888" \ +-v `pwd`/../../aws-deepracer-workshops/log-analysis:/workspace/venv/data \ +-v `pwd`/../../docker/volumes/.aws:/root/.aws \ +-v `pwd`/../../docker/volumes/robo/checkpoint/log:/workspace/venv/logs \ + wirawan/deepracer-log-analysis diff --git a/log-analysis/track_utils.py b/log-analysis/track_utils.py new file mode 100644 index 000000000..7a250d273 --- /dev/null +++ b/log-analysis/track_utils.py @@ -0,0 +1,105 @@ +import numpy as np + +# Shapely Library +from shapely.geometry import Polygon +from shapely.geometry.polygon import LineString + + +def get_track_waypoints(track_name, absolute_path="."): + return np.load("%s/tracks/%s.npy" % (absolute_path, track_name)) + + +def load_track(track_name, absolute_path="."): + if track_name.endswith('.npy'): + track_name = track_name[:-4] + + waypoints = get_track_waypoints(track_name, absolute_path) + + print("Loaded %s waypoints" % waypoints.shape[0]) + + l_inner_border = LineString(waypoints[:, 2:4]) + l_outer_border = LineString(waypoints[:, 4:6]) + road_poly = Polygon(np.vstack((l_outer_border, np.flipud(l_inner_border)))) + + # rescale waypoints to centimeter scale + center_line = waypoints[:, 0:2] * 100 + inner_border = waypoints[:, 2:4] * 100 + outer_border = waypoints[:, 4:6] * 100 + + return center_line, inner_border, outer_border, road_poly + + +def get_angle(p0, p1, p2): + v0 = np.array(p0) - np.array(p1) + v1 = np.array(p2) - np.array(p1) + + angle = np.math.atan2(np.linalg.det([v0, v1]), np.dot(v0, v1)) + return np.degrees(angle) + + +def get_vector_length(v): + return np.sqrt(v[0] ** 2 + v[1] ** 2) + + +def normalize_vector(v): + return v / get_vector_length(v) + + +# TODO Watch this, it might be putting points inside out +def get_orthogonal_vector_for_straight_line(before, point): + v0 = np.array(before) - np.array(point) + if v0[0] * v0[1] == 0: + border_vector = -np.array([-v0[1], v0[0]]) + else: + border_vector = -1 / np.array([-v0[0], v0[1]]) + + border_vector = normalize_vector(border_vector) + + return border_vector + + +def crossing_point_for_two_lines(l1_p1, l1_p2, p, p2): + if l1_p1[0] == l1_p2[0]: + # if the waypoint line is vertical + x = l1_p1[0] + a1, b1 = get_a_and_b_for_line(p, p2) + elif p[0] == p2[0]: + # if the location line is vertical + x = p[0] + a1, b1 = get_a_and_b_for_line(l1_p1, l1_p2) + else: + a1, b1 = get_a_and_b_for_line(l1_p1, l1_p2) + a2, b2 = get_a_and_b_for_line(p, p2) + x = (b2 - b1) / (a1 - a2) + y = a1 * x + b1 + return x, y + + +def get_a_and_b_for_line(p1, p2): + a1 = (p1[1] - p2[1]) / (p1[0] - p2[0]) + b1 = p2[1] - a1 * p2[0] + return a1, b1 + + +def get_a_point_on_a_line_closest_to_point(l1_p1, l1_p2, p): + vector = get_orthogonal_vector_for_straight_line((l1_p1[0], l1_p1[1]), + (l1_p2[0], l1_p2[1])) + p2 = np.array([p[0], p[1]]) + vector + crossing_point = crossing_point_for_two_lines(l1_p1, l1_p2, p, p2) + return crossing_point + + +def is_point_on_the_line(l1_x1, l1_y1, l1_x2, l1_y2, x1, x2): + a1 = get_angle([l1_x1, l1_y1], [l1_x2, l1_y2], [x1, x2]) + a2 = get_angle([l1_x1, l1_y1], [l1_x2, l1_y2], [x1, x2]) + return a1 < 5 and a2 < 5 + + +def plot_trackpoints(trackpoints, show=True): + import matplotlib.pyplot as plt + for point in