06-SIIBRA-TVB.ipynb

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    "### Prototype of integrating TVB with SIIBRA \n",
    "#### Download a structural connectivity from SIIBRA and setup a TVB simulation with it"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "54fc39aa",
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   "source": [
    "import os\n",
    "import re\n",
    "import numpy\n",
    "import siibra\n",
    "from tvb.simulator.lab import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "14ce86b9",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Add an EBRAINS token\n",
    "os.environ['HBP_AUTH_TOKEN'] = ''"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "9fee8fd6",
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    "# Function to choose the SC matrices we need\n",
    "def get_connectivity_matrices(connectivities):\n",
    "    # Will be possible to differentiate between structural and functional connectivities\n",
    "    conn_weights = None\n",
    "    conn_tracts = None\n",
    "    for conn in connectivities:\n",
    "        if 'Averaged_SC_JuBrain_246Regions_HCP_10M_count_MEAN' in conn.name:\n",
    "            conn_weights = conn\n",
    "            \n",
    "        if 'Averaged_SC_JuBrain_246Regions_HCP_10M_length_MEAN' in conn.name:\n",
    "            conn_tracts = conn\n",
    "    return conn_weights, conn_tracts\n",
    "\n",
    "\n",
    "# Function to extract the region positions (working with siibra 0.1a8, but returning only [0, 0, 0] with siibra dev)\n",
    "def get_position(position_list, idx):\n",
    "    region_position = position_list[idx].get('position')\n",
    "    if region_position is None:\n",
    "        region_position = [0, 0, 0]\n",
    "    else:\n",
    "        # The new centroids will also give us information about the space, so we won't need this dummy transformation\n",
    "        region_position = [reg_pos / 1000000 for reg_pos in region_position]\n",
    "    return region_position"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "5731d2d4",
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   "source": [
    "atlas = siibra.atlases[\"human\"]\n",
    "jubrain = atlas.get_parcellation(\"julich 2.5\")"
   ]
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  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "f4678785",
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    "# If I use the jubrain parcellation 2.9 for querying the connectivities, I get a single one as result.\n",
    "connectivities = siibra.get_features(jubrain, siibra.modalities.ConnectivityMatrix)\n",
    "\n",
    "conn_weights, conn_tracts = get_connectivity_matrices(connectivities)\n",
    "reg_labels = conn_weights.regionnames # should be possible to get regions instead of strings"
   ]
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   "cell_type": "code",
   "execution_count": 26,
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    "# The regex below is used to parse the region names and extract labels and hemispheres into separate arrays \n",
    "# The Region objects will give us the label/hemisphere info separately, we won't need this parsing\n",
    "regex = '([\\w\\s.-]+)( \\(([\\w\\s,]+)\\))? (left|right|both)?'\n",
    "p = re.compile(regex)\n",
    "\n",
    "reg_labels_corrected = list()\n",
    "reg_names_corrected = list()\n",
    "hemi_array = list()\n",
    "reg_positions = list()\n",
    "\n",
    "for reg_label in reg_labels:\n",
    "    match_rez = p.match(reg_label)\n",
    "    if match_rez:\n",
    "        region_name = match_rez.groups()[0]\n",
    "        region_hemi = match_rez.groups()[-1]\n",
    "        \n",
    "        reg_names_corrected.append(region_name.replace(' ', '_'))\n",
    "        \n",
    "        # Code used to get region positions in siibra 0.1a8, centroids are being rewritten in siibra dev version\n",
    "        # Currently, all regions will have position [0, 0, 0]\n",
    "        region = atlas.get_region(region_name, jubrain)\n",
    "        region_position_list = region.attrs.get('children')\n",
    "\n",
    "        if region_hemi == 'right':\n",
    "            hemi_array.append(1)\n",
    "            if len(region_position_list) > 1:\n",
    "                region_position = get_position(region_position_list, 1)\n",
    "            else:\n",
    "                region_position = get_position(region_position_list, 0)\n",
    "        else:\n",
    "            hemi_array.append(0)\n",
    "            region_position = get_position(region_position_list, 0)\n",
    "\n",
    "        reg_positions.append(region_position)"
   ]
