parrainages.ipynb

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   "source": [
    "import requests\n",
    "import pandas as pd\n",
    "import folium\n",
    "import matplotlib.pyplot as plt\n",
    "from io import StringIO\n",
    "\n",
    "%matplotlib notebook"
   ]
  },
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   "source": [
    "r = requests.get(\"https://presidentielle2022.conseil-constitutionnel.fr/telechargement/parrainagestotal.csv\")\n",
    "r.encoding = 'utf-8'"
   ]
  },
  {
   "cell_type": "code",
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   "id": "b7526ad1",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Civilité</th>\n",
       "      <th>Nom</th>\n",
       "      <th>Prénom</th>\n",
       "      <th>Mandat</th>\n",
       "      <th>Circonscription</th>\n",
       "      <th>Département</th>\n",
       "      <th>Candidat</th>\n",
       "      <th>Date de publication</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>M.</td>\n",
       "      <td>CORDIVAL</td>\n",
       "      <td>Gilles</td>\n",
       "      <td>Maire</td>\n",
       "      <td>Mont-Saint-Père</td>\n",
       "      <td>Aisne</td>\n",
       "      <td>ARTHAUD Nathalie</td>\n",
       "      <td>01/02/2022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Mme</td>\n",
       "      <td>VALLIET</td>\n",
       "      <td>Odile</td>\n",
       "      <td>Maire</td>\n",
       "      <td>Crupilly</td>\n",
       "      <td>Aisne</td>\n",
       "      <td>ARTHAUD Nathalie</td>\n",
       "      <td>01/02/2022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>M.</td>\n",
       "      <td>GUEYRAUD</td>\n",
       "      <td>Jean-Marie</td>\n",
       "      <td>Maire</td>\n",
       "      <td>Saint-Auban-d'Oze</td>\n",
       "      <td>Hautes-Alpes</td>\n",
       "      <td>ARTHAUD Nathalie</td>\n",
       "      <td>01/02/2022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Mme</td>\n",
       "      <td>NOUVEL</td>\n",
       "      <td>Marie-Claude</td>\n",
       "      <td>Maire</td>\n",
       "      <td>Seignalens</td>\n",
       "      <td>Aude</td>\n",
       "      <td>ARTHAUD Nathalie</td>\n",
       "      <td>01/02/2022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>M.</td>\n",
       "      <td>GAINCHE</td>\n",
       "      <td>Jean-Paul</td>\n",
       "      <td>Maire</td>\n",
       "      <td>Langrolay-sur-Rance</td>\n",
       "      <td>Côtes-d'Armor</td>\n",
       "      <td>ARTHAUD Nathalie</td>\n",
       "      <td>01/02/2022</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",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5081</th>\n",
       "      <td>M.</td>\n",
       "      <td>BERTHOLLET</td>\n",
       "      <td>Charles</td>\n",
       "      <td>Maire</td>\n",
       "      <td>Rouvray</td>\n",
       "      <td>Yonne</td>\n",
       "      <td>ZEMMOUR Éric</td>\n",
       "      <td>08/02/2022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5082</th>\n",
       "      <td>M.</td>\n",
       "      <td>MONANY</td>\n",
       "      <td>Vijay</td>\n",
       "      <td>Conseiller départemental</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Seine-Saint-Denis</td>\n",
       "      <td>ZEMMOUR Éric</td>\n",
       "      <td>08/02/2022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5083</th>\n",
       "      <td>M.</td>\n",
       "      <td>JAMET</td>\n",
       "      <td>Bernard</td>\n",
       "      <td>Maire</td>\n",
       "      <td>Sannois</td>\n",
       "      <td>Val-d'Oise</td>\n",
       "      <td>ZEMMOUR Éric</td>\n",
       "      <td>08/02/2022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5084</th>\n",
       "      <td>M.</td>\n",
       "      <td>SARAGOSA</td>\n",
       "      <td>Sylvain</td>\n",
       "      <td>Maire</td>\n",
       "      <td>Chaumontel</td>\n",
       "      <td>Val-d'Oise</td>\n",
       "      <td>ZEMMOUR Éric</td>\n",
       "      <td>08/02/2022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5085</th>\n",
       "      <td>M.</td>\n",
       "      <td>COLLARD</td>\n",
       "      <td>Gilbert</td>\n",
       "      <td>Représentant français au Parlement européen</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Parlement européen</td>\n",
       "      <td>ZEMMOUR Éric</td>\n",
       "      <td>08/02/2022</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5086 rows × 8 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     Civilité         Nom        Prénom  \\\n",
       "0          M.    CORDIVAL        Gilles   \n",
       "1         Mme     VALLIET         Odile   \n",
       "2          M.    GUEYRAUD    Jean-Marie   \n",
       "3         Mme      NOUVEL  Marie-Claude   \n",
       "4          M.     GAINCHE     Jean-Paul   \n",
       "...       ...         ...           ...   \n",
       "5081       M.  BERTHOLLET       Charles   \n",
       "5082       M.      MONANY         Vijay   \n",
       "5083       M.       JAMET       Bernard   \n",
       "5084       M.    SARAGOSA       Sylvain   \n",
       "5085       M.     COLLARD       Gilbert   \n",
       "\n",
