diff --git a/notebooks/unit5/unit5.ipynb b/notebooks/unit5/unit5.ipynb new file mode 100644 index 0000000..31aeab3 --- /dev/null +++ b/notebooks/unit5/unit5.ipynb @@ -0,0 +1,816 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "view-in-github", + "colab_type": "text" + }, + "source": [ + "\"Open" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "2D3NL_e4crQv" + }, + "source": [ + "# Unit 5: An Introduction to ML-Agents\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "source": [ + "\"Thumbnail\"/\n", + "\n", + "In this notebook, you'll learn about ML-Agents and you'll train two agents.\n", + "\n", + "- The first one will learn to **shoot snowballs onto spawning targets**.\n", + "- The second need to press a button to spawn a pyramid, then navigate to the pyramid, knock it over, **and move to the gold brick at the top**. To do that, it will need to explore its environment, and we will use a technique called curiosity.\n", + "\n", + "After that, you’ll be able **to watch your agents playing directly on your browser**.\n", + "\n", + "For more information about the certification process, check this section 👉 https://huggingface.co/deep-rl-course/en/unit0/introduction#certification-process" + ], + "metadata": { + "id": "97ZiytXEgqIz" + } + }, + { + "cell_type": "markdown", + "source": [ + "⬇️ Here is an example of what **you will achieve at the end of this unit.** ⬇️\n" + ], + "metadata": { + "id": "FMYrDriDujzX" + } + }, + { + "cell_type": "markdown", + "source": [ + "\"Pyramids\"/\n", + "\n", + "\"SnowballTarget\"/" + ], + "metadata": { + "id": "cBmFlh8suma-" + } + }, + { + "cell_type": "markdown", + "source": [ + "### 🎮 Environments: \n", + "\n", + "- [Pyramids](https://github.com/Unity-Technologies/ml-agents/blob/main/docs/Learning-Environment-Examples.md#pyramids)\n", + "- SnowballTarget\n", + "\n", + "### 📚 RL-Library: \n", + "\n", + "- [ML-Agents (HuggingFace Experimental Version)](https://github.com/huggingface/ml-agents)\n", + "\n", + "⚠ We're going to use an experimental version of ML-Agents were you can push to hub and load from hub Unity ML-Agents Models **you need to install the same version**" + ], + "metadata": { + "id": "A-cYE0K5iL-w" + } + }, + { + "cell_type": "markdown", + "source": [ + "We're constantly trying to improve our tutorials, so **if you find some issues in this notebook**, please [open an issue on the GitHub Repo](https://github.com/huggingface/deep-rl-class/issues)." + ], + "metadata": { + "id": "qEhtaFh9i31S" + } + }, + { + "cell_type": "markdown", + "source": [ + "## Objectives of this notebook 🏆\n", + "\n", + "At the end of the notebook, you will:\n", + "\n", + "- Understand how works **ML-Agents**, the environment library.\n", + "- Be able to **train agents in Unity Environments**.\n" + ], + "metadata": { + "id": "j7f63r3Yi5vE" + } + }, + { + "cell_type": "markdown", + "source": [ + "## This notebook is from the Deep Reinforcement Learning Course\n", + "\"Deep" + ], + "metadata": { + "id": "viNzVbVaYvY3" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "6p5HnEefISCB" + }, + "source": [ + "In this free course, you will:\n", + "\n", + "- 📖 Study Deep Reinforcement Learning in **theory and practice**.\n", + "- 🧑‍💻 Learn to **use famous Deep RL libraries** such as Stable Baselines3, RL Baselines3 Zoo, CleanRL and Sample Factory 2.0.\n", + "- 🤖 Train **agents in unique environments** \n", + "\n", + "And more check 📚 the syllabus 👉 https://huggingface.co/deep-rl-course/communication/publishing-schedule\n", + "\n", + "Don’t forget to **sign up to the course** (we are collecting your email to be able to **send you the links when each Unit is published and give you information about the challenges and updates).