discord_member_analysis

discord_member_analysis.ipynb

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      "source": [
        "# Discord Membercount analysis\n",
        "Analysis of the online user count in the Ferox Hosting discord (as polled through a discord bot), mostly containing dutch users.\n",
        "\n",
        "Uses matplotlib and pandas for visualization\n",
        "\n",
        "Feel free to re-use parts of the code for your own analysis"
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        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "plt.style.use('classic')\n",
        "%matplotlib inline\n",
        "import numpy as np"
      ]
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        "df = pd.read_json(\"peak_moments[1].json\")"
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        "df.head()"
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              "   id  day_of_week  online_members                 timestamp\n",
              "0   1            3             730 2023-04-12 17:15:00+00:00\n",
              "1   2            3             735 2023-04-12 17:30:00+00:00\n",
              "2   3            3             746 2023-04-12 17:45:00+00:00\n",
              "3   4            3             766 2023-04-12 18:00:00+00:00\n",
              "4   5            3             779 2023-04-12 18:15:00+00:00"
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      "source": [
        "df.groupby(\"day_of_week\")['online_members'].mean()"
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              "day_of_week\n",
              "0    415.786458\n",
              "1    419.682292\n",
              "2    406.703125\n",
              "3    419.962085\n",
              "4    352.129707\n",
              "5    385.010417\n",
              "6    390.526042\n",
              "Name: online_members, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 167
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    {
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      "source": [
        "df['hour'] = pd.to_datetime(df['timestamp']).dt.hour\n",
        "df.groupby(\"hour\")['online_members'].mean()"
      ],
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      "execution_count": 168,
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            "text/plain": [
              "hour\n",
              "0     205.550000\n",
              "1     163.050000\n",
              "2     139.550000\n",
              "3     128.966667\n",
              "4     128.516667\n",
              "5     142.600000\n",
              "6     171.733333\n",
              "7     235.383333\n",
              "8     293.250000\n",
              "9     356.220339\n",
              "10    409.178571\n",
              "11    465.250000\n",
              "12    515.946429\n",
              "13    554.982143\n",
              "14    592.178571\n",
              "15    608.535714\n",
              "16    619.571429\n",
              "17    664.610169\n",
              "18    699.850000\n",
              "19    699.000000\n",
              "20    639.966667\n",
              "21    514.700000\n",
              "22    382.216667\n",
              "23    273.433333\n",
              "Name: online_members, dtype: float64"
            ]
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          "execution_count": 168
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      "source": [
        "means = df.groupby([\"day_of_week\", \"hour\"])['online_members'].mean()\n",
        "means.head()"
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      "execution_count": 169,
      "outputs": [
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          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "day_of_week  hour\n",
              "0            0       243.750\n",
              "             1       187.125\n",
              "             2       144.250\n",
              "             3       126.750\n",
              "             4       122.875\n",
              "Name: online_members, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 169
        }
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      "source": [
        "months = [\"Zo\", \"Ma\", \"Di\", \"Wo\", \"Do\", \"Vr\", \"Za\"]\n",
        "df['human_day_of_week'] = df['day_of_week'].map(lambda x: months[x])\n",
        "dfp = df.pivot_table(index='hour', columns='human_day_of_week', values='online_members')\n",
        "dfp = dfp.filter(months) # Re-order columns\n",
        "plt.plot(dfp)\n",
        "plt.legend(dfp.columns, loc='upper left')\n",
        "ax = plt.gca()\n",
        "ax.set_xlabel('Hour')\n",
        "ax.set_ylabel('Online Members')\n",
        "ax.set_title('Hourly member count per day of the week')\n",
        "ax.set_xbound(upper=23)"
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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "ObvU032Va947"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}