       "                                           Mandat      Circonscription  \\\n",
       "0                                           Maire      Mont-Saint-Père   \n",
       "1                                           Maire             Crupilly   \n",
       "2                                           Maire    Saint-Auban-d'Oze   \n",
       "3                                           Maire           Seignalens   \n",
       "4                                           Maire  Langrolay-sur-Rance   \n",
       "...                                           ...                  ...   \n",
       "5081                                        Maire              Rouvray   \n",
       "5082                     Conseiller départemental                  NaN   \n",
       "5083                                        Maire              Sannois   \n",
       "5084                                        Maire           Chaumontel   \n",
       "5085  Représentant français au Parlement européen                  NaN   \n",
       "\n",
       "             Département          Candidat Date de publication  \n",
       "0                  Aisne  ARTHAUD Nathalie          01/02/2022  \n",
       "1                  Aisne  ARTHAUD Nathalie          01/02/2022  \n",
       "2           Hautes-Alpes  ARTHAUD Nathalie          01/02/2022  \n",
       "3                   Aude  ARTHAUD Nathalie          01/02/2022  \n",
       "4          Côtes-d'Armor  ARTHAUD Nathalie          01/02/2022  \n",
       "...                  ...               ...                 ...  \n",
       "5081               Yonne      ZEMMOUR Éric          08/02/2022  \n",
       "5082   Seine-Saint-Denis      ZEMMOUR Éric          08/02/2022  \n",
       "5083          Val-d'Oise      ZEMMOUR Éric          08/02/2022  \n",
       "5084          Val-d'Oise      ZEMMOUR Éric          08/02/2022  \n",
       "5085  Parlement européen      ZEMMOUR Éric          08/02/2022  \n",
       "\n",
       "[5086 rows x 8 columns]"
      ]
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     "execution_count": 3,
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   ],
   "source": [
    "ds = pd.read_csv(StringIO(r.text), sep=\";\")\n",
    "ds"
   ]
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   "id": "f53c26dc",
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   },
   "outputs": [],
   "source": [
    "signatures = ds.groupby([\"Candidat\", \"Date de publication\"])[[\"Mandat\"]].count()\n",
    "candidats = ds.value_counts(\"Candidat\").index"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "15e9ff9d",
   "metadata": {},
   "outputs": [
    {
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      "text/plain": [
       "  Mandat Date de publication\n",
       "0  Maire          01/02/2022\n",
       "1  Maire          01/02/2022\n",
       "2  Maire          01/02/2022\n",
       "3  Maire          01/02/2022"
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   ],
   "source": [
    "ds[[\"Mandat\", \"Date de publication\"]][:4]"
   ]
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       "    }\n",
       "\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mousedown',\n",
       "        on_mouse_event_closure('button_press')\n",
       "    );\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mouseup',\n",
       "        on_mouse_event_closure('button_release')\n",
       "    );\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'dblclick',\n",
       "        on_mouse_event_closure('dblclick')\n",
       "    );\n",
       "    // Throttle sequential mouse events to 1 every 20ms.\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mousemove',\n",
       "        on_mouse_event_closure('motion_notify')\n",
       "    );\n",
       "\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mouseenter',\n",
       "        on_mouse_event_closure('figure_enter')\n",
       "    );\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mouseleave',\n",
       "        on_mouse_event_closure('figure_leave')\n",
       "    );\n",
       "\n",
       "    canvas_div.addEventListener('wheel', function (event) {\n",
       "        if (event.deltaY < 0) {\n",
       "            event.step = 1;\n",
       "        } else {\n",
       "            event.step = -1;\n",
       "        }\n",
       "        on_mouse_event_closure('scroll')(event);\n",
       "    });\n",
       "\n",
       "    canvas_div.appendChild(canvas);\n",
       "    canvas_div.appendChild(rubberband_canvas);\n",
       "\n",
       "    this.rubberband_context = rubberband_canvas.getContext('2d');\n",
       "    this.rubberband_context.strokeStyle = '#000000';\n",
       "\n",
       "    this._resize_canvas = function (width, height, forward) {\n",
       "        if (forward) {\n",
       "            canvas_div.style.width = width + 'px';\n",
       "            canvas_div.style.height = height + 'px';\n",
       "        }\n",
       "    };\n",
       "\n",
       "    // Disable right mouse context menu.\n",
       "    this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
       "        event.preventDefault();\n",
