Project_Clustering.ipynb

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      "source": [
        "import pandas as pd\n",
        "from datetime import datetime\n",
        "from dateutil import parser\n",
        "import math\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "import numpy as np"
      ]
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    {
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      "source": [
        "# Clustering"
      ]
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      "id": "9b19f5c4",
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      "source": [
        "caltech = pd.read_csv(\"caltech.csv\")"
      ]
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              "   Unnamed: 0                       _id  clusterID       connectionTime  \\\n",
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              "                                sessionID  siteID spaceID    stationID  \\\n",
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              "              timezone  userID userInputs  totalChargingTime  \\\n",
              "0  America/Los_Angeles     NaN        NaN             7986.0   \n",
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        "#Removing Unnnecessary Columns \n",
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        "dropCols.append(\"siteID\")\n",
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              "        connectionTime       disconnectTime     doneChargingTime  \\\n",
              "0  2018-04-25 11:08:04  2018-04-25 13:20:10  2018-04-25 13:21:10   \n",
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              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-3082e70b-fb4e-415d-af28-d3a32090869e button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-3082e70b-fb4e-415d-af28-d3a32090869e');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 69
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 70,
      "id": "509de740",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "509de740",
        "outputId": "ce964e22-c9e3-48e0-b985-7be2fcb36090"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Index(['connectionTime', 'disconnectTime', 'doneChargingTime', 'kWhDelivered',\n",
              "       'totalChargingTime', 'totalConnectionTime'],\n",
              "      dtype='object')"
            ]
          },
          "metadata": {},
          "execution_count": 70
        }
      ],
      "source": [
        "caltech.columns"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 71,
      "id": "6ea5ec96",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 35
        },
        "id": "6ea5ec96",
        "outputId": "450c89c8-efeb-4df7-d507-78b138c2981b"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "'2018-04-25 11:08:04'"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "string"
            }
          },
          "metadata": {},
          "execution_count": 71
        }
      ],
      "source": [
        "caltech.connectionTime[0]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 72,
      "id": "5a7db454",
      "metadata": {
        "id": "5a7db454"
      },
      "outputs": [],
      "source": [
        "def timeToInt(stamp):\n",
        "    stamp = parser.parse(stamp)\n",
        "    return int(stamp.strftime(\"%H%M%S\"))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 73,
      "id": "1e5ac274",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1e5ac274",
        "outputId": "3a7fea35-0c24-4b60-cae8-3f8fa6ec9e80"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "40084"
            ]
          },
          "metadata": {},
          "execution_count": 73
        }
      ],
      "source": [
        "stamp = parser.parse(caltech.connectionTime[0])\n",
        "hours = stamp.hour * 60 * 60\n",
        "mins = stamp.minute * 60\n",
        "secs = stamp.second\n",
        "hours + mins + secs"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 74,
      "id": "38c00a3e",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "38c00a3e",
        "outputId": "8079423f-0c91-436a-c5d0-0971b1debfbf"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "110804"
            ]
          },
          "metadata": {},
          "execution_count": 74
        }
      ],
      "source": [
        "timeToInt(caltech.connectionTime[0])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 75,
      "id": "a1cf2734",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "a1cf2734",
        "outputId": "1d0b7626-2cf9-4f6e-b72f-56a989cc7d4e"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "str"
            ]
          },
          "metadata": {},
          "execution_count": 75
        }
      ],
      "source": [
        "connectionTimes = list(caltech.connectionTime)\n",
        "type(connectionTimes[0])\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 76,
      "id": "6cf5c93a",
      "metadata": {
        "id": "6cf5c93a"
      },
      "outputs": [],
      "source": [
        "originalConnectionTimes = connectionTimes[::]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 77,
      "id": "93bb36db",
      "metadata": {
        "id": "93bb36db"
      },
      "outputs": [],
      "source": [
        "for idx in range(len(connectionTimes)):\n",
        "    connectionTimes[idx] = timeToInt(connectionTimes[idx])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 78,
      "id": "6703e8e0",
      "metadata": {
        "id": "6703e8e0"
      },
      "outputs": [],
      "source": [
        "disconnectTimes = list(caltech.disconnectTime)\n",
        "originalDisconnectTimes = disconnectTimes[::]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 79,
      "id": "f4f26835",
      "metadata": {
        "id": "f4f26835"
      },
      "outputs": [],
      "source": [
        "disconnectTimes = list(caltech.disconnectTime)\n",
        "for idx in range(len(disconnectTimes)):\n",
        "    disconnectTimes[idx] = timeToInt(disconnectTimes[idx])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 80,
      "id": "b7541ae2",
      "metadata": {
        "id": "b7541ae2"
      },
      "outputs": [],
      "source": [
        "doneChargingTimes = list(caltech.doneChargingTime)\n",
        "originalDoneChargingTimes = doneChargingTimes[::]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 81,
      "id": "d82c0643",
      "metadata": {
        "id": "d82c0643"
      },
      "outputs": [],
      "source": [
        "doneChargingTimes = list(caltech.doneChargingTime)\n",
        "for idx in range(len(doneChargingTimes)):\n",
        "    try:\n",
        "        doneChargingTimes[idx] = timeToInt(doneChargingTimes[idx])\n",
        "    except:\n",
        "        continue"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 82,
      "id": "7b40315b",
      "metadata": {
        "id": "7b40315b"
      },
      "outputs": [],
      "source": [
        "caltech[\"connTime\"] = connectionTimes"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 83,
      "id": "42d4df23",
      "metadata": {
        "id": "42d4df23"
      },
      "outputs": [],
      "source": [
        "caltech[\"disconnTime\"] = disconnectTimes\n",
        "caltech[\"doneTime\"] = doneChargingTimes"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 84,
      "id": "f59a99f5",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "f59a99f5",
        "outputId": "afc2f3aa-e484-451c-e6dd-f95b74116022"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "2"
            ]
          },
          "metadata": {},
          "execution_count": 84
        }
      ],
      "source": [
        "doneChargingTimes.count(0)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 85,
      "id": "7742eb62",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7742eb62",
        "outputId": "f319bb7b-87f2-4ebc-ebc8-625d79be1409"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "((31424, 9), (29369, 9))"
            ]
          },
          "metadata": {},
          "execution_count": 85
        }
      ],
      "source": [
        "caltech.shape, caltech.dropna(subset = [\"doneTime\"]).shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 86,
      "id": "2a72a994",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 337
        },
        "id": "2a72a994",
        "outputId": "10bdf665-8103-47b7-9480-f2f7c100495a"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "        connectionTime       disconnectTime     doneChargingTime  \\\n",
              "0  2018-04-25 11:08:04  2018-04-25 13:20:10  2018-04-25 13:21:10   \n",
              "1  2018-04-25 13:45:10  2018-04-26 00:56:16  2018-04-25 16:44:15   \n",
              "2  2018-04-25 13:45:50  2018-04-25 23:04:45  2018-04-25 14:51:44   \n",
              "3  2018-04-25 14:37:06  2018-04-25 23:55:34  2018-04-25 16:05:22   \n",
              "4  2018-04-25 14:40:34  2018-04-25 23:03:12  2018-04-25 17:40:30   \n",
              "\n",
              "   kWhDelivered  totalChargingTime  totalConnectionTime  connTime  \\\n",
              "0         7.932             7986.0               7926.0    110804   \n",
              "1        10.013            10745.0              40266.0    134510   \n",
              "2         5.257             3954.0              33535.0    134550   \n",
              "3         5.177             5296.0              33508.0    143706   \n",
              "4        10.119            10796.0              30158.0    144034   \n",
              "\n",
              "   disconnTime  doneTime  \n",
              "0       132010  132110.0  \n",
              "1         5616  164415.0  \n",
              "2       230445  145144.0  \n",
              "3       235534  160522.0  \n",
              "4       230312  174030.0  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-e3db2a2a-679c-4fa1-bdbe-1fadb2663314\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
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              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
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              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>connectionTime</th>\n",
              "      <th>disconnectTime</th>\n",
              "      <th>doneChargingTime</th>\n",
              "      <th>kWhDelivered</th>\n",
              "      <th>totalChargingTime</th>\n",
              "      <th>totalConnectionTime</th>\n",
              "      <th>connTime</th>\n",