**\n", + "\n", + "\n", + "The best way to keep in touch is to join our discord server to exchange with the community and with us 👉🏻 https://discord.gg/ydHrjt3WP5" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Y-mo_6rXIjRi" + }, + "source": [ + "## Prerequisites 🏗️\n", + "Before diving into the notebook, you need to:\n", + "\n", + "🔲 📚 **Study [what is ML-Agents and how it works by reading Unit 5](https://huggingface.co/deep-rl-course/unit5/introduction)** 🤗 " + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Let's train our agents 🚀\n", + "\n", + "The ML-Agents integration on the Hub is **still experimental**, some features will be added in the future. \n", + "\n", + "But for now, **to validate this hands-on for the certification process, you just need to push your trained models to the Hub**. There’s no results to attain to validate this one. But if you want to get nice results you can try to attain:\n", + "\n", + "- For `Pyramids` : Mean Reward = 1.75\n", + "- For `SnowballTarget` : Mean Reward = 15 or 30 targets hit in an episode.\n" + ], + "metadata": { + "id": "xYO1uD5Ujgdh" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "an3ByrXYQ4iK" + }, + "source": [ + "## Clone the repository and install the dependencies 🔽\n", + "- We need to clone the repository, that **contains the experimental version of the library that allows you to push your trained agent to the Hub.**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "6WNoL04M7rTa" + }, + "outputs": [], + "source": [ + "%%capture\n", + "# Clone the repository (can take 1min)\n", + "!git clone --depth 1 https://github.com/huggingface/ml-agents/ " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "d8wmVcMk7xKo" + }, + "outputs": [], + "source": [ + "%%capture\n", + "# Go inside the repository and install the package\n", + "%cd ml-agents\n", + "!pip3 install -e ./ml-agents-envs\n", + "!pip3 install -e ./ml-agents" + ] + }, + { + "cell_type": "markdown", + "source": [ + "## SnowballTarget ⛄\n", + "\n", + "If you need a refresher on how this environments work check this section 👉\n", + "https://huggingface.co/deep-rl-course/unit5/snowball-target" + ], + "metadata": { + "id": "R5_7Ptd_kEcG" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "HRY5ufKUKfhI" + }, + "source": [ + "### Download and move the environment zip file in `./training-envs-executables/linux/`\n", + "- Our environment executable is in a zip file.\n", + "- We need to download it and place it to `./training-envs-executables/linux/`\n", + "- We use a linux executable because we use colab, and colab machines OS is Ubuntu (linux)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "C9Ls6_6eOKiA" + }, + "outputs": [], + "source": [ + "# Here, we create training-envs-executables and linux\n", + "!mkdir ./training-envs-executables\n", + "!mkdir ./training-envs-executables/linux" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "jsoZGxr1MIXY" + }, + "source": [ + "Download the file SnowballTarget.zip from https://drive.google.com/file/d/1YHHLjyj6gaZ3Gemx1hQgqrPgSS2ZhmB5 using `wget`. \n", + "\n", + "Check out the full solution to download large files from GDrive [here](https://bcrf.biochem.wisc.edu/2021/02/05/download-google-drive-files-using-wget/)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "QU6gi8CmWhnA" + }, + "outputs": [], + "source": [ + "!wget --load-cookies /tmp/cookies.txt \"https://docs.google.com/uc?export=download&confirm=$(wget --quiet --save-cookies /tmp/cookies.txt --keep-session-cookies --no-check-certificate 'https://docs.google.com/uc?export=download&id=1YHHLjyj6gaZ3Gemx1hQgqrPgSS2ZhmB5' -O- | sed -rn 's/.*confirm=([0-9A-Za-z_]+).