trackpoints: + plt.scatter(point[0], point[1], c="blue") + plt.scatter(point[2], point[3], c="black") + plt.scatter(point[4], point[5], c="cyan") + if show: + plt.show() diff --git a/log-analysis/track_utils_interactive.py b/log-analysis/track_utils_interactive.py new file mode 100644 index 000000000..f83f7c118 --- /dev/null +++ b/log-analysis/track_utils_interactive.py @@ -0,0 +1,130 @@ +import numpy as np +import plotly +import plotly.graph_objects as go + + +class DeepRacerTrack: + def __init__(self, track_name, df): + self.df = df + self.track_name = track_name + self.episodes_per_iteration = df[df['iteration']==1]['episode'].max()+1 + self.center_line, self.inner_border, self.outer_border = self.load_track(track_name) + self.tmin, self.tmax = self.get_throttle_minmax(df) + + def load_track(self, track_name, absolute_path="."): + if track_name.endswith('.npy'): + track_name = track_name[:-4] + waypoints = np.load("%s/tracks/%s.npy" % (absolute_path, track_name)) + # rescale waypoints to centimeter scale + center_line = waypoints[:, 0:2] * 100 + inner_border = waypoints[:, 2:4] * 100 + outer_border = waypoints[:, 4:6] * 100 + return center_line, inner_border, outer_border + + def get_throttle_minmax(self, df): + tmax = 0 + tmin = 100 + for i in range(self.episodes_per_iteration): + episode_data = df[df['episode'] == i] + tmin=min(tmin, episode_data["throttle"][1:].min()) + tmax=max(tmax, episode_data["throttle"].max()) + return tmin, tmax + + def plot_track(self): + fig = go.Figure() + self.plot_track_(fig) + fig.show() + + def plot_track_(self, fig): + fig.add_trace(go.Scatter(x=self.center_line[:, 0], y=self.center_line[:, 1], + line = dict(color='rgb(190,190,190)', width=2), mode='lines+markers', + hovertext=["Waypoint: {}
Location: ({:.2f}, {:.2f})".format( + i, self.center_line[i, 0], self.center_line[i, 1]) + for i in range(len(self.center_line))], + hoverinfo="text")) + fig.add_trace(go.Scatter(x=[self.center_line[i, 0] for i in range(0, len(self.center_line), 10)], + y=[self.center_line[i, 1] for i in range(0, len(self.center_line), 10)], + line = dict(color='rgb(100,100,100)', width=4), mode='markers', + hovertext=["Waypoint: {}
Location: ({:.2f}, {:.2f})".format( + i, self.center_line[i, 0], self.center_line[i, 1]) + for i in range(0, len(self.center_line), 10)], + hoverinfo="text")) + fig.add_trace(go.Scatter(x=self.inner_border[:, 0], y=self.inner_border[:, 1], + line = dict(color='rgb(100,200,100)', width=3), mode='lines')) + fig.add_trace(go.Scatter(x=self.outer_border[:, 0], y=self.outer_border[:, 1], + line = dict(color='rgb(100,200,100)', width=3), mode='lines')) + fig.update_layout( + width = 900, + height = 700, + title = "Interactive Racing Track", + xaxis=dict( + showgrid=False, + zeroline=False, + ), + yaxis = dict( + scaleanchor = "x", + scaleratio = 1, + showgrid=False, + zeroline=False + ), + showlegend=False, + annotations=[go.layout.Annotation( + x=self.center_line[i, 0], + y=self.center_line[i, 1], + xref="x", + yref="y", + text=i, + showarrow=True, + arrowhead=0, + ax=10, + ay=-20 + ) for i in range(0, len(self.center_line), 10)] + ) + + def plot_episode(self, episode): + fig = go.Figure() + self.plot_track_(fig) + self.plot_episode_(fig, episode) + fig.show() + + def plot_episode_(self, fig, episode, showscale=True): + episode_data = self.df[self.df['episode'] == episode] + fig.add_trace(go.Scatter( + x=episode_data["x"], + y=episode_data["y"], + line = dict(color='rgb(200,100,100)', width=5), + mode='lines+markers', + marker=dict(size=8, + cmin=self.tmin, + cmax=self.tmax, + showscale=showscale, + colorbar=dict( + title="Throttle" + ), + color=episode_data["throttle"], + colorscale="Plasma"), + hovertext=["Iteration: {}
Episode: {}
Steps: {}
Progress: {:.2f}
Action: {}
Throttle: {}
Steer: {:.1f}
Reward: {}
Closest WP: {}".format( + episode_data.iloc[i]["iteration"], + episode_data.iloc[i]["episode"], + episode_data.iloc[i]["steps"], + episode_data.iloc[i]["progress"], + episode_data.iloc[i]["action"], + episode_data.iloc[i]["throttle"], + episode_data.iloc[i]["steer"]*180/np.pi, + episode_data.iloc[i]["reward"], + episode_data.iloc[i]["closest_waypoint"]) + for i in range(len(episode_data))], + hoverinfo="text")) + + def plot_iteration(self, iteration): + fig = go.Figure() + self.plot_iteration_(fig, iteration) + fig.show() + + def plot_iteration_(self, fig, iteration): + self.plot_track_(fig) + for i in range((iteration-1)*self.episodes_per_iteration, (iteration)*self.episodes_per_iteration): + if (i%self.episodes_per_iteration)==0: + self.plot_episode_(fig, i, True) + else: + self.plot_episode_(fig, i, False) \ No newline at end of file diff --git a/log-analysis/tracks/Canada_Eval.npy b/log-analysis/tracks/Canada_Eval.npy new file mode 100644 index 000000000..7a8362e11 Binary files /dev/null and b/log-analysis/tracks/Canada_Eval.npy differ diff --git a/log-analysis/tracks/Canada_Training.npy b/log-analysis/tracks/Canada_Training.npy new file mode 100644 index 000000000..504848793 Binary files /dev/null and b/log-analysis/tracks/Canada_Training.npy differ diff --git a/log-analysis/tracks/China_eval_track.npy b/log-analysis/tracks/China_eval_track.npy new file mode 100644 index 000000000..2d43764a0 Binary files /dev/null and b/log-analysis/tracks/China_eval_track.npy differ diff --git a/log-analysis/tracks/China_track.npy b/log-analysis/tracks/China_track.npy new file mode 100644 index 000000000..708518ed2 Binary files /dev/null and b/log-analysis/tracks/China_track.npy differ diff --git a/log-analysis/tracks/Mexico_track.npy b/log-analysis/tracks/Mexico_track.npy new file mode 100644 index 000000000..19efc41cc Binary files /dev/null and b/log-analysis/tracks/Mexico_track.npy differ diff --git a/log-analysis/tracks/Mexico_track_eval.npy b/log-analysis/tracks/Mexico_track_eval.npy new file mode 100644 index 000000000..857125ff5 Binary files /dev/null and b/log-analysis/tracks/Mexico_track_eval.npy differ diff --git a/log-analysis/tracks/New_York_Eval_Track.npy b/log-analysis/tracks/New_York_Eval_Track.npy new file mode 100644 index 000000000..9100696a1 Binary files /dev/null and b/log-analysis/tracks/New_York_Eval_Track.npy differ diff --git a/log-analysis/tracks/New_York_Track.npy b/log-analysis/tracks/New_York_Track.npy new file mode 100644 index 000000000..8932cfc2e Binary files /dev/null and b/log-analysis/tracks/New_York_Track.npy differ