  },
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   "cell_type": "code",
   "execution_count": 27,
   "id": "13a319b4",
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     "text": [
      "/var/folders/nk/m7m7h8l52jl932hv_zf2rs_40000gn/T/ipykernel_7294/2328090084.py:6: DeprecationWarning: `np.bool` is a deprecated alias for the builtin `bool`. To silence this warning, use `bool` by itself. Doing this will not modify any behavior and is safe. If you specifically wanted the numpy scalar type, use `np.bool_` here.\n",
      "Deprecated in NumPy 1.20; for more details and guidance: https://numpy.org/devdocs/release/1.20.0-notes.html#deprecations\n",
      "  conn.hemispheres = numpy.array(hemi_array, dtype=numpy.bool)\n"
     ]
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     "data": {
      "text/html": [
       "<table>\n",
       "<h3>Connectivity</h3>\n",
       "<thead><tr><th></th><th style=\"text-align:left;width:40%\">value</th></tr></thead>\n",
       "<tbody>\n",
       "<tr><td>Number of connections</td><td style=\"text-align:left;\"><pre>52126</pre></td>\n",
       "<tr><td>Number of regions</td><td style=\"text-align:left;\"><pre>246</pre></td>\n",
       "<tr><td>Undirected</td><td style=\"text-align:left;\"><pre>True</pre></td>\n",
       "<tr><td>is None</td><td style=\"text-align:left;\"><pre>True</pre></td>\n",
       "<tr><td>tract_lengths (connections) [min, median, max]</td><td style=\"text-align:left;\"><pre>[0.0090468, 74.347, 229.89]</pre></td>\n",
       "<tr><td>tract_lengths [min, median, max]</td><td style=\"text-align:left;\"><pre>[0, 61.0905, 229.89]</pre></td>\n",
       "<tr><td>tract_lengths-non-zero [min, median, max]</td><td style=\"text-align:left;\"><pre>[0.0090468, 74.347, 229.89]</pre></td>\n",
       "<tr><td>weights [min, median, max]</td><td style=\"text-align:left;\"><pre>[0, 1.5846, 255190]</pre></td>\n",
       "<tr><td>weights dtype</td><td style=\"text-align:left;\"><pre>float64</pre></td>\n",
       "<tr><td>weights shape</td><td style=\"text-align:left;\"><pre>(246, 246)</pre></td>\n",
       "<tr><td>weights-non-zero [min, median, max]</td><td style=\"text-align:left;\"><pre>[0.0036765, 3.0074, 255190]</pre></td>\n",
       "</tbody></table>"
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      "text/plain": [
       "<tvb.datatypes.connectivity.Connectivity at 0x7f84bddef670>"
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   "source": [
    "# Moving info from Siibra into TVB concepts\n",
    "conn = connectivity.Connectivity()\n",
    "conn.weights = conn_weights.array\n",
    "conn.tract_lengths = conn_tracts.array\n",
    "conn.region_labels = numpy.array(reg_names_corrected)\n",
    "conn.hemispheres = numpy.array(hemi_array, dtype=numpy.bool)\n",
    "conn.centres = numpy.array(reg_positions)\n",
    "\n",
    "conn.configure()\n",
    "conn"
   ]
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   "execution_count": 28,
   "id": "64196108",
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       "    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"
    },
    {
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\" width=\"640\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "/* global mpl */\n",
       "window.mpl = {};\n",
       "\n",
       "mpl.get_websocket_type = function () {\n",
       "    if (typeof WebSocket !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof MozWebSocket !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        alert(\n",
       "            'Your browser does not have WebSocket support. ' +\n",
       "                'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
       "                'Firefox 4 and 5 are also supported but you ' +\n",
       "                'have to enable WebSockets in about:config.'\n",
       "        );\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = this.ws.binaryType !== undefined;\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById('mpl-warnings');\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent =\n",
       "                'This browser does not support binary websocket messages. ' +\n",
       "                'Performance may be slow.';\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = document.createElement('div');\n",
       "    this.root.setAttribute('style', 'display: inline-block');\n",
       "    this._root_extra_style(this.root);\n",
       "\n",
       "    parent_element.appendChild(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen = function () {\n",
       "        fig.send_message('supports_binary', { value: fig.supports_binary });\n",