              "      <th>disconnTime</th>\n",
              "      <th>doneTime</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>2018-04-25 11:08:04</td>\n",
              "      <td>2018-04-25 13:20:10</td>\n",
              "      <td>2018-04-25 13:21:10</td>\n",
              "      <td>7.932</td>\n",
              "      <td>7986.0</td>\n",
              "      <td>7926.0</td>\n",
              "      <td>110804</td>\n",
              "      <td>132010</td>\n",
              "      <td>132110.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2018-04-25 13:45:10</td>\n",
              "      <td>2018-04-26 00:56:16</td>\n",
              "      <td>2018-04-25 16:44:15</td>\n",
              "      <td>10.013</td>\n",
              "      <td>10745.0</td>\n",
              "      <td>40266.0</td>\n",
              "      <td>134510</td>\n",
              "      <td>5616</td>\n",
              "      <td>164415.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2018-04-25 13:45:50</td>\n",
              "      <td>2018-04-25 23:04:45</td>\n",
              "      <td>2018-04-25 14:51:44</td>\n",
              "      <td>5.257</td>\n",
              "      <td>3954.0</td>\n",
              "      <td>33535.0</td>\n",
              "      <td>134550</td>\n",
              "      <td>230445</td>\n",
              "      <td>145144.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2018-04-25 14:37:06</td>\n",
              "      <td>2018-04-25 23:55:34</td>\n",
              "      <td>2018-04-25 16:05:22</td>\n",
              "      <td>5.177</td>\n",
              "      <td>5296.0</td>\n",
              "      <td>33508.0</td>\n",
              "      <td>143706</td>\n",
              "      <td>235534</td>\n",
              "      <td>160522.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2018-04-25 14:40:34</td>\n",
              "      <td>2018-04-25 23:03:12</td>\n",
              "      <td>2018-04-25 17:40:30</td>\n",
              "      <td>10.119</td>\n",
              "      <td>10796.0</td>\n",
              "      <td>30158.0</td>\n",
              "      <td>144034</td>\n",
              "      <td>230312</td>\n",
              "      <td>174030.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-e3db2a2a-679c-4fa1-bdbe-1fadb2663314')\"\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 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-e3db2a2a-679c-4fa1-bdbe-1fadb2663314 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-e3db2a2a-679c-4fa1-bdbe-1fadb2663314');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 86
        }
      ],
      "source": [
        "caltech.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 87,
      "id": "b4c8466b",
      "metadata": {
        "id": "b4c8466b"
      },
      "outputs": [],
      "source": [
        "caltechDf = caltech.dropna(subset = [\"doneTime\"]).copy()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 88,
      "id": "710fe570",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        },
        "id": "710fe570",
        "outputId": "f595cf82-c800-4506-d941-d8c621225b01"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            connectionTime       disconnectTime     doneChargingTime  \\\n",
              "0      2018-04-25 11:08:04  2018-04-25 13:20:10  2018-04-25 13:21:10   \n",
              "1      2018-04-25 13:45:10  2018-04-26 00:56:16  2018-04-25 16:44:15   \n",
              "2      2018-04-25 13:45:50  2018-04-25 23:04:45  2018-04-25 14:51:44   \n",
              "3      2018-04-25 14:37:06  2018-04-25 23:55:34  2018-04-25 16:05:22   \n",
              "4      2018-04-25 14:40:34  2018-04-25 23:03:12  2018-04-25 17:40:30   \n",
              "...                    ...                  ...                  ...   \n",
              "31416  2021-09-13 19:43:16  2021-09-14 01:34:43  2021-09-14 00:28:06   \n",
              "31417  2021-09-13 19:53:30  2021-09-13 22:33:34  2021-09-13 20:56:33   \n",
              "31419  2021-09-13 21:12:53  2021-09-14 00:25:36  2021-09-13 21:41:31   \n",
              "31420  2021-09-13 21:17:04  2021-09-14 01:01:49  2021-09-13 23:18:07   \n",
              "31422  2021-09-13 23:11:12  2021-09-14 01:43:11  2021-09-14 00:13:35   \n",
              "\n",
              "       kWhDelivered  totalChargingTime  totalConnectionTime  connTime  \\\n",
              "0             7.932             7986.0               7926.0    110804   \n",
              "1            10.013            10745.0              40266.0    134510   \n",
              "2             5.257             3954.0              33535.0    134550   \n",
              "3             5.177             5296.0              33508.0    143706   \n",
              "4            10.119            10796.0              30158.0    144034   \n",
              "...             ...                ...                  ...       ...   \n",
              "31416        16.370            17090.0              21087.0    194316   \n",
              "31417         2.902             3783.0               9604.0    195330   \n",
              "31419         2.285             1718.0              11563.0    211253   \n",
              "31420         6.715             7263.0              13485.0    211704   \n",
              "31422         2.018             3743.0               9119.0    231112   \n",
              "\n",
              "       disconnTime  doneTime  \n",
              "0           132010  132110.0  \n",
              "1             5616  164415.0  \n",
              "2           230445  145144.0  \n",
              "3           235534  160522.0  \n",
              "4           230312  174030.0  \n",
              "...            ...       ...  \n",
              "31416        13443    2806.0  \n",
              "31417       223334  205633.0  \n",
              "31419         2536  214131.0  \n",
              "31420        10149  231807.0  \n",
              "31422        14311    1335.0  \n",
              "\n",
              "[29369 rows x 9 columns]"
            ],
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              "  <div id=\"df-81532d22-40ed-4b42-b8dc-da0c17a67ece\">\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>connectionTime</th>\n",
              "      <th>disconnectTime</th>\n",
              "      <th>doneChargingTime</th>\n",
              "      <th>kWhDelivered</th>\n",
              "      <th>totalChargingTime</th>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>2018-04-25 11:08:04</td>\n",
              "      <td>2018-04-25 13:20:10</td>\n",
              "      <td>2018-04-25 13:21:10</td>\n",
              "      <td>7.932</td>\n",
              "      <td>7986.0</td>\n",
              "      <td>7926.0</td>\n",
              "      <td>110804</td>\n",
              "      <td>132010</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2018-04-25 13:45:10</td>\n",
              "      <td>2018-04-26 00:56:16</td>\n",
              "      <td>2018-04-25 16:44:15</td>\n",
              "      <td>10.013</td>\n",
              "      <td>10745.0</td>\n",
              "      <td>40266.0</td>\n",
              "      <td>134510</td>\n",
              "      <td>5616</td>\n",
              "      <td>164415.0</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2018-04-25 13:45:50</td>\n",
              "      <td>2018-04-25 23:04:45</td>\n",
              "      <td>2018-04-25 14:51:44</td>\n",
              "      <td>5.257</td>\n",
              "      <td>3954.0</td>\n",
              "      <td>33535.0</td>\n",
              "      <td>134550</td>\n",
              "      <td>230445</td>\n",
              "      <td>145144.0</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2018-04-25 14:37:06</td>\n",
              "      <td>2018-04-25 23:55:34</td>\n",
              "      <td>2018-04-25 16:05:22</td>\n",
              "      <td>5.177</td>\n",
              "      <td>5296.0</td>\n",
              "      <td>33508.0</td>\n",
              "      <td>143706</td>\n",
              "      <td>235534</td>\n",
              "      <td>160522.0</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2018-04-25 14:40:34</td>\n",
              "      <td>2018-04-25 23:03:12</td>\n",
              "      <td>2018-04-25 17:40:30</td>\n",
              "      <td>10.119</td>\n",
              "      <td>10796.0</td>\n",
              "      <td>30158.0</td>\n",
              "      <td>144034</td>\n",
              "      <td>230312</td>\n",
              "      <td>174030.0</td>\n",
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              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
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              "    <tr>\n",
              "      <th>31416</th>\n",
              "      <td>2021-09-13 19:43:16</td>\n",
              "      <td>2021-09-14 01:34:43</td>\n",
              "      <td>2021-09-14 00:28:06</td>\n",
              "      <td>16.370</td>\n",
              "      <td>17090.0</td>\n",
              "      <td>21087.0</td>\n",
              "      <td>194316</td>\n",
              "      <td>13443</td>\n",
              "      <td>2806.0</td>\n",
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              "    <tr>\n",
              "      <th>31417</th>\n",
              "      <td>2021-09-13 19:53:30</td>\n",
              "      <td>2021-09-13 22:33:34</td>\n",
              "      <td>2021-09-13 20:56:33</td>\n",
              "      <td>2.902</td>\n",
              "      <td>3783.0</td>\n",
              "      <td>9604.0</td>\n",
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              "      <td>223334</td>\n",
              "      <td>205633.0</td>\n",
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              "    <tr>\n",
              "      <th>31419</th>\n",
              "      <td>2021-09-13 21:12:53</td>\n",
              "      <td>2021-09-14 00:25:36</td>\n",
              "      <td>2021-09-13 21:41:31</td>\n",
              "      <td>2.285</td>\n",
              "      <td>1718.0</td>\n",
              "      <td>11563.0</td>\n",
              "      <td>211253</td>\n",
              "      <td>2536</td>\n",
              "      <td>214131.0</td>\n",
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              "    <tr>\n",
              "      <th>31420</th>\n",
              "      <td>2021-09-13 21:17:04</td>\n",
              "      <td>2021-09-14 01:01:49</td>\n",
