AIMNet2_demo.ipynb

{
  "cells": [
    {
      "cell_type": "code",
      "source": [
        "!wget https://github.com/isayevlab/qu-tutorial/raw/main/AIMNet2-demo.zip"
      ],
      "metadata": {
        "id": "VZVJRJv7N4x7",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "83b71994-9e86-4743-fd01-30a86245d1c0"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "--2024-04-26 04:00:32--  https://github.com/isayevlab/qu-tutorial/raw/main/AIMNet2-demo.zip\n",
            "Resolving github.com (github.com)... 140.82.112.4\n",
            "Connecting to github.com (github.com)|140.82.112.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 302 Found\n",
            "Location: https://raw.githubusercontent.com/isayevlab/qu-tutorial/main/AIMNet2-demo.zip [following]\n",
            "--2024-04-26 04:00:32--  https://raw.githubusercontent.com/isayevlab/qu-tutorial/main/AIMNet2-demo.zip\n",
            "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.110.133, 185.199.108.133, 185.199.111.133, ...\n",
            "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.110.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 303215 (296K) [application/zip]\n",
            "Saving to: ‘AIMNet2-demo.zip’\n",
            "\n",
            "AIMNet2-demo.zip    100%[===================>] 296.11K  --.-KB/s    in 0.03s   \n",
            "\n",
            "2024-04-26 04:00:33 (8.74 MB/s) - ‘AIMNet2-demo.zip’ saved [303215/303215]\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!unzip /content/AIMNet2-demo.zip"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "fnybObBSjU1D",
        "outputId": "106fcf62-34fd-430d-b215-1c02e26ce17d"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Archive:  /content/AIMNet2-demo.zip\n",
            "  inflating: AIMNet2-demo/Test_Molecules/ADP_Conformer3D_COMPOUND_CID_7058055.xyz  \n",
            "  inflating: AIMNet2-demo/Test_Molecules/ACOHAF.xyz  \n",
            "  inflating: AIMNet2-demo/Test_Molecules/ACUBEJ.xyz  \n",
            "  inflating: AIMNet2-demo/Test_Molecules/ACUBOT.xyz  \n",
            "  inflating: AIMNet2-demo/Test_Molecules/ATP_Conformer3D_COMPOUND_CID_5957.xyz  \n",
            "  inflating: AIMNet2-demo/AIMNet2-demo.ipynb  \n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# clone the AIMNet2 github repository\n",
        "\n",
        "!git clone https://github.com/isayevlab/AIMNet2.git '/content/AIMNet2-demo/AIMNet2'"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "d_wuJBc-O1k1",
        "outputId": "6a22fd5e-c47b-480e-eede-dfa3fb3cd2bc"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Cloning into '/content/AIMNet2-demo/AIMNet2'...\n",
            "remote: Enumerating objects: 110, done.\u001b[K\n",
            "remote: Counting objects: 100% (17/17), done.\u001b[K\n",
            "remote: Compressing objects: 100% (14/14), done.\u001b[K\n",
            "remote: Total 110 (delta 6), reused 3 (delta 3), pack-reused 93\u001b[K\n",
            "Receiving objects: 100% (110/110), 66.45 MiB | 27.90 MiB/s, done.\n",
            "Resolving deltas: 100% (51/51), done.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# install ase & py3Dmol\n",
        "\n",
        "!pip install ase\n",
        "!pip install py3Dmol"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tnscTOdGgeVo",
        "outputId": "ad402882-a419-42f8-f8b9-2a8152e6dcfe"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Collecting ase\n",
            "  Downloading ase-3.22.1-py3-none-any.whl (2.2 MB)\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m2.2/2.2 MB\u001b[0m \u001b[31m9.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25hRequirement already satisfied: matplotlib>=3.1.0 in /usr/local/lib/python3.10/dist-packages (from ase) (3.7.1)\n",
            "Requirement already satisfied: numpy>=1.15.0 in /usr/local/lib/python3.10/dist-packages (from ase) (1.25.2)\n",
            "Requirement already satisfied: scipy>=1.1.0 in /usr/local/lib/python3.10/dist-packages (from ase) (1.11.4)\n",
            "Requirement already satisfied: contourpy>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib>=3.1.0->ase) (1.2.1)\n",
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            "Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib>=3.1.0->ase) (4.51.0)\n",
            "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib>=3.1.0->ase) (1.4.5)\n",
            "Requirement already satisfied: packaging>=20.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib>=3.1.0->ase) (24.0)\n",
            "Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib>=3.1.0->ase) (9.4.0)\n",