       "        fig.send_message('send_image_mode', {});\n",
       "        if (fig.ratio !== 1) {\n",
       "            fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
       "        }\n",
       "        fig.send_message('refresh', {});\n",
       "    };\n",
       "\n",
       "    this.imageObj.onload = function () {\n",
       "        if (fig.image_mode === 'full') {\n",
       "            // Full images could contain transparency (where diff images\n",
       "            // almost always do), so we need to clear the canvas so that\n",
       "            // there is no ghosting.\n",
       "            fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "        }\n",
       "        fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "    };\n",
       "\n",
       "    this.imageObj.onunload = function () {\n",
       "        fig.ws.close();\n",
       "    };\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_header = function () {\n",
       "    var titlebar = document.createElement('div');\n",
       "    titlebar.classList =\n",
       "        'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
       "    var titletext = document.createElement('div');\n",
       "    titletext.classList = 'ui-dialog-title';\n",
       "    titletext.setAttribute(\n",
       "        'style',\n",
       "        'width: 100%; text-align: center; padding: 3px;'\n",
       "    );\n",
       "    titlebar.appendChild(titletext);\n",
       "    this.root.appendChild(titlebar);\n",
       "    this.header = titletext;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = (this.canvas_div = document.createElement('div'));\n",
       "    canvas_div.setAttribute(\n",
       "        'style',\n",
       "        'border: 1px solid #ddd;' +\n",
       "            'box-sizing: content-box;' +\n",
       "            'clear: both;' +\n",
       "            'min-height: 1px;' +\n",
       "            'min-width: 1px;' +\n",
       "            'outline: 0;' +\n",
       "            'overflow: hidden;' +\n",
       "            'position: relative;' +\n",
       "            'resize: both;'\n",
       "    );\n",
       "\n",
       "    function on_keyboard_event_closure(name) {\n",
       "        return function (event) {\n",
       "            return fig.key_event(event, name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    canvas_div.addEventListener(\n",
       "        'keydown',\n",
       "        on_keyboard_event_closure('key_press')\n",
       "    );\n",
       "    canvas_div.addEventListener(\n",
       "        'keyup',\n",
       "        on_keyboard_event_closure('key_release')\n",
       "    );\n",
       "\n",
       "    this._canvas_extra_style(canvas_div);\n",
       "    this.root.appendChild(canvas_div);\n",
       "\n",
       "    var canvas = (this.canvas = document.createElement('canvas'));\n",
       "    canvas.classList.add('mpl-canvas');\n",
       "    canvas.setAttribute('style', 'box-sizing: content-box;');\n",
       "\n",
       "    this.context = canvas.getContext('2d');\n",
       "\n",
       "    var backingStore =\n",
       "        this.context.backingStorePixelRatio ||\n",
       "        this.context.webkitBackingStorePixelRatio ||\n",
       "        this.context.mozBackingStorePixelRatio ||\n",
       "        this.context.msBackingStorePixelRatio ||\n",
       "        this.context.oBackingStorePixelRatio ||\n",
       "        this.context.backingStorePixelRatio ||\n",
       "        1;\n",
       "\n",
       "    this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
       "\n",
       "    var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
       "        'canvas'\n",
       "    ));\n",
       "    rubberband_canvas.setAttribute(\n",
       "        'style',\n",
       "        'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
       "    );\n",
       "\n",
       "    // Apply a ponyfill if ResizeObserver is not implemented by browser.\n",
       "    if (this.ResizeObserver === undefined) {\n",
       "        if (window.ResizeObserver !== undefined) {\n",
       "            this.ResizeObserver = window.ResizeObserver;\n",
       "        } else {\n",
       "            var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n",
       "            this.ResizeObserver = obs.ResizeObserver;\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n",
       "        var nentries = entries.length;\n",
       "        for (var i = 0; i < nentries; i++) {\n",
       "            var entry = entries[i];\n",
       "            var width, height;\n",
       "            if (entry.contentBoxSize) {\n",
