notebooks/5.1 Aggregated summary table of matrics.ipynb

{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[],"authorship_tag":"ABX9TyPKU+cfuxAvGMXLsVYOSMv2"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"code","execution_count":1,"metadata":{"id":"IL1KTUS9hRDh","executionInfo":{"status":"ok","timestamp":1711179626056,"user_tz":-480,"elapsed":2335,"user":{"displayName":"Patrick Fu","userId":"17527192923561102849"}}},"outputs":[],"source":["import pandas as pd\n","import numpy as np\n","\n","import matplotlib.pyplot as plt\n","\n","\n","import scipy.stats as stats"]},{"cell_type":"code","source":["# Set path for data source\n","import os\n","from google.colab import drive\n","drive.mount('/content/gdrive')\n","os.chdir(\"/content/gdrive/My Drive/Load Diffusion/dataset/\")"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"3ffUCxnZhsQL","executionInfo":{"status":"ok","timestamp":1711179646944,"user_tz":-480,"elapsed":20891,"user":{"displayName":"Patrick Fu","userId":"17527192923561102849"}},"outputId":"a03d098d-2df0-4799-d015-93c1f7f592d3"},"execution_count":2,"outputs":[{"output_type":"stream","name":"stdout","text":["Mounted at /content/gdrive\n"]}]},{"cell_type":"code","source":["evaluation_path = \"./evaluations\"\n","os.listdir(evaluation_path)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"VXT4PeNBhhNS","executionInfo":{"status":"ok","timestamp":1711179647423,"user_tz":-480,"elapsed":482,"user":{"displayName":"Patrick Fu","userId":"17527192923561102849"}},"outputId":"49e1cc8d-c70e-474a-e706-8779322405ad"},"execution_count":3,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['All_model_metrics_agg_by_meta_168x168.csv',\n"," 'CVAE_metrics.csv',\n"," 'CGAN_metrics.csv',\n"," 'old',\n"," 'diffusion_model_metrics.csv',\n"," 'epochs_metrics.csv',\n"," 'CVAE_mse_metrics.csv',\n"," 'updated_All_model_metrics_agg_by_meta_168x168.csv']"]},"metadata":{},"execution_count":3}]},{"cell_type":"code","source":["# Read the All_model_metrics_agg_by_meta.csv file\n","All_model_metrics_agg_by_meta = pd.read_csv(os.path.join(evaluation_path,'updated_All_model_metrics_agg_by_meta_168x168.csv'))\n","All_model_metrics_agg_by_meta['model'] = All_model_metrics_agg_by_meta['model'].replace({'diffusion_model':'Diffusion model'})\n","All_model_metrics_agg_by_meta['agg_item'] = All_model_metrics_agg_by_meta['agg_item'].replace({'Public services':' Public\\n   services', 'Lodging/residential':'Lodging/\\nresidential', 'Entertainment/public assembly':'Entertainment/\\npublic assembly'})\n","\n","All_model_metrics_agg_by_meta"],"metadata":{"id":"c11vR1M0hpt8","executionInfo":{"status":"ok","timestamp":1711179647978,"user_tz":-480,"elapsed":4,"user":{"displayName":"Patrick Fu","userId":"17527192923561102849"}},"colab":{"base_uri":"https://localhost:8080/","height":423},"outputId":"8a4ec42b-4195-43bb-d324-9331b357386f"},"execution_count":4,"outputs":[{"output_type":"execute_result","data":{"text/plain":["        rmse       mae        r2  kl_divergence  cosine_similarity  \\\n","0   0.281076  0.229512 -1.291410       0.805132           0.665435   \n","1   0.243607  0.194226 -0.846401       0.285924           0.812821   \n","2   0.224466  0.181437 -0.484201       0.225437           0.855348   \n","3   0.311083  0.263765 -0.780368       1.005591           0.618827   \n","4   0.238333  0.194005 -0.799944       0.290366           0.822118   \n","..       ...       ...       ...            ...                ...   \n","64  0.229682  0.186620 -0.794682       0.235104           0.847500   \n","65  0.319737  0.267946 -1.601893       0.923381           0.631253   \n","66  0.240481  0.197198 -8.304000       0.424493           0.820654   \n","67  0.296477  0.248466 -1.640299       0.709824           0.684645   \n","68  0.231861  0.190124 -7.666973       0.434543           0.810040   \n","\n","    pearson_correlation    fid_score            model     agg_col  \\\n","0              0.451182  2239.657180         CVAE_mse         lat   \n","1              0.320234  1130.796505         CVAE_mse         lat   \n","2              0.513794  1423.362447         CVAE_mse         lat   \n","3              0.271676  4184.534050         CVAE_mse         lat   \n","4              0.344905  1135.184288         CVAE_mse         lat   \n","..                  ...          ...              ...         ...   \n","64             0.386893   612.868489  Diffusion model  meter_type   \n","65             0.379522  1674.711799  Diffusion model  meter_type   \n","66             0.582405   669.346417  Diffusion model  meter_type   \n","67             0.253114  1275.897124  Diffusion model  meter_type   \n","68             0.469417  1116.953566  Diffusion model  meter_type   \n","\n","             agg_item  \n","0   51.49783804108846  \n","1    38.9035039800032  \n","2   37.87190340000004  \n","3            51.49984  \n","4   30.26719999999989  \n","..                ...  \n","64        electricity  \n","65                gas  \n","66       chilledwater  \n","67           hotwater  \n","68              steam  \n","\n","[69 rows x 10 columns]"],"text/html":["\n","  <div id=\"df-b8cc4870-f75c-45b7-9be6-748a0d58ebf9\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>rmse</th>\n","      <th>mae</th>\n","      <th>r2</th>\n","      <th>kl_divergence</th>\n","      <th>cosine_similarity</th>\n","      <th>pearson_correlation</th>\n","      <th>fid_score</th>\n","      <th>model</th>\n","      <th>agg_col</th>\n","      <th>agg_item</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>0.281076</td>\n","      <td>0.229512</td>\n","      <td>-1.291410</td>\n","      <td>0.805132</td>\n","      <td>0.665435</td>\n","      <td>0.451182</td>\n","      <td>2239.657180</td>\n","      <td>CVAE_mse</td>\n","      <td>lat</td>\n","      <td>51.49783804108846</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>0.243607</td>\n","      <td>0.194226</td>\n","      <td>-0.846401</td>\n","      <td>0.285924</td>\n","      <td>0.812821</td>\n","      <td>0.320234</td>\n","      <td>1130.796505</td>\n","      <td>CVAE_mse</td>\n","      <td>lat</td>\n","      <td>38.9035039800032</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>0.224466</td>\n","      <td>0.181437</td>\n","      <td>-0.484201</td>\n","      <td>0.225437</td>\n","      <td>0.855348</td>\n","      <td>0.513794</td>\n","      <td>1423.362447</td>\n","      <td>CVAE_mse</td>\n","      <td>lat</td>\n","      <td>37.87190340000004</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>0.311083</td>\n","      <td>0.263765</td>\n","      <td>-0.780368</td>\n","      <td>1.005591</td>\n","      <td>0.618827</td>\n","      <td>0.271676</td>\n","      <td>4184.534050</td>\n","      <td>CVAE_mse</td>\n","      <td>lat</td>\n","      <td>51.49984</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>0.238333</td>\n","      <td>0.194005</td>\n","      <td>-0.799944</td>\n","      <td>0.290366</td>\n","      <td>0.822118</td>\n","      <td>0.344905</td>\n","      <td>1135.184288</td>\n","      <td>CVAE_mse</td>\n","      <td>lat</td>\n","      <td>30.26719999999989</td>\n","    </tr>\n","    <tr>\n","      <th>...</th>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","    </tr>\n","    <tr>\n","      <th>64</th>\n","      <td>0.229682</td>\n","      <td>0.186620</td>\n","      <td>-0.794682</td>\n","      <td>0.235104</td>\n","      <td>0.847500</td>\n","      <td>0.386893</td>\n","      <td>612.868489</td>\n","      <td>Diffusion model</td>\n","      <td>meter_type</td>\n","      <td>electricity</td>\n","    </tr>\n","    <tr>\n","      <th>65</th>\n","      <td>0.319737</td>\n","      <td>0.267946</td>\n","      <td>-1.601893</td>\n","      <td>0.923381</td>\n","      <td>0.631253</td>\n","      <td>0.379522</td>\n","      <td>1674.711799</td>\n","      <td>Diffusion model</td>\n","      <td>meter_type</td>\n","      <td>gas</td>\n","    </tr>\n","    <tr>\n","      <th>66</th>\n","      <td>0.240481</td>\n","      <td>0.197198</td>\n","      <td>-8.304000</td>\n","      <td>0.424493</td>\n","      <td>0.820654</td>\n","      <td>0.582405</td>\n","      <td>669.346417</td>\n","      <td>Diffusion model</td>\n","      <td>meter_type</td>\n","      <td>chilledwater</td>\n","    </tr>\n","    <tr>\n","      <th>67</th>\n","      <td>0.296477</td>\n","      <td>0.248466</td>\n","      <td>-1.640299</td>\n","      <td>0.709824</td>\n","      <td>0.684645</td>\n","      <td>0.253114</td>\n","      <td>1275.897124</td>\n","      <td>Diffusion model</td>\n","      <td>meter_type</td>\n","      <td>hotwater</td>\n","    </tr>\n","    <tr>\n","      <th>68</th>\n","      <td>0.231861</td>\n","      <td>0.190124</td>\n","      <td>-7.666973</td>\n","      <td>0.434543</td>\n","      <td>0.810040</td>\n","      <td>0.469417</td>\n","      <td>1116.953566</td>\n","      <td>Diffusion model</td>\n","      <td>meter_type</td>\n","      <td>steam</td>\n","    </tr>\n","  </tbody>\n","</table>\n","<p>69 rows × 10 columns</p>\n","</div>\n"," 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0.176365577647042,\n        \"max\": 2.0949497524879277,\n        \"num_unique_values\": 69,\n        \"samples\": [\n          0.5357341561131329,\n          0.8051318919814264,\n          0.2534503773798726\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"cosine_similarity\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.07551855680110915,\n        \"min\": 0.5450134894444736,\n        \"max\": 0.8962475939672059,\n        \"num_unique_values\": 69,\n        \"samples\": [\n          0.7453395703097058,\n          0.6654347914513583,\n          0.8268541545147318\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"pearson_correlation\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.10115156112753661,\n        \"min\": 0.1728733728866036,\n        \"max\": 0.5953808252462488,\n        \"num_unique_values\": 69,\n        \"samples\": [\n          0.2742202923471474,\n          0.4511816970589398,\n          0.2944443970892995\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"fid_score\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 684.0090631368336,\n        \"min\": 612.8684890363236,\n        \"max\": 4184.534050025277,\n        \"num_unique_values\": 69,\n        \"samples\": [\n          1479.0685345928168,\n          2239.65717973666,\n          863.0463078946761\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"model\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          \"CVAE_mse\",\n          \"CGAN\",\n          \"Diffusion model\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"agg_col\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          \"lat\",\n          \"building_type\",\n          \"meter_type\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"agg_item\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 23,\n        \"samples\": [\n          \"Entertainment/\\npublic assembly\",\n          \"53.34979999999997\",\n          \"51.49783804108846\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"}},"metadata":{},"execution_count":4}]},{"cell_type":"code","source":["All_model_metrics_agg_by_meta['model'] = All_model_metrics_agg_by_meta['model'].replace({'CVAE_mse':'CVAE'})"],"metadata":{"id":"VGdAfbP0RPvl","executionInfo":{"status":"ok","timestamp":1711179922240,"user_tz":-480,"elapsed":5,"user":{"displayName":"Patrick Fu","userId":"17527192923561102849"}}},"execution_count":9,"outputs":[]},{"cell_type":"code","source":["# Create figures folder if it doesn't exist\n","figures_path = \"./figures\"\n","os.makedirs(figures_path, exist_ok=True)\n","\n","# Create a mapping dictionary for the metric names\n","metric_names = {\n","    'fid_score': 'FID Score',\n","    'kl_divergence': 'KL Divergence',\n","    'pearson_correlation': 'Pearson Correlation',\n","    'rmse': 'RMSE',\n","}\n","\n","metrics_to_summarize = list(metric_names.keys())\n","agg_col_list = ['building_type', 'meter_type']\n","\n","for