            "Requirement already satisfied: pyparsing>=2.3.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib>=3.1.0->ase) (3.1.2)\n",
            "Requirement already satisfied: python-dateutil>=2.7 in /usr/local/lib/python3.10/dist-packages (from matplotlib>=3.1.0->ase) (2.8.2)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.10/dist-packages (from python-dateutil>=2.7->matplotlib>=3.1.0->ase) (1.16.0)\n",
            "Installing collected packages: ase\n",
            "Successfully installed ase-3.22.1\n",
            "Collecting py3Dmol\n",
            "  Downloading py3Dmol-2.1.0-py2.py3-none-any.whl (12 kB)\n",
            "Installing collected packages: py3Dmol\n",
            "Successfully installed py3Dmol-2.1.0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# list all the available AIMNet2 models\n",
        "\n",
        "os.listdir(os.getcwd() + '/AIMNet2-demo/AIMNet2/models/')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "rOu_mXQ1PP6v",
        "outputId": "f8168944-ce0e-47af-b445-a1c32362303e"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "['aimnet2_wb97m-d3_3.jpt',\n",
              " 'aimnet2_b973c_3.jpt',\n",
              " 'aimnet2_wb97m-d3_2.jpt',\n",
              " 'ensemble.py',\n",
              " 'aimnet2_b973c_1.jpt',\n",
              " 'aimnet2_wb97m-d3_0.jpt',\n",
              " 'aimnet2_wb97m-d3_1.jpt',\n",
              " 'aimnet2_b973c_ens.jpt',\n",
              " 'aimnet2_b973c_0.jpt',\n",
              " 'aimnet2_b973c_2.jpt',\n",
              " 'aimnet2_wb97m-d3_ens.jpt']"
            ]
          },
          "metadata": {},
          "execution_count": 14
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# import the required python packages\n",
        "\n",
        "import torch\n",
        "import ase.io\n",
        "import py3Dmol\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "from typing import Dict, List\n",
        "from sklearn.manifold import TSNE\n",
        "import matplotlib.pyplot as plt\n",
        "from matplotlib.colors import ListedColormap"
      ],
      "metadata": {
        "id": "-V-90XFUcNus"
      },
      "execution_count": 15,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# load model and store the filepaths of the molecules for analysis\n",
        "\n",
        "root_dir = os.getcwd() + '/AIMNet2-demo/Test_Molecules/'\n",
        "mol1_path = root_dir + 'ATP_Conformer3D_COMPOUND_CID_5957.xyz'\n",
        "mol2_path = root_dir + 'ADP_Conformer3D_COMPOUND_CID_7058055.xyz'\n",
        "mol3_path = root_dir + 'ACUBOT.xyz'\n",
        "mol4_path = root_dir + 'ACOHAF.xyz'\n",
        "mol5_path = root_dir + 'ACUBEJ.xyz'\n",
        "\n",
        "model = torch.jit.load('/content/AIMNet2-demo/AIMNet2/models/aimnet2_b973c_1.jpt')"
      ],
      "metadata": {
        "id": "HoKGw-csf5hB"
      },
      "execution_count": 17,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# function to convert molecular information to AIMNet2 style dictionary input\n",
        "\n",
        "def mol_to_dict(data) -> Dict[str, torch.Tensor]:\n",
        "  positions = torch.tensor(data.get_positions(), requires_grad=False)\n",
        "  atomic_numbers = torch.tensor(data.get_atomic_numbers(), requires_grad=False)\n",
        "  total_charge = torch.tensor([0.0], requires_grad=False).expand(1)\n",
        "  atomic_symbols = [data.get_chemical_symbols()[i] for i in range(len(data))]\n",
        "\n",
        "  dct = {\n",
        "        'coord': positions.view(1, -1, 3),  # Reshape to (1, m*n, 3) where m is 1 for a single sample\n",
        "        'numbers': atomic_numbers.view(1, -1),  # Reshape to (1, m*n) where m is 1 for a single sample\n",
        "        'charge': total_charge  # Shape is already (m, ) where m is 1 for a single sample\n",
        "        }\n",
        "  return dct, atomic_symbols\n",
        "\n",
        "# function for model inference\n",
        "\n",
        "def model_inference(mol_path, element_map):\n",
        "  mol = ase.io.read(mol_path)\n",
        "  data, atom_symbs = mol_to_dict(mol)\n",
        "  with torch.no_grad():\n",
        "    output = model(data)\n",
        "  aim_shape = output['aim'].shape\n",
        "  aim_embedding = output['aim'].reshape(aim_shape[1], aim_shape[2])\n",
        "  energy = output['energy'].detach().numpy().flatten() * 23.0609\n",
        "  atom_chgs = output['charges'].detach().numpy().flatten()\n",
        "  df = pd.DataFrame({'Atom': atom_symbs, 'Partial Atomic Charge': atom_chgs})\n",
        "  df['Atom Type'] = df['Atom'].map(element_map)\n",