              "      <td>2021-09-13 23:18:07</td>\n",
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              "      <td>2021-09-14 01:43:11</td>\n",
              "      <td>2021-09-14 00:13:35</td>\n",
              "      <td>2.018</td>\n",
              "      <td>3743.0</td>\n",
              "      <td>9119.0</td>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 88
        }
      ],
      "source": [
        "caltechDf"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 89,
      "id": "e80f2815",
      "metadata": {
        "id": "e80f2815"
      },
      "outputs": [],
      "source": [
        "def dropOutliers(df, col):\n",
        "    Q1 = df[col].quantile(0.25)\n",
        "    Q3 = df[col].quantile(0.75)\n",
        "    IQR = Q3 - Q1    \n",
        "\n",
        "    filter = (df[col] >= Q1 - 1.5 * IQR) & (df[col] <= Q3 + 1.5 *IQR)\n",
        "    return df.loc[filter]  "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 90,
      "id": "53ac0baa",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "53ac0baa",
        "outputId": "2edaab4d-8b21-4f19-f559-2ef553a80d60"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(29369, 9)"
            ]
          },
          "metadata": {},
          "execution_count": 90
        }
      ],
      "source": [
        "caltechDf.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 91,
      "id": "a13c157a",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 282
        },
        "id": "a13c157a",
        "outputId": "90d69cbb-0690-4beb-b2bb-a31141105d88"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f04ec46ecd0>"
            ]
          },
          "metadata": {},
          "execution_count": 91
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "caltechDf.boxplot(\"kWhDelivered\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 92,
      "id": "9bd65302",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        },
        "id": "9bd65302",
        "outputId": "a266ee3e-d71e-40bc-bb62-cdd949bb245a"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            connectionTime       disconnectTime     doneChargingTime  \\\n",
              "0      2018-04-25 11:08:04  2018-04-25 13:20:10  2018-04-25 13:21:10   \n",
              "1      2018-04-25 13:45:10  2018-04-26 00:56:16  2018-04-25 16:44:15   \n",
              "2      2018-04-25 13:45:50  2018-04-25 23:04:45  2018-04-25 14:51:44   \n",
              "3      2018-04-25 14:37:06  2018-04-25 23:55:34  2018-04-25 16:05:22   \n",
              "4      2018-04-25 14:40:34  2018-04-25 23:03:12  2018-04-25 17:40:30   \n",
              "...                    ...                  ...                  ...   \n",
              "31416  2021-09-13 19:43:16  2021-09-14 01:34:43  2021-09-14 00:28:06   \n",
              "31417  2021-09-13 19:53:30  2021-09-13 22:33:34  2021-09-13 20:56:33   \n",
              "31419  2021-09-13 21:12:53  2021-09-14 00:25:36  2021-09-13 21:41:31   \n",
              "31420  2021-09-13 21:17:04  2021-09-14 01:01:49  2021-09-13 23:18:07   \n",
              "31422  2021-09-13 23:11:12  2021-09-14 01:43:11  2021-09-14 00:13:35   \n",
              "\n",
              "       kWhDelivered  totalChargingTime  totalConnectionTime  connTime  \\\n",
              "0             7.932             7986.0               7926.0    110804   \n",
              "1            10.013            10745.0              40266.0    134510   \n",
              "2             5.257             3954.0              33535.0    134550   \n",
              "3             5.177             5296.0              33508.0    143706   \n",
              "4            10.119            10796.0              30158.0    144034   \n",
              "...             ...                ...                  ...       ...   \n",
              "31416        16.370            17090.0              21087.0    194316   \n",
              "31417         2.902             3783.0               9604.0    195330   \n",
              "31419         2.285             1718.0              11563.0    211253   \n",
              "31420         6.715             7263.0              13485.0    211704   \n",
              "31422         2.018             3743.0               9119.0    231112   \n",
              "\n",
              "       disconnTime  doneTime  \n",
              "0           132010  132110.0  \n",
              "1             5616  164415.0  \n",
              "2           230445  145144.0  \n",
              "3           235534  160522.0  \n",
              "4           230312  174030.0  \n",
              "...            ...       ...  \n",
              "31416        13443    2806.0  \n",
              "31417       223334  205633.0  \n",
              "31419         2536  214131.0  \n",
              "31420        10149  231807.0  \n",
              "31422        14311    1335.0  \n",
              "\n",
              "[28197 rows x 9 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-38811c23-3722-4ffc-9bf5-2ddbd332bc6f\">\n",
              "    <div 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>connectionTime</th>\n",
              "      <th>disconnectTime</th>\n",
              "      <th>doneChargingTime</th>\n",
              "      <th>kWhDelivered</th>\n",
              "      <th>totalChargingTime</th>\n",
              "      <th>totalConnectionTime</th>\n",
              "      <th>connTime</th>\n",
              "      <th>disconnTime</th>\n",
              "      <th>doneTime</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>2018-04-25 11:08:04</td>\n",
              "      <td>2018-04-25 13:20:10</td>\n",
              "      <td>2018-04-25 13:21:10</td>\n",
              "      <td>7.932</td>\n",
              "      <td>7986.0</td>\n",
              "      <td>7926.0</td>\n",
              "      <td>110804</td>\n",
              "      <td>132010</td>\n",
              "      <td>132110.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2018-04-25 13:45:10</td>\n",
              "      <td>2018-04-26 00:56:16</td>\n",
              "      <td>2018-04-25 16:44:15</td>\n",
              "      <td>10.013</td>\n",
              "      <td>10745.0</td>\n",
              "      <td>40266.0</td>\n",
              "      <td>134510</td>\n",
              "      <td>5616</td>\n",
              "      <td>164415.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2018-04-25 13:45:50</td>\n",
              "      <td>2018-04-25 23:04:45</td>\n",
              "      <td>2018-04-25 14:51:44</td>\n",
              "      <td>5.257</td>\n",
              "      <td>3954.0</td>\n",
              "      <td>33535.0</td>\n",
              "      <td>134550</td>\n",
              "      <td>230445</td>\n",
              "      <td>145144.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2018-04-25 14:37:06</td>\n",
              "      <td>2018-04-25 23:55:34</td>\n",
              "      <td>2018-04-25 16:05:22</td>\n",
              "      <td>5.177</td>\n",
              "      <td>5296.0</td>\n",
              "      <td>33508.0</td>\n",
              "      <td>143706</td>\n",
              "      <td>235534</td>\n",
              "      <td>160522.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2018-04-25 14:40:34</td>\n",
              "      <td>2018-04-25 23:03:12</td>\n",
              "      <td>2018-04-25 17:40:30</td>\n",
              "      <td>10.119</td>\n",
              "      <td>10796.0</td>\n",
              "      <td>30158.0</td>\n",
              "      <td>144034</td>\n",
              "      <td>230312</td>\n",
              "      <td>174030.0</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",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31416</th>\n",
              "      <td>2021-09-13 19:43:16</td>\n",
              "      <td>2021-09-14 01:34:43</td>\n",
              "      <td>2021-09-14 00:28:06</td>\n",
              "      <td>16.370</td>\n",
              "      <td>17090.0</td>\n",
              "      <td>21087.0</td>\n",
              "      <td>194316</td>\n",
              "      <td>13443</td>\n",
              "      <td>2806.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31417</th>\n",
              "      <td>2021-09-13 19:53:30</td>\n",
              "      <td>2021-09-13 22:33:34</td>\n",
              "      <td>2021-09-13 20:56:33</td>\n",
              "      <td>2.902</td>\n",
              "      <td>3783.0</td>\n",
              "      <td>9604.0</td>\n",
              "      <td>195330</td>\n",
              "      <td>223334</td>\n",
              "      <td>205633.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31419</th>\n",
              "      <td>2021-09-13 21:12:53</td>\n",
              "      <td>2021-09-14 00:25:36</td>\n",
              "      <td>2021-09-13 21:41:31</td>\n",
              "      <td>2.285</td>\n",
              "      <td>1718.0</td>\n",
              "      <td>11563.0</td>\n",
              "      <td>211253</td>\n",
              "      <td>2536</td>\n",
              "      <td>214131.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31420</th>\n",
              "      <td>2021-09-13 21:17:04</td>\n",
              "      <td>2021-09-14 01:01:49</td>\n",
              "      <td>2021-09-13 23:18:07</td>\n",
              "      <td>6.715</td>\n",
              "      <td>7263.0</td>\n",
              "      <td>13485.0</td>\n",
              "      <td>211704</td>\n",
              "      <td>10149</td>\n",
              "      <td>231807.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31422</th>\n",
              "      <td>2021-09-13 23:11:12</td>\n",
              "      <td>2021-09-14 01:43:11</td>\n",
              "      <td>2021-09-14 00:13:35</td>\n",
              "      <td>2.018</td>\n",
              "      <td>3743.0</td>\n",
              "      <td>9119.0</td>\n",
              "      <td>231112</td>\n",
              "      <td>14311</td>\n",
              "      <td>1335.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>28197 rows × 9 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-38811c23-3722-4ffc-9bf5-2ddbd332bc6f')\"\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 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-38811c23-3722-4ffc-9bf5-2ddbd332bc6f button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-38811c23-3722-4ffc-9bf5-2ddbd332bc6f');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 92