       "        return false;\n",
       "    });\n",
       "\n",
       "    function set_focus() {\n",
       "        canvas.focus();\n",
       "        canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    window.setTimeout(set_focus, 100);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var toolbar = document.createElement('div');\n",
       "    toolbar.classList = 'mpl-toolbar';\n",
       "    this.root.appendChild(toolbar);\n",
       "\n",
       "    function on_click_closure(name) {\n",
       "        return function (_event) {\n",
       "            return fig.toolbar_button_onclick(name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    function on_mouseover_closure(tooltip) {\n",
       "        return function (event) {\n",
       "            if (!event.currentTarget.disabled) {\n",
       "                return fig.toolbar_button_onmouseover(tooltip);\n",
       "            }\n",
       "        };\n",
       "    }\n",
       "\n",
       "    fig.buttons = {};\n",
       "    var buttonGroup = document.createElement('div');\n",
       "    buttonGroup.classList = 'mpl-button-group';\n",
       "    for (var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            /* Instead of a spacer, we start a new button group. */\n",
       "            if (buttonGroup.hasChildNodes()) {\n",
       "                toolbar.appendChild(buttonGroup);\n",
       "            }\n",
       "            buttonGroup = document.createElement('div');\n",
       "            buttonGroup.classList = 'mpl-button-group';\n",
       "            continue;\n",
       "        }\n",
       "\n",
       "        var button = (fig.buttons[name] = document.createElement('button'));\n",
       "        button.classList = 'mpl-widget';\n",
       "        button.setAttribute('role', 'button');\n",
       "        button.setAttribute('aria-disabled', 'false');\n",
       "        button.addEventListener('click', on_click_closure(method_name));\n",
       "        button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
       "\n",
       "        var icon_img = document.createElement('img');\n",
       "        icon_img.src = '_images/' + image + '.png';\n",
       "        icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
       "        icon_img.alt = tooltip;\n",
       "        button.appendChild(icon_img);\n",
       "\n",
       "        buttonGroup.appendChild(button);\n",
       "    }\n",
       "\n",
       "    if (buttonGroup.hasChildNodes()) {\n",
       "        toolbar.appendChild(buttonGroup);\n",
       "    }\n",
       "\n",
       "    var fmt_picker = document.createElement('select');\n",
       "    fmt_picker.classList = 'mpl-widget';\n",
       "    toolbar.appendChild(fmt_picker);\n",
       "    this.format_dropdown = fmt_picker;\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = document.createElement('option');\n",
       "        option.selected = fmt === mpl.default_extension;\n",
       "        option.innerHTML = fmt;\n",
       "        fmt_picker.appendChild(option);\n",
       "    }\n",
       "\n",
       "    var status_bar = document.createElement('span');\n",
       "    status_bar.classList = 'mpl-message';\n",
       "    toolbar.appendChild(status_bar);\n",
       "    this.message = status_bar;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
       "    // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
       "    // which will in turn request a refresh of the image.\n",
       "    this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.send_message = function (type, properties) {\n",
       "    properties['type'] = type;\n",
       "    properties['figure_id'] = this.id;\n",
       "    this.ws.send(JSON.stringify(properties));\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.send_draw_message = function () {\n",
       "    if (!this.waiting) {\n",
       "        this.waiting = true;\n",
       "        this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
       "    var format_dropdown = fig.format_dropdown;\n",
       "    var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
       "    fig.ondownload(fig, format);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
       "    var size = msg['size'];\n",
       "    if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
       "        fig._resize_canvas(size[0], size[1], msg['forward']);\n",
       "        fig.send_message('refresh', {});\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
       "    var x0 = msg['x0'] / fig.ratio;\n",
       "    var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
       "    var x1 = msg['x1'] / fig.ratio;\n",
       "    var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
       "    x0 = Math.floor(x0) + 0.5;\n",
       "    y0 = Math.floor(y0) + 0.5;\n",
       "    x1 = Math.floor(x1) + 0.5;\n",
       "    y1 = Math.floor(y1) + 0.5;\n",
       "    var min_x = Math.min(x0, x1);\n",
       "    var min_y = Math.min(y0, y1);\n",
       "    var width = Math.abs(x1 - x0);\n",
       "    var height = Math.abs(y1 - y0);\n",
       "\n",