        "  return energy.item(), aim_embedding, df\n",
        "\n",
        "# function to visualize molecules\n",
        "\n",
        "def visualize_mol(mol_path):\n",
        "  mol_xyz = open(mol_path).read()\n",
        "  view = py3Dmol.view(width=400, height=300)\n",
        "  view.addModel(mol_xyz, format='xyz')\n",
        "  view.setStyle({'stick': {}})\n",
        "  view.setBackgroundColor('white')\n",
        "  view.zoomTo()\n",
        "  view.show()\n",
        "\n",
        "# function to plot t-SNE from AIM embeddings\n",
        "\n",
        "def plot_tsne(df, mol_aim, element_map):\n",
        "  tsne = TSNE(n_components=2, random_state=42)\n",
        "  res = tsne.fit_transform(mol_aim)\n",
        "  colors = [element_map[element] for element in element_map.keys()]\n",
        "  cmap = ListedColormap(plt.cm.plasma(np.linspace(0, 1, len(colors))))\n",
        "\n",
        "  fig, axes = plt.subplots(1, 2, figsize=(16, 4))\n",
        "\n",
        "  sc1 = axes[0].scatter(res[:, 0], res[:, 1], c=df['Atom Type'], cmap=cmap, label='Atom Type')\n",
        "  cbar1 = plt.colorbar(sc1, ax=axes[0], ticks=range(len(element_map)), label='Atom Type')\n",
        "  cbar1.set_ticklabels(element_map.keys())\n",
        "  axes[0].set_xlabel('t-SNE 1')\n",
        "  axes[0].set_ylabel('t-SNE 2')\n",
        "\n",
        "  sc2 = axes[1].scatter(res[:, 0], res[:, 1], c=df['Partial Atomic Charge'], cmap='coolwarm', label='Partial Atomic Charge')\n",
        "  cbar2 = plt.colorbar(sc2, ax=axes[1], label='Partial Atomic Charge')\n",
        "  axes[1].set_xlabel('t-SNE 1')\n",
        "  axes[1].set_ylabel('t-SNE 2')\n",
        "\n",
        "  plt.show()"
      ],
      "metadata": {
        "id": "3v_Hh9mngzja"
      },
      "execution_count": 18,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# AIMNet2 element map\n",
        "\n",
        "element_map = {element: i for i, element in enumerate(['H', 'B', 'C', 'N', 'O', 'F', 'Si', 'P', 'S', 'Cl', 'As', 'Se', 'Br', 'I'])}\n",
        "\n",
        "# predict energy and partial atomic charges\n",
        "\n",
        "energy1, aim1, df1 = model_inference(mol1_path, element_map)\n",
        "energy2, aim2, df2 = model_inference(mol2_path, element_map)\n",
        "energy3, aim3, df3 = model_inference(mol3_path, element_map)\n",
        "energy4, aim4, df4 = model_inference(mol4_path, element_map)\n",
        "energy5, aim5, df5 = model_inference(mol5_path, element_map)"
      ],
      "metadata": {
        "id": "6P5MgaeviNf6"
      },
      "execution_count": 19,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "visualize_mol(mol1_path)\n",
        "print()\n",
        "print('Molecule: ', mol1_path, ' Energy: ', energy1, 'kcal/mol')\n",
        "print()\n",
        "df1"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "XCTpPMh328V7",
        "outputId": "0438f833-1838-49a2-f6e4-7d8ebf6187bb"
      },
      "execution_count": 20,
      "outputs": [
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          "metadata": {}
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          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Molecule:  /content/AIMNet2-demo/Test_Molecules/ATP_Conformer3D_COMPOUND_CID_5957.xyz  Energy:  -1672865.1473982332 kcal/mol\n",
            "\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   Atom  Partial Atomic Charge  Atom Type\n",
              "0     P               0.517088          7\n",
              "1     P               0.554833          7\n",
              "2     P               0.540232          7\n",
              "3     O              -0.206976          4\n",
              "4     O              -0.433297          4\n",
              "5     O              -0.444279          4\n",
              "6     O              -0.171511          4\n",
              "7     O              -0.115526          4\n",
              "8     O              -0.384994          4\n",
              "9     O              -0.418463          4\n",
              "10    O              -0.090129          4\n",
              "11    O              -0.390952          4\n",
              "12    O              -0.437750          4\n",
              "13    O              -0.391433          4\n",
              "14    O              -0.382967          4\n",
              "15    O              -0.465355          4\n",
              "16    N              -0.064737          3\n",
              "17    N              -0.449089          3\n",
              "18    N              -0.289945          3\n",