        }
      ],
      "source": [
        "dropOutliers(caltechDf, \"kWhDelivered\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 93,
      "id": "8757c2a5",
      "metadata": {
        "scrolled": true,
        "id": "8757c2a5"
      },
      "outputs": [],
      "source": [
        "caltechDf = dropOutliers(caltechDf, \"kWhDelivered\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 94,
      "id": "6b045173",
      "metadata": {
        "id": "6b045173"
      },
      "outputs": [],
      "source": [
        "# totalChargingTime\ttotalConnectionTime\tconnTime\tdisconnTime\tdoneTime"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 95,
      "id": "b6522069",
      "metadata": {
        "id": "b6522069"
      },
      "outputs": [],
      "source": [
        "caltechDf = dropOutliers(caltechDf, \"totalConnectionTime\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 96,
      "id": "5a73c2de",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 282
        },
        "id": "5a73c2de",
        "outputId": "9b2fe116-563b-4617-fc93-4aeb455205ef"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f04ec3a0750>"
            ]
          },
          "metadata": {},
          "execution_count": 96
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "caltechDf.boxplot(\"connTime\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 97,
      "id": "009999a1",
      "metadata": {
        "id": "009999a1"
      },
      "outputs": [],
      "source": [
        "# originalConnectionTime = list(caltechDf.connectionTime)\n",
        "# originalDisconnectTime = list(caltechDf.disconnectTime)\n",
        "# originalDoneChargingTime = list(caltechDf.doneChargingTime)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 98,
      "id": "5bf89502",
      "metadata": {
        "id": "5bf89502"
      },
      "outputs": [],
      "source": [
        "# caltechDf.drop(columns = [\"connectionTime\", \"disconnectTime\", \"doneChargingTime\"], inplace = True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 99,
      "id": "0c3cca3a",
      "metadata": {
        "id": "0c3cca3a"
      },
      "outputs": [],
      "source": [
        "caltechDf[\"doneTime\"] = caltechDf[\"doneTime\"].astype(int)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 100,
      "id": "bdcd94df",
      "metadata": {
        "id": "bdcd94df"
      },
      "outputs": [],
      "source": [
        "caltechDf[\"totalConnectionTime\"] = caltechDf[\"totalConnectionTime\"].astype(int)\n",
        "caltechDf[\"totalChargingTime\"] = caltechDf[\"totalChargingTime\"].astype(int)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 101,
      "id": "b09c9cbb",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        },
        "id": "b09c9cbb",
        "outputId": "3b747971-bc18-4712-a45b-095650e05b8e"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            connectionTime       disconnectTime     doneChargingTime  \\\n",
              "0      2018-04-25 11:08:04  2018-04-25 13:20:10  2018-04-25 13:21:10   \n",
              "1      2018-04-25 13:45:10  2018-04-26 00:56:16  2018-04-25 16:44:15   \n",
              "2      2018-04-25 13:45:50  2018-04-25 23:04:45  2018-04-25 14:51:44   \n",
              "3      2018-04-25 14:37:06  2018-04-25 23:55:34  2018-04-25 16:05:22   \n",
              "4      2018-04-25 14:40:34  2018-04-25 23:03:12  2018-04-25 17:40:30   \n",
              "...                    ...                  ...                  ...   \n",
              "31416  2021-09-13 19:43:16  2021-09-14 01:34:43  2021-09-14 00:28:06   \n",
              "31417  2021-09-13 19:53:30  2021-09-13 22:33:34  2021-09-13 20:56:33   \n",
              "31419  2021-09-13 21:12:53  2021-09-14 00:25:36  2021-09-13 21:41:31   \n",
              "31420  2021-09-13 21:17:04  2021-09-14 01:01:49  2021-09-13 23:18:07   \n",
              "31422  2021-09-13 23:11:12  2021-09-14 01:43:11  2021-09-14 00:13:35   \n",
              "\n",
              "       kWhDelivered  totalChargingTime  totalConnectionTime  connTime  \\\n",
              "0             7.932               7986                 7926    110804   \n",
              "1            10.013              10745                40266    134510   \n",
              "2             5.257               3954                33535    134550   \n",
              "3             5.177               5296                33508    143706   \n",
              "4            10.119              10796                30158    144034   \n",
              "...             ...                ...                  ...       ...   \n",
              "31416        16.370              17090                21087    194316   \n",
              "31417         2.902               3783                 9604    195330   \n",
              "31419         2.285               1718                11563    211253   \n",
              "31420         6.715               7263                13485    211704   \n",
              "31422         2.018               3743                 9119    231112   \n",
              "\n",
              "       disconnTime  doneTime  \n",
              "0           132010    132110  \n",
              "1             5616    164415  \n",
              "2           230445    145144  \n",
              "3           235534    160522  \n",
              "4           230312    174030  \n",
              "...            ...       ...  \n",
              "31416        13443      2806  \n",
              "31417       223334    205633  \n",
              "31419         2536    214131  \n",
              "31420        10149    231807  \n",
              "31422        14311      1335  \n",
              "\n",
              "[27858 rows x 9 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-bf5ac0bf-115a-40f2-bfb5-5b3375597467\">\n",
              "    <div class=\"colab-df-container\">\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>connectionTime</th>\n",
              "      <th>disconnectTime</th>\n",
              "      <th>doneChargingTime</th>\n",
              "      <th>kWhDelivered</th>\n",
              "      <th>totalChargingTime</th>\n",
              "      <th>totalConnectionTime</th>\n",
              "      <th>connTime</th>\n",
              "      <th>disconnTime</th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>2018-04-25 11:08:04</td>\n",
              "      <td>2018-04-25 13:20:10</td>\n",
              "      <td>2018-04-25 13:21:10</td>\n",
              "      <td>7.932</td>\n",
              "      <td>7986</td>\n",
              "      <td>7926</td>\n",
              "      <td>110804</td>\n",
              "      <td>132010</td>\n",
              "      <td>132110</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2018-04-25 13:45:10</td>\n",
              "      <td>2018-04-26 00:56:16</td>\n",
              "      <td>2018-04-25 16:44:15</td>\n",
              "      <td>10.013</td>\n",
              "      <td>10745</td>\n",
              "      <td>40266</td>\n",
              "      <td>134510</td>\n",
              "      <td>5616</td>\n",
              "      <td>164415</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2018-04-25 13:45:50</td>\n",
              "      <td>2018-04-25 23:04:45</td>\n",
              "      <td>2018-04-25 14:51:44</td>\n",
              "      <td>5.257</td>\n",
              "      <td>3954</td>\n",
              "      <td>33535</td>\n",
              "      <td>134550</td>\n",
              "      <td>230445</td>\n",
              "      <td>145144</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2018-04-25 14:37:06</td>\n",
              "      <td>2018-04-25 23:55:34</td>\n",
              "      <td>2018-04-25 16:05:22</td>\n",
              "      <td>5.177</td>\n",
              "      <td>5296</td>\n",
              "      <td>33508</td>\n",
              "      <td>143706</td>\n",
              "      <td>235534</td>\n",
              "      <td>160522</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2018-04-25 14:40:34</td>\n",
              "      <td>2018-04-25 23:03:12</td>\n",
              "      <td>2018-04-25 17:40:30</td>\n",
              "      <td>10.119</td>\n",
              "      <td>10796</td>\n",
              "      <td>30158</td>\n",
              "      <td>144034</td>\n",
              "      <td>230312</td>\n",
              "      <td>174030</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",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31416</th>\n",
              "      <td>2021-09-13 19:43:16</td>\n",
              "      <td>2021-09-14 01:34:43</td>\n",
              "      <td>2021-09-14 00:28:06</td>\n",
              "      <td>16.370</td>\n",
              "      <td>17090</td>\n",
              "      <td>21087</td>\n",
              "      <td>194316</td>\n",
              "      <td>13443</td>\n",
              "      <td>2806</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31417</th>\n",
              "      <td>2021-09-13 19:53:30</td>\n",
              "      <td>2021-09-13 22:33:34</td>\n",
              "      <td>2021-09-13 20:56:33</td>\n",
              "      <td>2.902</td>\n",
              "      <td>3783</td>\n",
              "      <td>9604</td>\n",
              "      <td>195330</td>\n",
              "      <td>223334</td>\n",
              "      <td>205633</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31419</th>\n",
              "      <td>2021-09-13 21:12:53</td>\n",
              "      <td>2021-09-14 00:25:36</td>\n",
              "      <td>2021-09-13 21:41:31</td>\n",
              "      <td>2.285</td>\n",
              "      <td>1718</td>\n",
              "      <td>11563</td>\n",
              "      <td>211253</td>\n",
              "      <td>2536</td>\n",
              "      <td>214131</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31420</th>\n",
              "      <td>2021-09-13 21:17:04</td>\n",
              "      <td>2021-09-14 01:01:49</td>\n",
              "      <td>2021-09-13 23:18:07</td>\n",
              "      <td>6.715</td>\n",
              "      <td>7263</td>\n",
              "      <td>13485</td>\n",
              "      <td>211704</td>\n",
              "      <td>10149</td>\n",
              "      <td>231807</td>\n",
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              "    <tr>\n",
              "      <th>31422</th>\n",
              "      <td>2021-09-13 23:11:12</td>\n",