       "    fig.rubberband_context.clearRect(\n",
       "        0,\n",
       "        0,\n",
       "        fig.canvas.width / fig.ratio,\n",
       "        fig.canvas.height / fig.ratio\n",
       "    );\n",
       "\n",
       "    fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
       "    // Updates the figure title.\n",
       "    fig.header.textContent = msg['label'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
       "    var cursor = msg['cursor'];\n",
       "    switch (cursor) {\n",
       "        case 0:\n",
       "            cursor = 'pointer';\n",
       "            break;\n",
       "        case 1:\n",
       "            cursor = 'default';\n",
       "            break;\n",
       "        case 2:\n",
       "            cursor = 'crosshair';\n",
       "            break;\n",
       "        case 3:\n",
       "            cursor = 'move';\n",
       "            break;\n",
       "    }\n",
       "    fig.rubberband_canvas.style.cursor = cursor;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_message = function (fig, msg) {\n",
       "    fig.message.textContent = msg['message'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
       "    // Request the server to send over a new figure.\n",
       "    fig.send_draw_message();\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
       "    fig.image_mode = msg['mode'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
       "    for (var key in msg) {\n",
       "        if (!(key in fig.buttons)) {\n",
       "            continue;\n",
       "        }\n",
       "        fig.buttons[key].disabled = !msg[key];\n",
       "        fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
       "    if (msg['mode'] === 'PAN') {\n",
       "        fig.buttons['Pan'].classList.add('active');\n",
       "        fig.buttons['Zoom'].classList.remove('active');\n",
       "    } else if (msg['mode'] === 'ZOOM') {\n",
       "        fig.buttons['Pan'].classList.remove('active');\n",
       "        fig.buttons['Zoom'].classList.add('active');\n",
       "    } else {\n",
       "        fig.buttons['Pan'].classList.remove('active');\n",
       "        fig.buttons['Zoom'].classList.remove('active');\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function () {\n",
       "    // Called whenever the canvas gets updated.\n",
       "    this.send_message('ack', {});\n",
       "};\n",
       "\n",
       "// A function to construct a web socket function for onmessage handling.\n",
       "// Called in the figure constructor.\n",
       "mpl.figure.prototype._make_on_message_function = function (fig) {\n",
       "    return function socket_on_message(evt) {\n",
       "        if (evt.data instanceof Blob) {\n",
       "            var img = evt.data;\n",
       "            if (img.type !== 'image/png') {\n",
       "                /* FIXME: We get \"Resource interpreted as Image but\n",
       "                 * transferred with MIME type text/plain:\" errors on\n",
       "                 * Chrome.  But how to set the MIME type?  It doesn't seem\n",
       "                 * to be part of the websocket stream */\n",
       "                img.type = 'image/png';\n",
       "            }\n",
       "\n",
       "            /* Free the memory for the previous frames */\n",
       "            if (fig.imageObj.src) {\n",
       "                (window.URL || window.webkitURL).revokeObjectURL(\n",
       "                    fig.imageObj.src\n",
       "                );\n",
       "            }\n",
       "\n",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                img\n",
       "            );\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        } else if (\n",
       "            typeof evt.data === 'string' &&\n",
       "            evt.data.slice(0, 21) === 'data:image/png;base64'\n",
       "        ) {\n",
       "            fig.imageObj.src = evt.data;\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var msg = JSON.parse(evt.data);\n",
       "        var msg_type = msg['type'];\n",
       "\n",
       "        // Call the  \"handle_{type}\" callback, which takes\n",
       "        // the figure and JSON message as its only arguments.\n",
       "        try {\n",
       "            var callback = fig['handle_' + msg_type];\n",
       "        } catch (e) {\n",
       "            console.log(\n",
       "                \"No handler for the '\" + msg_type + \"' message type: \",\n",
       "                msg\n",
       "            );\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        if (callback) {\n",
       "            try {\n",
       "                // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
       "                callback(fig, msg);\n",
       "            } catch (e) {\n",
       "                console.log(\n",
       "                    \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
       "                    e,\n",
       "                    e.stack,\n",
       "                    msg\n",
       "                );\n",
       "            }\n",
       "        }\n",
       "    };\n",
