amount_of_transactions_by_date.ipynb

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        "<a href=\"https://colab.research.google.com/github/clementmariebrisson/bitcoin-cash-challenge/blob/main/amount_of_transactions_by_date.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from google.colab import auth\n",
        "from google.cloud import bigquery\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt"
      ],
      "metadata": {
        "id": "DqhaAYVPZHiM"
      },
      "execution_count": 37,
      "outputs": []
    },
    {
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      "execution_count": 38,
      "metadata": {
        "id": "D3s6IyoQWzV-"
      },
      "outputs": [],
      "source": [
        "# CONNECTION TO PROJECT\n",
        "client = bigquery.Client(project='bitcoin-cash-challenge', location='US')\n",
        "auth.authenticate_user()"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# INPUTS BALANCE  BY DATE\n",
        "query_inputs = \"\"\"\n",
        "        SELECT\n",
        "          SUM(input_balance) as sum_input_balance,\n",
        "          block_date\n",
        "        FROM `bitcoin-cash-challenge.dbt_cmariebrisson.DTM_bitcoin_cash_transactions_3M`\n",
        "        GROUP by block_date\n",
        "        ORDER by block_date\n",
        "        \"\"\"\n",
        "query_inputs_job = client.query(query_inputs)\n",
        "results_inputs = query_inputs_job.result()\n",
        "\n",
        "df_inputs = pd.DataFrame(results_inputs.to_dataframe())\n",
        "df_inputs.head(5)"
      ],
      "metadata": {
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        "outputId": "ae67bef7-e046-4394-9f7d-b7c184c4a6ed"
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      "outputs": [
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              "             sum_input_balance  block_date\n",
              "0  18379356789122842.000000000  2022-11-22\n",
              "1  21221412698587378.000000000  2022-11-23\n",
              "2  11152571493985998.000000000  2022-11-24\n",
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    {
      "cell_type": "code",
      "source": [
        "# OUTPUTS BALANCE BY DATE\n",
        "query_outputs = \"\"\"\n",
        "        SELECT\n",
        "          SUM(output_balance) as sum_output_balance,\n",
        "          block_date\n",
        "        FROM `bitcoin-cash-challenge.dbt_cmariebrisson.DTM_bitcoin_cash_transactions_3M`\n",
        "        GROUP by block_date\n",
        "        ORDER by block_date\n",
        "        \"\"\"\n",
        "query_outputs_job = client.query(query_outputs)\n",
        "results_outputs = query_outputs_job.result()\n",
        "\n",
        "df_outputs = pd.DataFrame(results_outputs.to_dataframe())\n",
        "df_outputs.head(5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 198
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        "outputId": "44a40424-8b5d-4127-e361-c46ffc93ec46"
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      "execution_count": 28,
      "outputs": [
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          "data": {
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              "            sum_output_balance  block_date\n",
              "0  18379336836022539.000000000  2022-11-22\n",
              "1  21221398850979933.000000000  2022-11-23\n",
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              "      <td>2022-11-23</td>\n",
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    },
    {
      "cell_type": "code",
      "source": [
        "# BALANCE BY DATE\n",
        "query = \"\"\"\n",
        "        SELECT\n",
        "          SUM(input_balance - output_balance) as sum_balance,\n",
        "          block_date\n",
        "        FROM `bitcoin-cash-challenge.dbt_cmariebrisson.DTM_bitcoin_cash_transactions_3M`\n",
        "        GROUP by block_date\n",
        "        ORDER by block_date\n",
        "        \"\"\"\n",
        "query_job = client.query(query)\n",
        "results = query_job.result()\n",
        "\n",
        "df = pd.DataFrame(results.to_dataframe())\n",
        "df.head(5)"
      ],
      "metadata": {
        "colab": {
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          "height": 198
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        "id": "xbPyX3mEhUDk",
        "outputId": "1cd3cadb-2d4d-4d0d-a577-c6d8feedf64a"
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      "execution_count": 30,
      "outputs": [
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          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             sum_balance  block_date\n",