*/\\1\\n/p')&id=1YHHLjyj6gaZ3Gemx1hQgqrPgSS2ZhmB5\" -O ./training-envs-executables/linux/SnowballTarget.zip && rm -rf /tmp/cookies.txt" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5yIV74OPOa1i" + }, + "source": [ + "**OR** Download directly to local machine and then drag and drop the file from local machine to `./training-envs-executables/linux`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "8FPx0an9IAwO" + }, + "outputs": [], + "source": [ + "%%capture\n", + "!unzip -d ./training-envs-executables/linux/ ./training-envs-executables/linux/SnowballTarget.zip" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "nyumV5XfPKzu" + }, + "source": [ + "Make sure your file is accessible " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "EdFsLJ11JvQf" + }, + "outputs": [], + "source": [ + "!chmod -R 755 ./training-envs-executables/linux/SnowballTarget" + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Define the SnowballTarget config file\n", + "- In ML-Agents, you define the **training hyperparameters into config.yaml files.**\n", + "\n", + "There are multiple hyperparameters, to know them better you should check for each the explanation with [the documentation](https://github.com/Unity-Technologies/ml-agents/blob/release_20_docs/docs/Training-Configuration-File.md)\n", + "\n", + "\n", + "So you need to create a `SnowballTarget.yaml` config file in ./content/ml-agents/config/ppo/\n", + "\n", + "We'll give you here a first version of this config (to copy and paste into your `SnowballTarget.yaml file`), **but you should modify it**.\n", + "\n", + "```\n", + "behaviors:\n", + " SnowballTarget:\n", + " trainer_type: ppo\n", + " summary_freq: 10000\n", + " keep_checkpoints: 10\n", + " checkpoint_interval: 50000\n", + " max_steps: 800000\n", + " time_horizon: 64\n", + " threaded: true\n", + " hyperparameters:\n", + " learning_rate: 0.0003\n", + " learning_rate_schedule: linear\n", + " batch_size: 128\n", + " buffer_size: 2048\n", + " beta: 0.005\n", + " epsilon: 0.2\n", + " lambd: 0.95\n", + " num_epoch: 3\n", + " network_settings:\n", + " normalize: false\n", + " hidden_units: 256\n", + " num_layers: 2\n", + " vis_encode_type: simple\n", + " reward_signals:\n", + " extrinsic:\n", + " gamma: 0.99\n", + " strength: 1.0\n", + "```" + ], + "metadata": { + "id": "NAuEq32Mwvtz" + } + }, + { + "cell_type": "markdown", + "source": [ + "\"Config\n", + "\"Config" + ], + "metadata": { + "id": "4U3sRH4N4h_l" + } + }, + { + "cell_type": "markdown", + "source": [ + "As an experimentation, you should also try to modify some other hyperparameters, Unity provides a very [good documentation explaining each of them here](https://github.com/Unity-Technologies/ml-agents/blob/main/docs/Training-Configuration-File.md).\n", + "\n", + "Now that you've created the config file and understand what most of the hyperparameters does, we're ready to train our agent 🔥." + ], + "metadata": { + "id": "JJJdo_5AyoGo" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "f9fI555bO12v" + }, + "source": [ + "### Train the agent\n", + "\n", + "To train our agent, we just need to **launch mlagents-learn and select the executable containing the environment.**\n", + "\n", + "We define four parameters:\n", + "\n", + "1. `mlagents-learn `: the path where the hyperparameter config file is.\n", + "2. `--env`: where the environment executable is.\n", + "3. `--run_id`: the name you want to give to your training run id.\n", + "4. `--no-graphics`: to not launch the visualization during the training.\n", + "\n", + "\"MlAgents\n", + "\n", + "Train the model and use the `--resume` flag to continue training in case of interruption. \n", + "\n", + "> It will fail first time if and when you use `--resume`, try running the block again to bypass the error. \n", + "\n" + ] + }, + { + "cell_type": "markdown", + "source": [ + "The training will take 25 to 35min depending on your machine, go take a ☕️you deserve it 🤗." + ], + "metadata": { + "id": "lN32oWF8zPjs" + } + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "bS-Yh1UdHfzy" + }, + "outputs": [], + "source": [ + "!mlagents-learn ./config/ppo/SnowballTarget.yaml --env=./training-envs-executables/linux/SnowballTarget --run-id=\"SnowballTarget1\" --no-graphics" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5Vue94AzPy1t" + }, + "source": [ + "### Push the agent to the 🤗 Hub\n", + "\n", + "- Now that we trained our agent, we’re **ready to push it to the Hub to be able to visualize it playing on your browser🔥.