metric in metrics_to_summarize:\n","    fig, axes = plt.subplots(nrows=1, ncols=2, figsize=(9.5, 3), sharey=True)  # Increased the width to make room for the legend\n","\n","    for idx, agg_col in enumerate(agg_col_list):\n","        df_plot = All_model_metrics_agg_by_meta[All_model_metrics_agg_by_meta['agg_col'] == agg_col].copy()\n","\n","        ax = axes[idx]\n","        df_plot = df_plot.pivot_table(columns='model', index='agg_item', values=metric)\n","\n","        try:\n","            df_plot = df_plot.loc[['electricity', 'chilledwater', 'steam', 'hotwater', 'gas'], ['CVAE', 'CGAN', 'Diffusion model']]\n","        except:\n","            df_plot = df_plot.loc[['Education', 'Office', 'Entertainment/\\npublic assembly', ' Public\\n   services', 'Lodging/\\nresidential'], ['CVAE', 'CGAN', 'Diffusion model']]\n","\n","        df_plot.plot(kind='bar', ax=ax, legend=False)  # Temporarily set legend to False\n","\n","        ax.set_xticklabels(ax.get_xticklabels(), rotation=0)\n","        ax.set_xlabel('')\n","\n","        # Set y_label using the mapping dictionary\n","        ax.set_ylabel(metric_names[metric],fontsize=14)\n","\n","    # Adding legend at the bottom in horizontal direction\n","    handles, labels = ax.get_legend_handles_labels()\n","    fig.legend(handles, labels, loc='lower center', ncol=len(labels), bbox_to_anchor=(0.5, 0.1))\n","\n","    plt.tight_layout(rect=[0, 0.2, 1, 1])  # Make adjustments to rect to avoid clipping\n","\n","    # Save the figure to the specified path with 300 dpi resolution\n","    figure_name = f\"{metric}_comparison.png\"\n","    full_figure_path = os.path.join(figures_path, figure_name)\n","    plt.savefig(full_figure_path, dpi=300, bbox_inches='tight')\n","\n","    plt.show()\n"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"id":"HEJI22LOKjZB","executionInfo":{"status":"ok","timestamp":1711179930459,"user_tz":-480,"elapsed":4464,"user":{"displayName":"Patrick Fu","userId":"17527192923561102849"}},"outputId":"83cc8976-b141-49ac-9858-13fada8809d1"},"execution_count":10,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 950x300 with 2 Axes>"],"image/png":"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\n"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["<Figure 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\n"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["<Figure 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\n"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["<Figure 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\n"},"metadata":{}}]},{"cell_type":"code","source":["# Create figures folder if it doesn't exist\n","figures_path = \"./figures\"\n","os.makedirs(figures_path, exist_ok=True)\n","\n","# Create a mapping dictionary for the metric names\n","metric_names = {\n","    'fid_score': 'FID Score',\n","    'kl_divergence': 'KL Divergence',\n","    'pearson_correlation': 'Pearson Correlation',\n","    'rmse': 'RMSE',\n","}\n","\n","metrics_to_summarize = list(metric_names.keys())\n","agg_col_list = ['building_type', 'meter_type']\n","\n","fig, axes = plt.subplots(nrows=4, ncols=2, figsize=(10, 10), sharey=False)  # Adjusted to a 4x2 grid\n","\n","for i, metric in enumerate(metrics_to_summarize):\n","    for j, agg_col in enumerate(agg_col_list):\n","        df_plot = All_model_metrics_agg_by_meta[All_model_metrics_agg_by_meta['agg_col'] == agg_col].copy()\n","\n","        ax = axes[i, j]  # Adjusted for 4x2 grid\n","        df_plot = df_plot.pivot_table(columns='model', index='agg_item', values=metric)\n","\n","        try:\n","            df_plot = df_plot.loc[['electricity', 'chilledwater', 'steam', 'hotwater', 'gas'], ['CVAE', 'CGAN', 'Diffusion model']]\n","        except:\n","            df_plot = df_plot.loc[['Education', 'Office', 'Entertainment/\\npublic assembly', ' Public\\n   services', 'Lodging/\\nresidential'], ['CVAE', 'CGAN', 'Diffusion model']]\n","\n","        df_plot.plot(kind='bar', ax=ax, legend=False)  # Temporarily set legend to False\n","\n","        ax.set_xticklabels(ax.get_xticklabels(), rotation=0)\n","        ax.set_xlabel('')\n","\n","        # Set y_label using the mapping dictionary, remove label for 2nd column\n","        if j == 0:\n","            ax.set_ylabel(metric_names[metric], fontsize=14)\n","            if i == 0:  # Add title only for the first row\n","                ax.set_title('Aggregated by building types', fontsize=14)\n","        else:\n","            ax.set_ylabel('')\n","            if i == 0:  # Add title only for the first row\n","                ax.set_title('Aggregated by meter types', fontsize=14)\n","\n","    # Only add legend in the first row\n","    if i == 0:\n","        handles, labels = ax.get_legend_handles_labels()\n","        fig.legend(handles, labels, loc='upper center', ncol=len(labels), bbox_to_anchor=(0.5, 1.04), fontsize=14)  # Adjusted bbox_to_anchor\n","\n","plt.tight_layout(rect=[0, 0.05, 1, 1])  # Make adjustments to rect to avoid clipping\n","\n","# Save the figure to the specified path with 300 dpi resolution\n","figure_name = \"metrics_comparison.png\"\n","full_figure_path = os.path.join(figures_path, figure_name)\n","plt.savefig(full_figure_path, dpi=300, bbox_inches='tight')\n","\n","plt.show()\n"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"id":"QtiBVLmb-n85","executionInfo":{"status":"ok","timestamp":1711179935309,"user_tz":-480,"elapsed":4854,"user":{"displayName":"Patrick Fu","userId":"17527192923561102849"}},"outputId":"9fce476a-060a-40bc-8250-3bd0dc782bfd"},"execution_count":11,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 1000x1000 with 8 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"code","source":["metrics_to_summarize = ['fid_score', 'kl_divergence', 'pearson_correlation', 'rmse']\n","agg_col_list = ['building_type', 'meter_type']\n","\n","for metric in metrics_to_summarize:\n","\n","    for idx, agg_col in enumerate(agg_col_list):\n","        df_plot = All_model_metrics_agg_by_meta[All_model_metrics_agg_by_meta['agg_col'] == agg_col].copy()\n","\n","        ax = axes[idx]\n","        df_plot = df_plot.pivot_table(columns='model', index='agg_item', values=[metric])\n","\n","        display(df_plot)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"id":"ualJljy87YJ6","executionInfo":{"status":"ok","timestamp":1711179935309,"user_tz":-480,"elapsed":9,"user":{"displayName":"Patrick Fu","userId":"17527192923561102849"}},"outputId":"2fd93efe-1b44-4779-bda3-6272e889d2ee"},"execution_count":12,"outputs":[{"output_type":"display_data","data":{"text/plain":["                                   fid_score                             \n","model                                   CGAN         CVAE Diffusion model\n","agg_item                                                                 \n"," Public\\n   services             1120.451872  1246.482080     1033.138962\n","Education                         985.189658  1070.587408      684.737665\n","Entertainment/\\npublic assembly  1156.723216  1414.226977      935.211309\n","Lodging/\\nresidential            1364.708695  1239.353016      939.618054\n","Office                           1074.402250  1092.902148      760.449858"],"text/html":["\n","  <div id=\"df-1cb3a643-7b29-4b30-8d67-2017fca102fe\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead tr th {\n","        text-align: left;\n","    }\n","\n","    .dataframe thead tr:last-of-type th {\n","        text-align: right;\n","    }\n","</style>\n","<table 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<td>1364.708695</td>\n","      <td>1239.353016</td>\n","      <td>939.618054</td>\n","    </tr>\n","    <tr>\n","      <th>Office</th>\n","      <td>1074.402250</td>\n","      <td>1092.902148</td>\n","      <td>760.449858</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-1cb3a643-7b29-4b30-8d67-2017fca102fe')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container 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