       "};\n",
       "\n",
       "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
       "mpl.findpos = function (e) {\n",
       "    //this section is from http://www.quirksmode.org/js/events_properties.html\n",
       "    var targ;\n",
       "    if (!e) {\n",
       "        e = window.event;\n",
       "    }\n",
       "    if (e.target) {\n",
       "        targ = e.target;\n",
       "    } else if (e.srcElement) {\n",
       "        targ = e.srcElement;\n",
       "    }\n",
       "    if (targ.nodeType === 3) {\n",
       "        // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "    }\n",
       "\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    var boundingRect = targ.getBoundingClientRect();\n",
       "    var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
       "    var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
       "\n",
       "    return { x: x, y: y };\n",
       "};\n",
       "\n",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * http://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys(original) {\n",
       "    return Object.keys(original).reduce(function (obj, key) {\n",
       "        if (typeof original[key] !== 'object') {\n",
       "            obj[key] = original[key];\n",
       "        }\n",
       "        return obj;\n",
       "    }, {});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.mouse_event = function (event, name) {\n",
       "    var canvas_pos = mpl.findpos(event);\n",
       "\n",
       "    if (name === 'button_press') {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x * this.ratio;\n",
       "    var y = canvas_pos.y * this.ratio;\n",
       "\n",
       "    this.send_message(name, {\n",
       "        x: x,\n",
       "        y: y,\n",
       "        button: event.button,\n",
       "        step: event.step,\n",
       "        guiEvent: simpleKeys(event),\n",
       "    });\n",
       "\n",
       "    /* This prevents the web browser from automatically changing to\n",
       "     * the text insertion cursor when the button is pressed.  We want\n",
       "     * to control all of the cursor setting manually through the\n",
       "     * 'cursor' event from matplotlib */\n",
       "    event.preventDefault();\n",
       "    return false;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
       "    // Handle any extra behaviour associated with a key event\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.key_event = function (event, name) {\n",
       "    // Prevent repeat events\n",
       "    if (name === 'key_press') {\n",
       "        if (event.key === this._key) {\n",
       "            return;\n",
       "        } else {\n",
       "            this._key = event.key;\n",
       "        }\n",
       "    }\n",
       "    if (name === 'key_release') {\n",
       "        this._key = null;\n",
       "    }\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.key !== 'Control') {\n",
       "        value += 'ctrl+';\n",
       "    }\n",
       "    else if (event.altKey && event.key !== 'Alt') {\n",
       "        value += 'alt+';\n",
       "    }\n",
       "    else if (event.shiftKey && event.key !== 'Shift') {\n",
       "        value += 'shift+';\n",
       "    }\n",
       "\n",
       "    value += 'k' + event.key;\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
       "    return false;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
       "    if (name === 'download') {\n",
       "        this.handle_save(this, null);\n",
       "    } else {\n",
       "        this.send_message('toolbar_button', { name: name });\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
       "    this.message.textContent = tooltip;\n",
       "};\n",
       "\n",
       "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n",
       "// prettier-ignore\n",
       "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n",
       "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
       "\n",
       "mpl.default_extension = \"png\";/* global mpl */\n",
       "\n",
       "var comm_websocket_adapter = function (comm) {\n",
       "    // Create a \"websocket\"-like object which calls the given IPython comm\n",
       "    // object with the appropriate methods. Currently this is a non binary\n",
       "    // socket, so there is still some room for performance tuning.\n",
       "    var ws = {};\n",
       "\n",
       "    ws.binaryType = comm.kernel.ws.binaryType;\n",
       "    ws.readyState = comm.kernel.ws.readyState;\n",
       "    function updateReadyState(_event) {\n",
       "        if (comm.kernel.ws) {\n",
       "            ws.readyState = comm.kernel.ws.readyState;\n",
       "        } else {\n",
       "            ws.readyState = 3; // Closed state.\n",
       "        }\n",
       "    }\n",
       "    comm.kernel.ws.addEventListener('open', updateReadyState);\n",
       "    comm.kernel.ws.addEventListener('close', updateReadyState);\n",
       "    comm.kernel.ws.addEventListener('error', updateReadyState);\n",
       "\n",
       "    ws.close = function () {\n",