              "0  19953100303.000000000  2022-11-22\n",
              "1  13847607445.000000000  2022-11-23\n",
              "2  12951246507.000000000  2022-11-24\n",
              "3  20245445630.000000000  2022-11-25\n",
              "4  14364288710.000000000  2022-11-26"
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              "    .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>sum_balance</th>\n",
              "      <th>block_date</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>19953100303.000000000</td>\n",
              "      <td>2022-11-22</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>13847607445.000000000</td>\n",
              "      <td>2022-11-23</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>12951246507.000000000</td>\n",
              "      <td>2022-11-24</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>20245445630.000000000</td>\n",
              "      <td>2022-11-25</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>14364288710.000000000</td>\n",
              "      <td>2022-11-26</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-31600dd7-81cd-4764-ac60-2f229143724c')\"\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-31600dd7-81cd-4764-ac60-2f229143724c 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-31600dd7-81cd-4764-ac60-2f229143724c');\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",
              "  "
            ],
            "application/vnd.google.colaboratory.module+javascript": "\n      import \"https://ssl.gstatic.com/colaboratory/data_table/fb998edc550c7947/data_table.js\";\n\n      window.createDataTable({\n        data: [[{\n            'v': 0,\n            'f': \"0\",\n        },\n{\n            'v': \"19953100303.000000000\",\n            'f': \"\\\"19953100303.000000000\\\"\",\n        },\n\"2022-11-22\"],\n [{\n            'v': 1,\n            'f': \"1\",\n        },\n{\n            'v': \"13847607445.000000000\",\n            'f': \"\\\"13847607445.000000000\\\"\",\n        },\n\"2022-11-23\"],\n [{\n            'v': 2,\n            'f': \"2\",\n        },\n{\n            'v': \"12951246507.000000000\",\n            'f': \"\\\"12951246507.000000000\\\"\",\n        },\n\"2022-11-24\"],\n [{\n            'v': 3,\n            'f': \"3\",\n        },\n{\n            'v': \"20245445630.000000000\",\n            'f': \"\\\"20245445630.000000000\\\"\",\n        },\n\"2022-11-25\"],\n [{\n            'v': 4,\n            'f': \"4\",\n        },\n{\n            'v': \"14364288710.000000000\",\n            'f': \"\\\"14364288710.000000000\\\"\",\n        },\n\"2022-11-26\"]],\n        columns: [[\"number\", \"index\"], [\"number\", \"sum_balance\"], [\"string\", \"block_date\"]],\n        columnOptions: [{\"width\": \"1px\", \"className\": \"index_column\"}],\n        rowsPerPage: 25,\n        helpUrl: \"https://colab.research.google.com/notebooks/data_table.ipynb\",\n        suppressOutputScrolling: true,\n        minimumWidth: undefined,\n      });\n    "
          },
          "metadata": {},
          "execution_count": 30
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# BALANCE INPUTS DATAFRAME\n",
        "  # Plot the dataframe as a line plot\n",
        "plt.plot(df_inputs['block_date'], df_inputs['sum_input_balance'])\n",
        "  # Set the x-axis and y-axis labels\n",
        "plt.ylabel('amount of transactions')\n",
        "plt.xlabel('date')\n",
        "plt.xticks(rotation=45)\n",
        "plt.title('Amount of input transactions by date')\n",
        "  # Show the plot\n",
        "plt.show()\n",
        "\n",
        "\n",
        "# BALANCE OUTPUTS DATAFRAME\n",
        "  # Plot the dataframe as a line plot\n",
        "plt.plot(df_outputs['block_date'], df_outputs['sum_output_balance'])\n",
        "  # Set the x-axis and y-axis labels\n",
        "plt.ylabel('amount of transactions')\n",
        "plt.xlabel('date')\n",
        "plt.xticks(rotation=45)\n",
        "plt.title('Amount of output transactions by date')\n",
        "  # Show the plot\n",
        "plt.show()\n",
        "\n",
        "\n",
        "# BALANCE DATAFRAME\n",
        "  # Plot the dataframe as a line plot\n",
        "plt.plot(df['block_date'], df['sum_balance'])\n",
        "  # Set the x-axis and y-axis labels\n",
        "plt.ylabel('amount of transactions')\n",
        "plt.xlabel('date')\n",
        "plt.xticks(rotation=45)\n",
        "plt.title('Amount transactions by date')\n",
        "  # Show the plot\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 968
        },
        "id": "NfzKi857czU0",
        "outputId": "7b6f5e56-fc2b-4748-b010-2c4cde34cbe1"
      },
      "execution_count": 35,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    }
  ]
}