**" + ] + }, + { + "cell_type": "markdown", + "source": [ + "To be able to share your model with the community there are three more steps to follow:\n", + "\n", + "1️⃣ (If it's not already done) create an account to HF ➡ https://huggingface.co/join\n", + "\n", + "2️⃣ Sign in and then, you need to store your authentication token from the Hugging Face website.\n", + "- Create a new token (https://huggingface.co/settings/tokens) **with write role**\n", + "\n", + "\"Create\n", + "\n", + "- Copy the token \n", + "- Run the cell below and paste the token" + ], + "metadata": { + "id": "izT6FpgNzZ6R" + } + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "rKt2vsYoK56o" + }, + "outputs": [], + "source": [ + "from huggingface_hub import notebook_login\n", + "notebook_login()" + ] + }, + { + "cell_type": "markdown", + "source": [ + "If you don't want to use a Google Colab or a Jupyter Notebook, you need to use this command instead: `huggingface-cli login`" + ], + "metadata": { + "id": "aSU9qD9_6dem" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Xi0y_VASRzJU" + }, + "source": [ + "Then, we simply need to run `mlagents-push-to-hf`.\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "source": [ + "![image.png](data:image/png;base64,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)" + ], + "metadata": { + "id": "NtuBFDHGzuG_" + } + }, + { + "cell_type": "markdown", + "source": [ + "And we define 4 parameters:\n", + "\n", + "1. `--run-id`: the name of the training run id.\n", + "2. `--local-dir`: where the agent was saved, it’s results/, so in my case results/First Training.\n", + "3. `--repo-id`: the name of the Hugging Face repo you want to create or update. It’s always /\n", + "If the repo does not exist **it will be created automatically**\n", + "4. `--commit-message`: since HF repos are git repository you need to define a commit message.\n", + "\n", + "\"Push" + ], + "metadata": { + "id": "KK4fPfnczunT" + } + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "dGEFAIboLVc6" + }, + "outputs": [], + "source": [ + "!mlagents-push-to-hf --run-id= # Add your run id --local-dir= # Your local dir --repo-id= # Your repo id --commit-message= # Your commit message" + ] + }, + { + "cell_type": "markdown", + "source": [ + "Else, if everything worked you should have this at the end of the process(but with a different url 😆) :\n", + "\n", + "\n", + "\n", + "```\n", + "Your model is pushed to the hub. You can view your model here: https://huggingface.co/ThomasSimonini/ppo-SnowballTarget\n", + "```\n", + "\n", + "It’s the link to your model, it contains a model card that explains how to use it, your Tensorboard and your config file. **What’s awesome is that it’s a git repository, that means you can have different commits, update your repository with a new push etc.**" + ], + "metadata": { + "id": "yborB0850FTM" + } + }, + { + "cell_type": "markdown", + "source": [ + "But now comes the best: **being able to visualize your agent online 👀.**" + ], + "metadata": { + "id": "5Uaon2cg0NrL" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Watch your agent playing 👀\n", + "\n", + "For this step it’s simple:\n", + "\n", + "1. Remember your repo-id\n", + "\n", + "2. Go here: https://singularite.itch.io/snowballtarget\n", + "\n", + "3. Launch the game and put it in full screen by clicking on the bottom right button\n", + "\n", + "\"Snowballtarget" + ], + "metadata": { + "id": "VMc4oOsE0QiZ" + } + }, + { + "cell_type": "markdown", + "source": [ + "1. In step 1, choose your model repository which is the model id (in my case ThomasSimonini/ppo-SnowballTarget).