       "        comm.close();\n",
       "    };\n",
       "    ws.send = function (m) {\n",
       "        //console.log('sending', m);\n",
       "        comm.send(m);\n",
       "    };\n",
       "    // Register the callback with on_msg.\n",
       "    comm.on_msg(function (msg) {\n",
       "        //console.log('receiving', msg['content']['data'], msg);\n",
       "        var data = msg['content']['data'];\n",
       "        if (data['blob'] !== undefined) {\n",
       "            data = {\n",
       "                data: new Blob(msg['buffers'], { type: data['blob'] }),\n",
       "            };\n",
       "        }\n",
       "        // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
       "        ws.onmessage(data);\n",
       "    });\n",
       "    return ws;\n",
       "};\n",
       "\n",
       "mpl.mpl_figure_comm = function (comm, msg) {\n",
       "    // This is the function which gets called when the mpl process\n",
       "    // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
       "\n",
       "    var id = msg.content.data.id;\n",
       "    // Get hold of the div created by the display call when the Comm\n",
       "    // socket was opened in Python.\n",
       "    var element = document.getElementById(id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm);\n",
       "\n",
       "    function ondownload(figure, _format) {\n",
       "        window.open(figure.canvas.toDataURL());\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
       "\n",
       "    // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
       "    // web socket which is closed, not our websocket->open comm proxy.\n",
       "    ws_proxy.onopen();\n",
       "\n",
       "    fig.parent_element = element;\n",
       "    fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
       "    if (!fig.cell_info) {\n",
       "        console.error('Failed to find cell for figure', id, fig);\n",
       "        return;\n",
       "    }\n",
       "    fig.cell_info[0].output_area.element.on(\n",
       "        'cleared',\n",
       "        { fig: fig },\n",
       "        fig._remove_fig_handler\n",
       "    );\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function (fig, msg) {\n",
       "    var width = fig.canvas.width / fig.ratio;\n",
       "    fig.cell_info[0].output_area.element.off(\n",
       "        'cleared',\n",
       "        fig._remove_fig_handler\n",
       "    );\n",
       "    fig.resizeObserverInstance.unobserve(fig.canvas_div);\n",
       "\n",
       "    // Update the output cell to use the data from the current canvas.\n",
       "    fig.push_to_output();\n",
       "    var dataURL = fig.canvas.toDataURL();\n",
       "    // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
       "    // the notebook keyboard shortcuts fail.\n",
       "    IPython.keyboard_manager.enable();\n",
       "    fig.parent_element.innerHTML =\n",
       "        '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "    fig.close_ws(fig, msg);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.close_ws = function (fig, msg) {\n",
       "    fig.send_message('closing', msg);\n",
       "    // fig.ws.close()\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
       "    // Turn the data on the canvas into data in the output cell.\n",
       "    var width = this.canvas.width / this.ratio;\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] =\n",
       "        '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function () {\n",
       "    // Tell IPython that the notebook contents must change.\n",
       "    IPython.notebook.set_dirty(true);\n",
       "    this.send_message('ack', {});\n",
       "    var fig = this;\n",
       "    // Wait a second, then push the new image to the DOM so\n",
       "    // that it is saved nicely (might be nice to debounce this).\n",
       "    setTimeout(function () {\n",
       "        fig.push_to_output();\n",
       "    }, 1000);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var toolbar = document.createElement('div');\n",
       "    toolbar.classList = 'btn-toolbar';\n",
       "    this.root.appendChild(toolbar);\n",
       "\n",
       "    function on_click_closure(name) {\n",
       "        return function (_event) {\n",
       "            return fig.toolbar_button_onclick(name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    function on_mouseover_closure(tooltip) {\n",
       "        return function (event) {\n",
       "            if (!event.currentTarget.disabled) {\n",
       "                return fig.toolbar_button_onmouseover(tooltip);\n",
       "            }\n",
       "        };\n",
       "    }\n",
       "\n",
       "    fig.buttons = {};\n",
       "    var buttonGroup = document.createElement('div');\n",
       "    buttonGroup.classList = 'btn-group';\n",
       "    var button;\n",
       "    for (var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            /* Instead of a spacer, we start a new button group. */\n",
       "            if (buttonGroup.hasChildNodes()) {\n",
       "                toolbar.appendChild(buttonGroup);\n",