              "      <td>2021-09-14 01:43:11</td>\n",
              "      <td>2021-09-14 00:13:35</td>\n",
              "      <td>2.018</td>\n",
              "      <td>3743</td>\n",
              "      <td>9119</td>\n",
              "      <td>231112</td>\n",
              "      <td>14311</td>\n",
              "      <td>1335</td>\n",
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              "</table>\n",
              "<p>27858 rows × 9 columns</p>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 101
        }
      ],
      "source": [
        "caltechDf"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 102,
      "id": "35348c06",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "35348c06",
        "outputId": "1c2a798f-2bdd-419e-cc33-2595a78aaf0a"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "6955.0"
            ]
          },
          "metadata": {},
          "execution_count": 102
        }
      ],
      "source": [
        "caltechDf.kWhDelivered[10] * 1000"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 103,
      "id": "bff5d20d",
      "metadata": {
        "id": "bff5d20d"
      },
      "outputs": [],
      "source": [
        "kiloWatts = list(caltechDf.kWhDelivered)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 104,
      "id": "cd070399",
      "metadata": {
        "id": "cd070399"
      },
      "outputs": [],
      "source": [
        "watts = [int(i * 1000) for i in kiloWatts]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 105,
      "id": "a5ebc183",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "a5ebc183",
        "outputId": "e8277beb-15bc-4c10-ed31-e6d0dbbdc109"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\u001b[1;30;43mStreaming output truncated to the last 5000 lines.\u001b[0m\n",
            "0.881 881\n",
            "14.091 14091\n",
            "0.834 834\n",
            "0.881 881\n",
            "4.395 4395\n",
            "8.109 8109\n",
            "1.836 1836\n",
            "12.456 12456\n",
            "7.892 7892\n",
            "5.159 5159\n",
            "5.913 5913\n",
            "14.804 14804\n",
            "13.082 13082\n",
            "8.9 8900\n",
            "0.871 871\n",
            "3.204 3204\n",
            "16.055 16055\n",
            "15.849 15849\n",
            "4.664 4664\n",
            "4.656 4656\n",
            "16.378 16378\n",
            "22.645 22645\n",
            "15.926 15926\n",
            "4.874 4874\n",
            "23.251 23251\n",
            "7.212 7212\n",
            "7.887 7887\n",
            "0.863 863\n",
            "1.855 1855\n",
            "11.191 11191\n",
            "13.925 13925\n",
            "6.747 6747\n",
            "2.903 2903\n",
            "0.903 903\n",
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            "2.58 2580\n",
            "0.862 862\n",
            "3.357 3357\n",
            "11.664 11664\n",
            "0.824 824\n",
            "0.77 770\n",
            "1.448 1448\n",
            "0.882 882\n",
            "0.893 893\n",
            "0.682 682\n",
            "14.898 14898\n",
            "3.738 3738\n",
            "12.523 12523\n",
            "0.893 893\n",
            "0.871 871\n",
            "1.099 1099\n",
            "7.868 7868\n",
            "7.3 7300\n",
            "1.028 1028\n",
            "0.871 871\n",
            "5.518 5518\n",
            "17.383 17383\n",
            "0.865 865\n",
            "7.892 7892\n",
            "3.74 3740\n",
            "0.882 882\n",
            "7.888 7888\n",
            "6.652 6652\n",
            "0.942 942\n",
            "1.679 1679\n",
            "7.883 7883\n",
            "0.892 892\n",
            "11.609 11609\n",
            "11.548 11548\n",
            "10.059 10059\n",
            "12.989 12989\n",
            "11.826 11826\n",
            "8.753 8753\n",
            "17.536 17536\n",
            "6.564 6564\n",
            "1.862 1862\n",
            "4.378 4378\n",
            "0.658 658\n",
            "12.497 12497\n",
            "0.584 584\n",
            "2.099 2099\n",
            "5.89 5890\n",
            "2.574 2574\n",
            "15.928 15928\n",
            "1.539 1539\n",
            "0.892 892\n",
            "0.9 900\n",
            "0.902 902\n",
            "16.578 16578\n",
            "5.877 5877\n",
            "16.297 16297\n",
            "8.578 8578\n",
            "2.67 2670\n",
            "5.613 5613\n",
            "6.405 6405\n",
            "2.236 2236\n",
            "6.464 6464\n",
            "1.828 1828\n",
            "3.181 3181\n",
            "13.95 13950\n",
            "4.137 4137\n",
            "3.159 3159\n",
            "1.887 1887\n",
            "7.893 7893\n",
            "0.861 861\n",
            "11.505 11505\n",
            "11.841 11841\n",
            "19.873 19873\n",
            "2.164 2164\n",
            "12.693 12693\n",
            "5.421 5421\n",
            "6.588 6588\n",
            "1.588 1588\n",
            "0.986 986\n",
            "2.406 2406\n",
            "0.839 839\n",
            "5.455 5455\n",
            "0.914 914\n",
            "8.754 8754\n",
            "5.721 5721\n",
            "0.972 972\n",
            "10.459 10459\n",
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            "0.889 889\n",
            "16.266 16265\n",
            "6.371 6371\n",
            "1.995 1995\n",
            "0.936 936\n",
            "0.895 895\n",
            "4.535 4535\n",
            "11.881 11881\n",
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            "0.839 839\n",
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            "0.991 991\n",
            "8.895 8895\n",
            "11.213 11213\n",
            "2.519 2519\n",
            "0.912 912\n",
            "0.742 742\n",
            "6.893 6893\n",
            "0.953 953\n",
            "0.831 831\n",
            "6.597 6597\n",
            "6.177 6177\n",
            "0.979 979\n",
            "15.612 15612\n",
            "8.978 8978\n",
            "3.838 3838\n",
            "0.579 579\n",
            "20.012 20012\n",
            "7.397 7397\n",
            "14.999 14999\n",
            "8.941 8941\n",
            "3.35 3350\n",
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            "0.89 890\n",
            "10.369 10369\n",
            "1.048 1048\n",
            "1.525 1525\n",
            "0.8836269444444446 883\n",
            "4.474 4474\n",
            "4.374 4374\n",
            "0.886 886\n",
            "5.456 5456\n",
            "7.895 7895\n",
            "3.264 3264\n",
            "0.957 957\n",
            "8.785 8785\n",
            "10.591 10591\n",
            "1.798 1798\n",
            "4.123 4123\n",
            "18.164 18164\n",
            "12.886 12886\n",
            "11.627 11627\n",
            "11.23 11230\n",
            "8.059 8058\n",
            "2.013 2013\n",
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            "0.992 992\n",
            "8.633 8633\n",
            "0.86 860\n",
            "0.978 978\n",
            "7.288 7288\n",
            "5.854 5854\n",
            "1.245 1245\n",
            "0.86 860\n",
            "1.863 1863\n",
            "7.85 7850\n",
            "13.652 13652\n",
            "6.857 6857\n",
            "3.875 3875\n",
            "7.827 7827\n",
            "16.239 16239\n",
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            "15.878 15878\n",
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            "2.435 2435\n",
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            "1.605 1605\n",
            "0.723 723\n",
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            "5.08 5080\n",
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            "1.825 1825\n",
            "0.896 896\n",
            "5.159 5159\n",
            "14.77 14770\n",
            "6.106 6106\n",
            "5.904 5904\n",
            "6.221 6221\n",
            "3.711 3711\n",
            "22.3 22300\n",
            "5.552 5552\n",
            "4.998 4998\n",
            "5.702 5702\n",
            "6.486 6486\n",
            "11.096 11096\n",
            "1.066 1066\n",
            "5.814 5814\n",
            "6.953 6953\n",
            "16.086 16085\n",
            "5.141 5141\n",
            "7.312 7312\n",
            "1.145 1145\n",
            "2.155 2155\n",
            "20.406 20406\n",
            "1.412 1412\n",
            "4.1 4100\n",
            "2.352 2352\n",
            "4.065 4065\n",
            "5.232 5232\n",
            "2.178 2178\n",
            "0.907 907\n",
            "0.501 501\n",
            "4.413 4413\n",
            "1.633 1633\n",
            "4.344 4344\n",
            "5.126 5126\n",
            "5.311 5311\n",
            "6.758 6758\n",
            "6.681 6681\n",
            "8.451 8451\n",
            "6.782 6782\n",
            "17.883 17883\n",
            "5.694 5694\n",
            "3.825 3825\n",
            "9.289 9289\n",
            "5.698 5698\n",
            "1.39 1390\n",
            "15.03 15030\n",
            "16.008 16008\n",
            "0.622 622\n",
            "4.142 4142\n",
            "4.127 4127\n",
            "1.26 1260\n",
            "6.441 6441\n",
            "15.253 15253\n",
            "7.058 7058\n",
            "1.447 1447\n",
            "0.904 904\n",
            "4.924 4924\n",
            "3.093 3093\n",
            "0.902 902\n",
            "1.455 1455\n",
            "5.198 5198\n",
            "2.499 2499\n",
            "6.482 6482\n",
            "2.141 2141\n",
            "11.472 11472\n",
            "5.855 5855\n",
            "7.87 7870\n",
            "4.923 4923\n",
            "7.602 7602\n",
            "23.578 23578\n",
            "2.268 2268\n",
            "1.841 1841\n",
            "7.437 7437\n",
            "1.873 1873\n",
            "6.168 6168\n",
            "4.884 4884\n",
            "15.495 15495\n",
            "4.294 4294\n",
            "11.712 11712\n",
            "19.132 19132\n",
            "4.841 4841\n",
            "6.116 6116\n",
            "0.939 939\n",
            "1.185 1185\n",
            "6.149 6149\n",
            "5.634 5634\n",
            "4.331 4331\n",
            "16.37 16370\n",
            "2.902 2902\n",
            "2.285 2285\n",
            "6.715 6715\n",
            "2.018 2017\n"
          ]
        }
      ],
      "source": [
        "sum = 0\n",