\n", + "\n", + "2. In step 2, **choose what model you want to replay**:\n", + " - I have multiple one, since we saved a model every 500000 timesteps. \n", + " - But if I want the more recent I choose `SnowballTarget.onnx`\n", + "\n", + "👉 What’s nice **is to try with different models step to see the improvement of the agent.**\n", + "\n", + "And don't hesitate to share the best score your agent gets on discord in #rl-i-made-this channel 🔥\n", + "\n", + "Let's now try a harder environment called Pyramids..." + ], + "metadata": { + "id": "Djs8c5rR0Z8a" + } + }, + { + "cell_type": "markdown", + "source": [ + "## Pyramids 🏆\n", + "\n", + "### Download and move the environment zip file in `./training-envs-executables/linux/`\n", + "- Our environment executable is in a zip file.\n", + "- We need to download it and place it to `./training-envs-executables/linux/`\n", + "- We use a linux executable because we use colab, and colab machines OS is Ubuntu (linux)" + ], + "metadata": { + "id": "rVMwRi4y_tmx" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NyqYYkLyAVMK" + }, + "source": [ + "Download the file Pyramids.zip from https://drive.google.com/uc?export=download&id=1UiFNdKlsH0NTu32xV-giYUEVKV4-vc7H using `wget`. Check out the full solution to download large files from GDrive [here](https://bcrf.biochem.wisc.edu/2021/02/05/download-google-drive-files-using-wget/)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "AxojCsSVAVMP" + }, + "outputs": [], + "source": [ + "!wget --load-cookies /tmp/cookies.txt \"https://docs.google.com/uc?export=download&confirm=$(wget --quiet --save-cookies /tmp/cookies.txt --keep-session-cookies --no-check-certificate 'https://docs.google.com/uc?export=download&id=1UiFNdKlsH0NTu32xV-giYUEVKV4-vc7H' -O- | sed -rn 's/.*confirm=([0-9A-Za-z_]+).*/\\1\\n/p')&id=1UiFNdKlsH0NTu32xV-giYUEVKV4-vc7H\" -O ./training-envs-executables/linux/Pyramids.zip && rm -rf /tmp/cookies.txt" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "bfs6CTJ1AVMP" + }, + "source": [ + "**OR** Download directly to local machine and then drag and drop the file from local machine to `./training-envs-executables/linux`" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "H7JmgOwcSSmF" + }, + "source": [ + "Wait for the upload to finish and then run the command below. \n", + "\n", + "![image.png](data:image/png;base64,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)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "i2E3K4V2AVMP" + }, + "outputs": [], + "source": [ + "%%capture\n", + "!unzip -d ./training-envs-executables/linux/ ./training-envs-executables/linux/Pyramids.zip" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "KmKYBgHTAVMP" + }, + "source": [ + "Make sure your file is accessible " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Im-nwvLPAVMP" + }, + "outputs": [], + "source": [ + "!chmod -R 755 ./training-envs-executables/linux/Pyramids/Pyramids" + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Modify the PyramidsRND config file\n", + "- Contrary to the first environment which was a custom one, **Pyramids was made by the Unity team**.\n", + "- So the PyramidsRND config file already exists and is in ./content/ml-agents/config/ppo/PyramidsRND.yaml\n", + "- You might asked why \"RND\" in PyramidsRND. RND stands for *random network distillation* it's a way to generate curiosity rewards. If you want to know more on that we wrote an article explaning this technique: https://medium.com/data-from-the-trenches/curiosity-driven-learning-through-random-network-distillation-488ffd8e5938\n", + "\n", + "For this training, we’ll modify one thing:\n", + "- The total training steps hyperparameter is too high since we can hit the benchmark (mean reward = 1.75) in only 1M training steps.