              "19    N              -0.426342          3\n",
              "20    N              -0.663876          3\n",
              "21    C               0.021786          2\n",
              "22    C              -0.012938          2\n",
              "23    C               0.097379          2\n",
              "24    C               0.015589          2\n",
              "25    C              -0.030426          2\n",
              "26    C               0.229311          2\n",
              "27    C               0.080701          2\n",
              "28    C               0.145024          2\n",
              "29    C               0.270911          2\n",
              "30    C               0.233770          2\n",
              "31    H               0.116382          0\n",
              "32    H               0.112535          0\n",
              "33    H               0.090506          0\n",
              "34    H               0.116518          0\n",
              "35    H               0.080294          0\n",
              "36    H               0.076170          0\n",
              "37    H               0.305820          0\n",
              "38    H               0.329625          0\n",
              "39    H               0.137501          0\n",
              "40    H               0.092312          0\n",
              "41    H               0.331896          0\n",
              "42    H               0.349114          0\n",
              "43    H               0.349941          0\n",
              "44    H               0.368508          0\n",
              "45    H               0.356161          0\n",
              "46    H               0.351079          0"
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              "      <th>15</th>\n",
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              "      <td>4</td>\n",
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              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>N</td>\n",
              "      <td>-0.064737</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>N</td>\n",
              "      <td>-0.449089</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>N</td>\n",
              "      <td>-0.289945</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>N</td>\n",
              "      <td>-0.426342</td>\n",
              "      <td>3</td>\n",
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              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>N</td>\n",
              "      <td>-0.663876</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>C</td>\n",
              "      <td>0.021786</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>C</td>\n",
              "      <td>-0.012938</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>C</td>\n",
              "      <td>0.097379</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>C</td>\n",
              "      <td>0.015589</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>C</td>\n",
              "      <td>-0.030426</td>\n",
              "      <td>2</td>\n",
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              "    <tr>\n",
              "      <th>26</th>\n",
              "      <td>C</td>\n",
              "      <td>0.229311</td>\n",
              "      <td>2</td>\n",
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              "    <tr>\n",
              "      <th>27</th>\n",
              "      <td>C</td>\n",
              "      <td>0.080701</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28</th>\n",
              "      <td>C</td>\n",
              "      <td>0.145024</td>\n",
              "      <td>2</td>\n",
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              "    <tr>\n",
              "      <th>29</th>\n",
              "      <td>C</td>\n",
              "      <td>0.270911</td>\n",
              "      <td>2</td>\n",
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              "    <tr>\n",
              "      <th>30</th>\n",
              "      <td>C</td>\n",
              "      <td>0.233770</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>H</td>\n",
              "      <td>0.116382</td>\n",
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              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>H</td>\n",
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              "    <tr>\n",
              "      <th>33</th>\n",
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              "      <td>0</td>\n",