       "            }\n",
       "            buttonGroup = document.createElement('div');\n",
       "            buttonGroup.classList = 'btn-group';\n",
       "            continue;\n",
       "        }\n",
       "\n",
       "        button = fig.buttons[name] = document.createElement('button');\n",
       "        button.classList = 'btn btn-default';\n",
       "        button.href = '#';\n",
       "        button.title = name;\n",
       "        button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
       "        button.addEventListener('click', on_click_closure(method_name));\n",
       "        button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
       "        buttonGroup.appendChild(button);\n",
       "    }\n",
       "\n",
       "    if (buttonGroup.hasChildNodes()) {\n",
       "        toolbar.appendChild(buttonGroup);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = document.createElement('span');\n",
       "    status_bar.classList = 'mpl-message pull-right';\n",
       "    toolbar.appendChild(status_bar);\n",
       "    this.message = status_bar;\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = document.createElement('div');\n",
       "    buttongrp.classList = 'btn-group inline pull-right';\n",
       "    button = document.createElement('button');\n",
       "    button.classList = 'btn btn-mini btn-primary';\n",
       "    button.href = '#';\n",
       "    button.title = 'Stop Interaction';\n",
       "    button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
       "    button.addEventListener('click', function (_evt) {\n",
       "        fig.handle_close(fig, {});\n",
       "    });\n",
       "    button.addEventListener(\n",
       "        'mouseover',\n",
       "        on_mouseover_closure('Stop Interaction')\n",
       "    );\n",
       "    buttongrp.appendChild(button);\n",
       "    var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
       "    titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._remove_fig_handler = function (event) {\n",
       "    var fig = event.data.fig;\n",
       "    if (event.target !== this) {\n",
       "        // Ignore bubbled events from children.\n",
       "        return;\n",
       "    }\n",
       "    fig.close_ws(fig, {});\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function (el) {\n",
       "    el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function (el) {\n",
       "    // this is important to make the div 'focusable\n",
       "    el.setAttribute('tabindex', 0);\n",
       "    // reach out to IPython and tell the keyboard manager to turn it's self\n",
       "    // off when our div gets focus\n",
       "\n",
       "    // location in version 3\n",
       "    if (IPython.notebook.keyboard_manager) {\n",
       "        IPython.notebook.keyboard_manager.register_events(el);\n",
       "    } else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
       "    var manager = IPython.notebook.keyboard_manager;\n",
       "    if (!manager) {\n",
       "        manager = IPython.keyboard_manager;\n",
       "    }\n",
       "\n",
       "    // Check for shift+enter\n",
       "    if (event.shiftKey && event.which === 13) {\n",
       "        this.canvas_div.blur();\n",
       "        // select the cell after this one\n",
       "        var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
       "        IPython.notebook.select(index + 1);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
       "    fig.ondownload(fig, null);\n",
       "};\n",
       "\n",
       "mpl.find_output_cell = function (html_output) {\n",
       "    // Return the cell and output element which can be found *uniquely* in the notebook.\n",
       "    // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
       "    // IPython event is triggered only after the cells have been serialised, which for\n",
       "    // our purposes (turning an active figure into a static one), is too late.\n",
       "    var cells = IPython.notebook.get_cells();\n",
       "    var ncells = cells.length;\n",
       "    for (var i = 0; i < ncells; i++) {\n",
       "        var cell = cells[i];\n",
       "        if (cell.cell_type === 'code') {\n",
       "            for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
       "                var data = cell.output_area.outputs[j];\n",
       "                if (data.data) {\n",
       "                    // IPython >= 3 moved mimebundle to data attribute of output\n",
       "                    data = data.data;\n",
       "                }\n",
       "                if (data['text/html'] === html_output) {\n",
       "                    return [cell, data, j];\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "// Register the function which deals with the matplotlib target/channel.\n",
       "// The kernel may be null if the page has been refreshed.\n",
       "if (IPython.notebook.kernel !== null) {\n",
       "    IPython.notebook.kernel.comm_manager.register_target(\n",
       "        'matplotlib',\n",
       "        mpl.mpl_figure_comm\n",