        "for i, j in zip(kiloWatts, watts):\n",
        "     print(i, j)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 106,
      "id": "113eef42",
      "metadata": {
        "id": "113eef42"
      },
      "outputs": [],
      "source": [
        "caltechDf[\"wHdelievered\"] = watts"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 107,
      "id": "7507d639",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 661
        },
        "id": "7507d639",
        "outputId": "a9aba514-f3f1-4e2a-d286-b611a11812f9"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            connectionTime       disconnectTime     doneChargingTime  \\\n",
              "0      2018-04-25 11:08:04  2018-04-25 13:20:10  2018-04-25 13:21:10   \n",
              "1      2018-04-25 13:45:10  2018-04-26 00:56:16  2018-04-25 16:44:15   \n",
              "2      2018-04-25 13:45:50  2018-04-25 23:04:45  2018-04-25 14:51:44   \n",
              "3      2018-04-25 14:37:06  2018-04-25 23:55:34  2018-04-25 16:05:22   \n",
              "4      2018-04-25 14:40:34  2018-04-25 23:03:12  2018-04-25 17:40:30   \n",
              "...                    ...                  ...                  ...   \n",
              "31416  2021-09-13 19:43:16  2021-09-14 01:34:43  2021-09-14 00:28:06   \n",
              "31417  2021-09-13 19:53:30  2021-09-13 22:33:34  2021-09-13 20:56:33   \n",
              "31419  2021-09-13 21:12:53  2021-09-14 00:25:36  2021-09-13 21:41:31   \n",
              "31420  2021-09-13 21:17:04  2021-09-14 01:01:49  2021-09-13 23:18:07   \n",
              "31422  2021-09-13 23:11:12  2021-09-14 01:43:11  2021-09-14 00:13:35   \n",
              "\n",
              "       kWhDelivered  totalChargingTime  totalConnectionTime  connTime  \\\n",
              "0             7.932               7986                 7926    110804   \n",
              "1            10.013              10745                40266    134510   \n",
              "2             5.257               3954                33535    134550   \n",
              "3             5.177               5296                33508    143706   \n",
              "4            10.119              10796                30158    144034   \n",
              "...             ...                ...                  ...       ...   \n",
              "31416        16.370              17090                21087    194316   \n",
              "31417         2.902               3783                 9604    195330   \n",
              "31419         2.285               1718                11563    211253   \n",
              "31420         6.715               7263                13485    211704   \n",
              "31422         2.018               3743                 9119    231112   \n",
              "\n",
              "       disconnTime  doneTime  wHdelievered  \n",
              "0           132010    132110          7932  \n",
              "1             5616    164415         10013  \n",
              "2           230445    145144          5257  \n",
              "3           235534    160522          5177  \n",
              "4           230312    174030         10119  \n",
              "...            ...       ...           ...  \n",
              "31416        13443      2806         16370  \n",
              "31417       223334    205633          2902  \n",
              "31419         2536    214131          2285  \n",
              "31420        10149    231807          6715  \n",
              "31422        14311      1335          2017  \n",
              "\n",
              "[27858 rows x 10 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-a8ed1467-b365-444a-a19c-e1c2f6f763ad\">\n",
              "    <div 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>connectionTime</th>\n",
              "      <th>disconnectTime</th>\n",
              "      <th>doneChargingTime</th>\n",
              "      <th>kWhDelivered</th>\n",
              "      <th>totalChargingTime</th>\n",
              "      <th>totalConnectionTime</th>\n",
              "      <th>connTime</th>\n",
              "      <th>disconnTime</th>\n",
              "      <th>doneTime</th>\n",
              "      <th>wHdelievered</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>2018-04-25 11:08:04</td>\n",
              "      <td>2018-04-25 13:20:10</td>\n",
              "      <td>2018-04-25 13:21:10</td>\n",
              "      <td>7.932</td>\n",
              "      <td>7986</td>\n",
              "      <td>7926</td>\n",
              "      <td>110804</td>\n",
              "      <td>132010</td>\n",
              "      <td>132110</td>\n",
              "      <td>7932</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2018-04-25 13:45:10</td>\n",
              "      <td>2018-04-26 00:56:16</td>\n",
              "      <td>2018-04-25 16:44:15</td>\n",
              "      <td>10.013</td>\n",
              "      <td>10745</td>\n",
              "      <td>40266</td>\n",
              "      <td>134510</td>\n",
              "      <td>5616</td>\n",
              "      <td>164415</td>\n",
              "      <td>10013</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2018-04-25 13:45:50</td>\n",
              "      <td>2018-04-25 23:04:45</td>\n",
              "      <td>2018-04-25 14:51:44</td>\n",
              "      <td>5.257</td>\n",
              "      <td>3954</td>\n",
              "      <td>33535</td>\n",
              "      <td>134550</td>\n",
              "      <td>230445</td>\n",
              "      <td>145144</td>\n",
              "      <td>5257</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2018-04-25 14:37:06</td>\n",
              "      <td>2018-04-25 23:55:34</td>\n",
              "      <td>2018-04-25 16:05:22</td>\n",
              "      <td>5.177</td>\n",
              "      <td>5296</td>\n",
              "      <td>33508</td>\n",
              "      <td>143706</td>\n",
              "      <td>235534</td>\n",
              "      <td>160522</td>\n",
              "      <td>5177</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2018-04-25 14:40:34</td>\n",
              "      <td>2018-04-25 23:03:12</td>\n",
              "      <td>2018-04-25 17:40:30</td>\n",
              "      <td>10.119</td>\n",
              "      <td>10796</td>\n",
              "      <td>30158</td>\n",
              "      <td>144034</td>\n",
              "      <td>230312</td>\n",
              "      <td>174030</td>\n",
              "      <td>10119</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>31416</th>\n",
              "      <td>2021-09-13 19:43:16</td>\n",
              "      <td>2021-09-14 01:34:43</td>\n",
              "      <td>2021-09-14 00:28:06</td>\n",
              "      <td>16.370</td>\n",
              "      <td>17090</td>\n",
              "      <td>21087</td>\n",
              "      <td>194316</td>\n",
              "      <td>13443</td>\n",
              "      <td>2806</td>\n",
              "      <td>16370</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31417</th>\n",
              "      <td>2021-09-13 19:53:30</td>\n",
              "      <td>2021-09-13 22:33:34</td>\n",
              "      <td>2021-09-13 20:56:33</td>\n",
              "      <td>2.902</td>\n",
              "      <td>3783</td>\n",
              "      <td>9604</td>\n",
              "      <td>195330</td>\n",
              "      <td>223334</td>\n",
              "      <td>205633</td>\n",
              "      <td>2902</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31419</th>\n",
              "      <td>2021-09-13 21:12:53</td>\n",
              "      <td>2021-09-14 00:25:36</td>\n",
              "      <td>2021-09-13 21:41:31</td>\n",
              "      <td>2.285</td>\n",
              "      <td>1718</td>\n",
              "      <td>11563</td>\n",
              "      <td>211253</td>\n",
              "      <td>2536</td>\n",
              "      <td>214131</td>\n",
              "      <td>2285</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31420</th>\n",
              "      <td>2021-09-13 21:17:04</td>\n",
              "      <td>2021-09-14 01:01:49</td>\n",
              "      <td>2021-09-13 23:18:07</td>\n",
              "      <td>6.715</td>\n",
              "      <td>7263</td>\n",
              "      <td>13485</td>\n",
              "      <td>211704</td>\n",
              "      <td>10149</td>\n",
              "      <td>231807</td>\n",
              "      <td>6715</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31422</th>\n",
              "      <td>2021-09-13 23:11:12</td>\n",
              "      <td>2021-09-14 01:43:11</td>\n",
              "      <td>2021-09-14 00:13:35</td>\n",
              "      <td>2.018</td>\n",
              "      <td>3743</td>\n",
              "      <td>9119</td>\n",
              "      <td>231112</td>\n",
              "      <td>14311</td>\n",
              "      <td>1335</td>\n",
              "      <td>2017</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>27858 rows × 10 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-a8ed1467-b365-444a-a19c-e1c2f6f763ad')\"\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 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
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              "      border-radius: 50%;\n",
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              "      fill: #1967D2;\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-a8ed1467-b365-444a-a19c-e1c2f6f763ad button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-a8ed1467-b365-444a-a19c-e1c2f6f763ad');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 107
        }
      ],
      "source": [
        "caltechDf"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 108,
      "id": "7a6836e9",
      "metadata": {
        "id": "7a6836e9"
      },
      "outputs": [],
      "source": [
        "timeDiffs = []\n",
        "originalConnectionTime = list(caltechDf.connectionTime)\n",
        "originalDisconnectTime = list(caltechDf.disconnectTime)\n",
        "originalDoneChargingTime = list(caltechDf.doneChargingTime)\n",
        "for i, j in zip(originalDoneChargingTime, originalConnectionTime):\n",
        "    dt1 = parser.parse(i)\n",
        "    dt2 = parser.parse(j)\n",
        "    diff = dt1 - dt2\n",
        "    timeDiffs.append(diff)\n",
        "for idx, i in enumerate(timeDiffs):\n",