\n", + "👉 To do that, we go to config/ppo/PyramidsRND.yaml,**and modify these to max_steps to 1000000.**\n", + "\n", + "\"Pyramids" + ], + "metadata": { + "id": "fqceIATXAgih" + } + }, + { + "cell_type": "markdown", + "source": [ + "As an experimentation, you should also try to modify some other hyperparameters, Unity provides a very [good documentation explaining each of them here](https://github.com/Unity-Technologies/ml-agents/blob/main/docs/Training-Configuration-File.md).\n", + "\n", + "We’re now ready to train our agent 🔥." + ], + "metadata": { + "id": "RI-5aPL7BWVk" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Train the agent\n", + "\n", + "The training will take 30 to 45min depending on your machine, go take a ☕️you deserve it 🤗." + ], + "metadata": { + "id": "s5hr1rvIBdZH" + } + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "fXi4-IaHBhqD" + }, + "outputs": [], + "source": [ + "!mlagents-learn ./config/ppo/PyramidsRND.yaml --env=./trained-envs-executables/linux/Pyramids/Pyramids --run-id=\"Pyramids Training\" --no-graphics" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "txonKxuSByut" + }, + "source": [ + "### Push the agent to the 🤗 Hub\n", + "\n", + "- Now that we trained our agent, we’re **ready to push it to the Hub to be able to visualize it playing on your browser🔥.**" + ] + }, + { + "cell_type": "code", + "source": [ + "!mlagents-push-to-hf --run-id= # Add your run id --local-dir= # Your local dir --repo-id= # Your repo id --commit-message= # Your commit message" + ], + "metadata": { + "id": "yiEQbv7rB4mU" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "### Watch your agent playing 👀\n", + "\n", + "The temporary link for Pyramids demo is: https://singularite.itch.io/pyramids" + ], + "metadata": { + "id": "7aZfgxo-CDeQ" + } + }, + { + "cell_type": "markdown", + "source": [ + "### 🎁 Bonus: Why not train on another environment?\n", + "Now that you know how to train an agent using MLAgents, **why not try another environment?** \n", + "\n", + "MLAgents provides 18 different and we’re building some custom ones. The best way to learn is to try things of your own, have fun.\n", + "\n" + ], + "metadata": { + "id": "hGG_oq2n0wjB" + } + }, + { + "cell_type": "markdown", + "source": [ + "![cover](https://miro.medium.com/max/1400/0*xERdThTRRM2k_U9f.png)" + ], + "metadata": { + "id": "KSAkJxSr0z6-" + } + }, + { + "cell_type": "markdown", + "source": [ + "You have the full list of the one currently available on Hugging Face here 👉 https://github.com/huggingface/ml-agents#the-environments\n", + "\n", + "For the demos to visualize your agent, the temporary link is: https://singularite.itch.io\n", + "\n", + "We have: \n", + "- [Worm](https://singularite.itch.io/worm), where you teach a **worm to crawl**.\n", + "- [Walker](https://singularite.itch.io/walker): teach an agent **to walk towards a goal**.\n", + "\n", + "If you want new demos to be added, please open an issue: https://github.com/huggingface/deep-rl-class" + ], + "metadata": { + "id": "YiyF4FX-04JB" + } + }, + { + "cell_type": "markdown", + "source": [ + "That’s all for today. Congrats on finishing this tutorial!\n", + "\n", + "The best way to learn is to practice and try stuff. Why not try another environment? ML-Agents has 18 different environments, but you can also create your own? Check the documentation and have fun!\n", + "\n", + "See you on Unit 6 🔥,\n", + "\n", + "## Keep Learning, Stay awesome 🤗" + ], + "metadata": { + "id": "PI6dPWmh064H" + } + } + ], + "metadata": { + "accelerator": "GPU", + "colab": { + "provenance": [], + "private_outputs": true, + "include_colab_link": true + }, + "gpuClass": "standard", + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file