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              "    <tr>\n",
              "      <th>34</th>\n",
              "      <td>H</td>\n",
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              "      <td>0</td>\n",
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              "    <tr>\n",
              "      <th>35</th>\n",
              "      <td>H</td>\n",
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              "      <td>0</td>\n",
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              "    <tr>\n",
              "      <th>36</th>\n",
              "      <td>H</td>\n",
              "      <td>0.076170</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>37</th>\n",
              "      <td>H</td>\n",
              "      <td>0.305820</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>38</th>\n",
              "      <td>H</td>\n",
              "      <td>0.329625</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>39</th>\n",
              "      <td>H</td>\n",
              "      <td>0.137501</td>\n",
              "      <td>0</td>\n",
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              "    <tr>\n",
              "      <th>40</th>\n",
              "      <td>H</td>\n",
              "      <td>0.092312</td>\n",
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              "    <tr>\n",
              "      <th>41</th>\n",
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              "      <td>0</td>\n",
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              "    <tr>\n",
              "      <th>44</th>\n",
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              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-4b2450f6-e886-4d3f-aed9-bb61a2904286 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df1",
              "summary": "{\n  \"name\": \"df1\",\n  \"rows\": 47,\n  \"fields\": [\n    {\n      \"column\": \"Atom\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"O\",\n          \"H\",\n          \"N\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Partial Atomic Charge\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 47,\n        \"samples\": [\n          0.08070148527622223,\n          0.13750149309635162,\n          0.22931069135665894\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Atom Type\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2,\n        \"min\": 0,\n        \"max\": 7,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          4,\n          0,\n          3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 20
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_tsne(df1, aim1, element_map)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 279
        },
        "id": "UskwK0IH7WDO",
        "outputId": "b1f2fdc2-ae0a-46ba-8453-19cff3fd7f9b"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x400 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_tsne(df2, aim2, element_map)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 274
        },
        "id": "S_WL9kFh-54D",
        "outputId": "e92056a1-7a8e-4176-d211-a6c136632d0a"
      },
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x400 with 4 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_tsne(df3, aim3, element_map)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 275
        },
        "id": "9lci6hY1-7ta",
        "outputId": "bd6c5e4d-35f7-415c-e6fb-ecda11b9f42f"
      },
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x400 with 4 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_tsne(df4, aim4, element_map)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 346
        },
        "id": "QrlNCVUwKYag",
        "outputId": "2b02734a-12cf-4fb2-95f4-70e4b5ad58d2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x400 with 4 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_tsne(df5, aim5, element_map)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 351
        },
        "id": "8WxIKwSYKbKA",
        "outputId": "163eff7e-c9b0-4265-a8ab-5ad34fe2b406"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x400 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ],
  "metadata": {
    "kernelspec": {
      "display_name": "py39",
      "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": "3.9.13"
    },
    "orig_nbformat": 4,
    "vscode": {
      "interpreter": {
        "hash": "61b4062b24dfb1010f420dad5aa3bd73a4d2af47d0ec44eafec465a35a9d7239"
      }
    },
    "colab": {
      "provenance": []
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}