        "    timeDiffs[idx] = i.seconds"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 109,
      "id": "c431b5db",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "c431b5db",
        "outputId": "c47c754f-b66e-41ff-e048-83dc65e27565"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[7986, 10745, 3954, 5296, 10796, 5678, 13200, 6604, 3424, 11889]"
            ]
          },
          "metadata": {},
          "execution_count": 109
        }
      ],
      "source": [
        "timeDiffs[:10]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 110,
      "id": "6d2550f3",
      "metadata": {
        "id": "6d2550f3"
      },
      "outputs": [],
      "source": [
        "caltechDf[\"timeDiff\"] = timeDiffs"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 111,
      "id": "f3c1ad43",
      "metadata": {
        "id": "f3c1ad43"
      },
      "outputs": [],
      "source": [
        "# caltechDf.drop(columns = [\"kWhDelivered\"], inplace = True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 112,
      "id": "2e4ed18f",
      "metadata": {
        "id": "2e4ed18f"
      },
      "outputs": [],
      "source": [
        "# count = 0\n",
        "# timeDiffs[0].seconds\n",
        "# for i in timeDiffs:\n",
        "#     if i < 0:\n",
        "#         count += 1\n",
        "# print(count)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 113,
      "id": "a4cd4109",
      "metadata": {
        "id": "a4cd4109"
      },
      "outputs": [],
      "source": [
        "# dasads"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 114,
      "id": "44f2e283",
      "metadata": {
        "scrolled": true,
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 282
        },
        "id": "44f2e283",
        "outputId": "c3a5e37a-3b64-44d6-855d-892ba74a62ce"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f04eeefb350>"
            ]
          },
          "metadata": {},
          "execution_count": 114
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "caltechDf.boxplot(\"timeDiff\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 115,
      "id": "235f4850",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 661
        },
        "id": "235f4850",
        "outputId": "3d7861f9-e0f3-45ef-ea9f-d256efe79b52"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            connectionTime       disconnectTime     doneChargingTime  \\\n",
              "100    2018-04-27 01:22:57  2018-04-27 17:44:03  2018-04-27 17:43:11   \n",
              "150    2018-04-28 02:01:09  2018-04-28 18:36:51  2018-04-28 18:30:41   \n",
              "268    2018-05-01 04:55:59  2018-05-01 19:33:43  2018-05-01 19:32:11   \n",
              "492    2018-05-04 19:08:37  2018-05-04 22:07:47  2018-05-04 19:07:40   \n",
              "494    2018-05-04 19:23:52  2018-05-05 00:04:15  2018-05-04 19:22:52   \n",
              "...                    ...                  ...                  ...   \n",
              "22910  2019-09-07 00:23:43  2019-09-07 15:33:11  2019-09-07 14:38:20   \n",
              "22941  2019-09-09 13:36:51  2019-09-10 05:10:20  2019-09-10 04:20:44   \n",
              "24329  2019-10-26 04:44:38  2019-10-26 20:47:04  2019-10-26 19:43:41   \n",
              "27906  2020-03-12 20:20:15  2020-03-13 00:22:12  2020-03-12 20:20:06   \n",
              "28755  2021-03-02 03:22:05  2021-03-02 20:34:10  2021-03-02 20:35:08   \n",
              "\n",
              "       kWhDelivered  totalChargingTime  totalConnectionTime  connTime  \\\n",
              "100       13.927000              58814                58866     12257   \n",
              "150       14.268000              59372                59742     20109   \n",
              "268       23.007319              52572                52664     45559   \n",
              "492        0.551722                -57                10750    190837   \n",
              "494        0.912297                -60                16823    192352   \n",
              "...             ...                ...                  ...       ...   \n",
              "22910     13.749000              51277                54568      2343   \n",
              "22941     16.451000              53033                56009    133651   \n",
              "24329      3.636000              53943                57746     44438   \n",
              "27906      0.773462                 -9                14517    202015   \n",
              "28755      0.981000              61983                61925     32205   \n",
              "\n",
              "       disconnTime  doneTime  wHdelievered  timeDiff  \n",
              "100         174403    174311         13927     58814  \n",
              "150         183651    183041         14268     59372  \n",
              "268         193343    193211         23007     52572  \n",
              "492         220747    190740           551     86343  \n",
              "494            415    192252           912     86340  \n",
              "...            ...       ...           ...       ...  \n",
              "22910       153311    143820         13749     51277  \n",
              "22941        51020     42044         16451     53033  \n",
              "24329       204704    194341          3636     53943  \n",
              "27906         2212    202006           773     86391  \n",
              "28755       203410    203508           981     61983  \n",
              "\n",
              "[70 rows x 11 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-283cb3ac-fc52-4226-a10a-e6acba0d17bf\">\n",
              "    <div 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>connectionTime</th>\n",
              "      <th>disconnectTime</th>\n",
              "      <th>doneChargingTime</th>\n",
              "      <th>kWhDelivered</th>\n",
              "      <th>totalChargingTime</th>\n",
              "      <th>totalConnectionTime</th>\n",
              "      <th>connTime</th>\n",
              "      <th>disconnTime</th>\n",
              "      <th>doneTime</th>\n",
              "      <th>wHdelievered</th>\n",
              "      <th>timeDiff</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>100</th>\n",
              "      <td>2018-04-27 01:22:57</td>\n",
              "      <td>2018-04-27 17:44:03</td>\n",
              "      <td>2018-04-27 17:43:11</td>\n",
              "      <td>13.927000</td>\n",
              "      <td>58814</td>\n",
              "      <td>58866</td>\n",
              "      <td>12257</td>\n",
              "      <td>174403</td>\n",
              "      <td>174311</td>\n",
              "      <td>13927</td>\n",
              "      <td>58814</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>150</th>\n",
              "      <td>2018-04-28 02:01:09</td>\n",
              "      <td>2018-04-28 18:36:51</td>\n",
              "      <td>2018-04-28 18:30:41</td>\n",
              "      <td>14.268000</td>\n",
              "      <td>59372</td>\n",
              "      <td>59742</td>\n",
              "      <td>20109</td>\n",
              "      <td>183651</td>\n",
              "      <td>183041</td>\n",
              "      <td>14268</td>\n",
              "      <td>59372</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>268</th>\n",
              "      <td>2018-05-01 04:55:59</td>\n",
              "      <td>2018-05-01 19:33:43</td>\n",
              "      <td>2018-05-01 19:32:11</td>\n",
              "      <td>23.007319</td>\n",
              "      <td>52572</td>\n",
              "      <td>52664</td>\n",
              "      <td>45559</td>\n",
              "      <td>193343</td>\n",
              "      <td>193211</td>\n",
              "      <td>23007</td>\n",
              "      <td>52572</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>492</th>\n",
              "      <td>2018-05-04 19:08:37</td>\n",
              "      <td>2018-05-04 22:07:47</td>\n",
              "      <td>2018-05-04 19:07:40</td>\n",
              "      <td>0.551722</td>\n",
              "      <td>-57</td>\n",
              "      <td>10750</td>\n",
              "      <td>190837</td>\n",
              "      <td>220747</td>\n",
              "      <td>190740</td>\n",
              "      <td>551</td>\n",
              "      <td>86343</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>494</th>\n",
              "      <td>2018-05-04 19:23:52</td>\n",
              "      <td>2018-05-05 00:04:15</td>\n",
              "      <td>2018-05-04 19:22:52</td>\n",
              "      <td>0.912297</td>\n",
              "      <td>-60</td>\n",
              "      <td>16823</td>\n",
              "      <td>192352</td>\n",
              "      <td>415</td>\n",
              "      <td>192252</td>\n",
              "      <td>912</td>\n",
              "      <td>86340</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",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22910</th>\n",
              "      <td>2019-09-07 00:23:43</td>\n",
              "      <td>2019-09-07 15:33:11</td>\n",
              "      <td>2019-09-07 14:38:20</td>\n",
              "      <td>13.749000</td>\n",
              "      <td>51277</td>\n",
              "      <td>54568</td>\n",
              "      <td>2343</td>\n",
              "      <td>153311</td>\n",
              "      <td>143820</td>\n",
              "      <td>13749</td>\n",
              "      <td>51277</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22941</th>\n",
              "      <td>2019-09-09 13:36:51</td>\n",
              "      <td>2019-09-10 05:10:20</td>\n",
              "      <td>2019-09-10 04:20:44</td>\n",
              "      <td>16.451000</td>\n",
              "      <td>53033</td>\n",
              "      <td>56009</td>\n",
              "      <td>133651</td>\n",
              "      <td>51020</td>\n",
              "      <td>42044</td>\n",
              "      <td>16451</td>\n",
              "      <td>53033</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24329</th>\n",
              "      <td>2019-10-26 04:44:38</td>\n",
              "      <td>2019-10-26 20:47:04</td>\n",
              "      <td>2019-10-26 19:43:41</td>\n",
              "      <td>3.636000</td>\n",
              "      <td>53943</td>\n",
              "      <td>57746</td>\n",
              "      <td>44438</td>\n",
              "      <td>204704</td>\n",
              "      <td>194341</td>\n",