       "    );\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\" width=\"975\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.title(\"Les parrainages\")\n",
    "\n",
    "for candidat in candidats:\n",
    "    plt.plot(signatures.loc[candidat].cumsum(), label=\"{}\".format(candidat))\n",
    "plt.legend(loc='upper left')\n",
    "plt.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "2e5aa123",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe src=\"about:blank\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" 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      ],
      "text/plain": [
       "<folium.folium.Map at 0x7f0e09e8f970>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import folium\n",
    "\n",
    "m = folium.Map(location=[49.2, -.1])\n",
    "m"
   ]
  }
 ],
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",
       "_figure_label": "Figure 1",
       "_height": 288,
       "_width": 432,
       "layout": "IPY_MODEL_ebdfedf717da43029912d38b1ee9ae14",
       "toolbar": "IPY_MODEL_c245570efaf44715b169fd91fb17fd23",
       "toolbar_position": "left"
      }
     },
     "2c4bce03cc114d8f85cde633c6983e7a": {
      "model_module": "@jupyter-widgets/base",
      "model_module_version": "1.2.0",
      "model_name": "LayoutModel",
      "state": {}
     },
     "7a99e4e82117485a8ba3b2d45eac4208": {
      "model_module": "@jupyter-widgets/base",
      "model_module_version": "1.2.0",
      "model_name": "LayoutModel",
      "state": {}
     },
     "c245570efaf44715b169fd91fb17fd23": {
      "model_module": "jupyter-matplotlib",
      "model_module_version": "^0.10.2",
      "model_name": "ToolbarModel",
      "state": {
       "layout": "IPY_MODEL_04d3d7331a3247cc8862de6eb175231d",
       "toolitems": [
        [
         "Home",
         "Reset original view",
         "home",
         "home"
        ],
        [
         "Back",
         "Back to previous view",
         "arrow-left",
         "back"
        ],
        [
         "Forward",
         "Forward to next view",
         "arrow-right",
         "forward"
        ],
        [
         "Pan",
         "Left button pans, Right button zooms\nx/y fixes axis, CTRL fixes aspect",
         "arrows",
         "pan"
        ],
        [
         "Zoom",
         "Zoom to rectangle\nx/y fixes axis, CTRL fixes aspect",
         "square-o",
         "zoom"
        ],
        [
         "Download",
         "Download plot",
         "floppy-o",
         "save_figure"
        ]
       ]
      }
     },
     "c8c54f52ba17473ca675d4b080ef8cdb": {
      "model_module": "jupyter-matplotlib",
      "model_module_version": "^0.10.2",
      "model_name": "ToolbarModel",
      "state": {
       "layout": "IPY_MODEL_7a99e4e82117485a8ba3b2d45eac4208",
       "toolitems": [
        [
         "Home",
         "Reset original view",
         "home",
         "home"
        ],
        [
         "Back",
         "Back to previous view",
         "arrow-left",
         "back"
        ],
        [
         "Forward",
         "Forward to next view",
         "arrow-right",
         "forward"
        ],
        [
         "Pan",
         "Left button pans, Right button zooms\nx/y fixes axis, CTRL fixes aspect",
         "arrows",
         "pan"
        ],
        [
         "Zoom",
         "Zoom to rectangle\nx/y fixes axis, CTRL fixes aspect",
         "square-o",
         "zoom"
        ],
        [
         "Download",
         "Download plot",
         "floppy-o",
         "save_figure"
        ]
       ]
      }
     },
     "d43bd13c684242f5b4fbb265471f8c51": {
      "model_module": "jupyter-matplotlib",
      "model_module_version": "^0.10.2",
      "model_name": "ToolbarModel",
      "state": {
       "_current_action": "pan",
       "layout": "IPY_MODEL_098625c624b14ebaaa43503ab5945d4d",
       "toolitems": [
        [
         "Home",
         "Reset original view",
         "home",
         "home"
        ],
        [
         "Back",
         "Back to previous view",
         "arrow-left",
         "back"
        ],
        [
         "Forward",
         "Forward to next view",
         "arrow-right",
         "forward"
        ],
        [
         "Pan",
         "Left button pans, Right button zooms\nx/y fixes axis, CTRL fixes aspect",
         "arrows",
         "pan"
        ],
        [
         "Zoom",
         "Zoom to rectangle\nx/y fixes axis, CTRL fixes aspect",
         "square-o",
         "zoom"
        ],
        [
         "Download",
         "Download plot",
         "floppy-o",
         "save_figure"
        ]
       ]
      }
     },
     "e3c0d07958964e969947b9eacfb906ef": {
      "model_module": "@jupyter-widgets/base",
      "model_module_version": "1.2.0",
      "model_name": "LayoutModel",
      "state": {}
     },
     "ebdfedf717da43029912d38b1ee9ae14": {
      "model_module": "@jupyter-widgets/base",
      "model_module_version": "1.2.0",
      "model_name": "LayoutModel",
      "state": {}
     }
    },
    "version_major": 2,
    "version_minor": 0
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}

requirements.txt

requests
pandas
folium
matplotlib