              "      <td>3636</td>\n",
              "      <td>53943</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>27906</th>\n",
              "      <td>2020-03-12 20:20:15</td>\n",
              "      <td>2020-03-13 00:22:12</td>\n",
              "      <td>2020-03-12 20:20:06</td>\n",
              "      <td>0.773462</td>\n",
              "      <td>-9</td>\n",
              "      <td>14517</td>\n",
              "      <td>202015</td>\n",
              "      <td>2212</td>\n",
              "      <td>202006</td>\n",
              "      <td>773</td>\n",
              "      <td>86391</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28755</th>\n",
              "      <td>2021-03-02 03:22:05</td>\n",
              "      <td>2021-03-02 20:34:10</td>\n",
              "      <td>2021-03-02 20:35:08</td>\n",
              "      <td>0.981000</td>\n",
              "      <td>61983</td>\n",
              "      <td>61925</td>\n",
              "      <td>32205</td>\n",
              "      <td>203410</td>\n",
              "      <td>203508</td>\n",
              "      <td>981</td>\n",
              "      <td>61983</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>70 rows × 11 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-283cb3ac-fc52-4226-a10a-e6acba0d17bf')\"\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 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-283cb3ac-fc52-4226-a10a-e6acba0d17bf button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-283cb3ac-fc52-4226-a10a-e6acba0d17bf');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 115
        }
      ],
      "source": [
        "caltechDf[caltechDf.timeDiff > 50000]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 116,
      "id": "e9d3a092",
      "metadata": {
        "id": "e9d3a092"
      },
      "outputs": [],
      "source": [
        "caltechDf = dropOutliers(caltechDf, \"timeDiff\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 117,
      "id": "70970baf",
      "metadata": {
        "id": "70970baf"
      },
      "outputs": [],
      "source": [
        "originalConnectionTime = list(caltechDf.connectionTime)\n",
        "originalDisconnectTime = list(caltechDf.disconnectTime)\n",
        "originalDoneChargingTime = list(caltechDf.doneChargingTime)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 118,
      "id": "1787d58a",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1787d58a",
        "outputId": "b3e1f175-9b5b-42da-a084-ea4b6a061602"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/pandas/core/frame.py:4913: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  errors=errors,\n"
          ]
        }
      ],
      "source": [
        "caltechDf.drop(columns = [\"connectionTime\", \"disconnectTime\", \"doneChargingTime\"], inplace = True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 119,
      "id": "d8f2e627",
      "metadata": {
        "id": "d8f2e627"
      },
      "outputs": [],
      "source": [
        "from sklearn.cluster import KMeans"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 120,
      "id": "50d9fa01",
      "metadata": {
        "id": "50d9fa01"
      },
      "outputs": [],
      "source": [
        "def plotter(dummydf):\n",
        "    from sklearn.cluster import KMeans\n",
        "    from dateutil import parser\n",
        "    #clustering method\n",
        "    wcss = []\n",
        "    for i in range(1, 11):\n",
        "        kmeans = KMeans(n_clusters = i, init = 'k-means++', random_state = 42)\n",
        "        kmeans.fit(dummydf)\n",
        "        wcss.append(kmeans.inertia_)\n",
        "    plt.figure(figsize=(10,5))\n",
        "    sns.lineplot(range(1, 11), wcss,marker='o',color='blue')\n",
        "    plt.title('The Elbow Method')\n",
        "    plt.xlabel('Number of clusters')\n",
        "    plt.ylabel('WCSS')\n",
        "    plt.show()\n",
        "\n",
        "    clustersize=int(input())\n",
        "    #take input here cluster size\n",
        "\n",
        "    kmeans = KMeans(n_clusters = clustersize, init = 'k-means++', random_state = 42)\n",
        "    labels = kmeans.fit_predict(dummydf)\n",
        "    abels = list(labels)\n",
        "    dummydf[\"cluster\"] = labels\n",
        "    dummydf\n",
        "\n",
        "    dummydf[\"connTime\"] = originalConnectionTime\n",
        "    dummydf[\"disconnTime\"] = originalDisconnectTime\n",
        "    dummydf[\"doneTime\"] = originalDoneChargingTime\n",
        "    #Connection Times\n",
        "    if \"connTime\" in dummydf.columns:\n",
        "        cTimes = list(dummydf.connTime)[::]\n",
        "        for idx, time in enumerate(cTimes):\n",
        "            dt = parser.parse(time)\n",
        "            cTimes[idx] = datetime(2020, 1, 1, dt.hour, dt.minute, dt.second)\n",
        "    #Done Times\n",
        "    if \"doneTime\" in dummydf.columns:\n",
        "        doneTime = list(dummydf.doneTime)[::]\n",
        "        for idx, time in enumerate(doneTime):\n",
        "            dt = parser.parse(time)\n",
        "            doneTime[idx] = datetime(2020, 1, 1, dt.hour, dt.minute, dt.second)\n",
        "    #Disconnect TImes\n",
        "    if \"disconnTime\" in dummydf.columns:\n",
        "        disTimes = list(dummydf.disconnTime)[::]\n",
        "        for idx, time in enumerate(disTimes):\n",
        "            dt = parser.parse(time)\n",
        "            disTimes[idx] = datetime(2020, 1, 1, dt.hour, \n",
        "                                   dt.minute, dt.second)\n",
        "    dummydf[\"connTime\"] = cTimes\n",
        "    dummydf[\"disconnTime\"] = disTimes\n",
        "    dummydf[\"doneTime\"] = doneTime\n",
        "    timeDiffHrs = list(dummydf.timeDiff)\n",
        "    \n",
        "    for idx, val in enumerate(timeDiffHrs):\n",
        "        timeDiffHrs[idx] = val / (60 * 60)\n",
        "    dummydf[\"timeDiff\"] = timeDiffHrs\n",
        "    while True: \n",
        "        command = input(\"Create Plot? \")\n",
        "        if command == \"n\" or command == \"N\":\n",
        "            break\n",
        "        print(dummydf.columns)\n",
        "        x = input(\"X: \")\n",
        "        y = input(\"Y: \")     \n",
        "        plt.figure(figsize=(15,7))\n",
        "        cols = [\"Red\", \"Green\", \"Blue\", \"Yellow\", \"Black\"]\n",
        "        for i, col in zip(range(clustersize), cols[:clustersize]):\n",
        "            sns.scatterplot(dummydf[dummydf[\"cluster\"] == i][x], dummydf[dummydf[\"cluster\"] == i][y], color = col, label = 'Cluster {}'.format(i))\n",
        "        plt.show()\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 121,
      "id": "24afd0b2",
      "metadata": {
        "scrolled": false,
        "id": "24afd0b2"
      },
      "outputs": [],
      "source": [
        "def runner(d):\n",
        "    \n",
        "    df=d.copy()\n",
        "    decision=input(\"Drop columns?\")\n",
        "    if decision=='y' or decision=='Y':\n",
        "        print(df.columns)\n",
        "        cols=input(\"Select columns to drop\")\n",
        "        cols=cols.split(\" \")\n",
        "        df.drop(columns=cols,inplace=True)\n",
        "            \n",
        "    plotter(df)\n",
        "    return"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 122,
      "id": "d34c0989",
      "metadata": {
        "id": "d34c0989"
      },
      "outputs": [],
      "source": [
        "data = caltechDf.copy()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 123,
      "id": "155fa5e3",
      "metadata": {
        "scrolled": false,
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "155fa5e3",
        "outputId": "1076388c-5e83-4d19-caf6-e967c9350474"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Drop columns?y\n",
            "Index(['kWhDelivered', 'totalChargingTime', 'totalConnectionTime', 'connTime',\n",
            "       'disconnTime', 'doneTime', 'wHdelievered', 'timeDiff'],\n",
            "      dtype='object')\n",
            "Select columns to droptotalChargingTime totalConnectionTime\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "3\n",
            "Create Plot? y\n",
            "Index(['kWhDelivered', 'connTime', 'disconnTime', 'doneTime', 'wHdelievered',\n",
            "       'timeDiff', 'cluster'],\n",
            "      dtype='object')\n",
            "X: timeDiff\n",
            "Y: kWhDelivered\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n",
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n",
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x504 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Create Plot? n\n"
          ]
        }
      ],
      "source": [
        "runner(data)"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "runner(data)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "WFMIERzTGmeG",
        "outputId": "b0a2ec50-8ff6-40f1-ce20-11bebed33509"
      },
      "id": "WFMIERzTGmeG",
      "execution_count": 124,
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Drop columns?y\n",
            "Index(['kWhDelivered', 'totalChargingTime', 'totalConnectionTime', 'connTime',\n",
            "       'disconnTime', 'doneTime', 'wHdelievered', 'timeDiff'],\n",
            "      dtype='object')\n",
            "Select columns to droptotalChargingTime totalConnectionTime\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "4\n",
            "Create Plot? y\n",
            "Index(['kWhDelivered', 'connTime', 'disconnTime', 'doneTime', 'wHdelievered',\n",
            "       'timeDiff', 'cluster'],\n",
            "      dtype='object')\n",
            "X: timeDiff\n",
            "Y: kWhDelivered\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n",
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n",
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n",
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x504 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Create Plot? n\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        ""
      ],
      "metadata": {
        "id": "WgQz2f8AAhet"
      },
      "id": "WgQz2f8AAhet",
      "execution_count": null,
      "outputs": []
    }
  ],
  "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": "3.8.8"
    },
    "colab": {
      "name": "Project_Clustering.ipynb",
      "provenance": [],
      "collapsed_sections": []
    }
  },
  "nbformat": 4,
  "nbformat_minor": 5
}