       "                if (entry.contentBoxSize instanceof Array) {\n",
       "                    // Chrome 84 implements new version of spec.\n",
       "                    width = entry.contentBoxSize[0].inlineSize;\n",
       "                    height = entry.contentBoxSize[0].blockSize;\n",
       "                } else {\n",
       "                    // Firefox implements old version of spec.\n",
       "                    width = entry.contentBoxSize.inlineSize;\n",
       "                    height = entry.contentBoxSize.blockSize;\n",
       "                }\n",
       "            } else {\n",
       "                // Chrome <84 implements even older version of spec.\n",
       "                width = entry.contentRect.width;\n",
       "                height = entry.contentRect.height;\n",
       "            }\n",
       "\n",
       "            // Keep the size of the canvas and rubber band canvas in sync with\n",
       "            // the canvas container.\n",
       "            if (entry.devicePixelContentBoxSize) {\n",
       "                // Chrome 84 implements new version of spec.\n",
       "                canvas.setAttribute(\n",
       "                    'width',\n",
       "                    entry.devicePixelContentBoxSize[0].inlineSize\n",
       "                );\n",
       "                canvas.setAttribute(\n",
       "                    'height',\n",
       "                    entry.devicePixelContentBoxSize[0].blockSize\n",
       "                );\n",
       "            } else {\n",
       "                canvas.setAttribute('width', width * fig.ratio);\n",
       "                canvas.setAttribute('height', height * fig.ratio);\n",
       "            }\n",
       "            canvas.setAttribute(\n",
       "                'style',\n",
       "                'width: ' + width + 'px; height: ' + height + 'px;'\n",
       "            );\n",
       "\n",
       "            rubberband_canvas.setAttribute('width', width);\n",
       "            rubberband_canvas.setAttribute('height', height);\n",
       "\n",
       "            // And update the size in Python. We ignore the initial 0/0 size\n",
       "            // that occurs as the element is placed into the DOM, which should\n",
       "            // otherwise not happen due to the minimum size styling.\n",
       "            if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n",
       "                fig.request_resize(width, height);\n",
       "            }\n",
       "        }\n",
       "    });\n",
       "    this.resizeObserverInstance.observe(canvas_div);\n",
       "\n",
       "    function on_mouse_event_closure(name) {\n",
       "        return function (event) {\n",
       "            return fig.mouse_event(event, name);\n",
       "        };\n",
       "    }\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=\"640\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_connectivity(connectivity=conn)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "60bcd27b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save connectivity in TVB accepted format\n",
    "centres_content = numpy.concatenate((numpy.array(reg_names_corrected)[:, None], reg_positions), axis=1)\n",
    "\n",
    "out_dir = 'julich_conn_pos_altered'\n",
    "if not os.path.exists(out_dir):\n",
    "    os.makedirs(out_dir)\n",
    "\n",
    "numpy.savetxt(os.path.join(out_dir, \"centers.txt\"), centres_content, \"%s\")\n",
    "numpy.savetxt(os.path.join(out_dir, \"hemispheres.txt\"), hemi_array, \"%s\")\n",
    "numpy.savetxt(os.path.join(out_dir, \"weights.txt\"), conn.weights, \"%f\")\n",
    "numpy.savetxt(os.path.join(out_dir, \"tract_lenghts.txt\"), conn.tract_lengths, \"%f\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "40e6fc2d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<h3>Simulator</h3>\n",
       "<thead><tr><th></th><th style=\"text-align:left;width:40%\">value</th></tr></thead>\n",
       "<tbody>\n",
       "<tr><td>Type</td><td style=\"text-align:left;\"><pre>Simulator</pre></td>\n",
       "<tr><td>conduction_speed</td><td style=\"text-align:left;\"><pre>3.0</pre></td>\n",
       "<tr><td>connectivity</td><td style=\"text-align:left;\"><pre>Connectivity gid: 26558bbc-366c-4e6e-ae91-e88f1c8a4800</pre></td>\n",
       "<tr><td>coupling</td><td style=\"text-align:left;\"><pre>Linear gid: c68da807-9ee4-42b7-a0ff-725ef61af35b</pre></td>\n",
       "<tr><td>gid</td><td style=\"text-align:left;\"><pre>UUID('ef42d190-57e7-48c1-8dc4-3e55e5af83e1')</pre></td>\n",
       "<tr><td>initial_conditions</td><td style=\"text-align:left;\"><pre>None</pre></td>\n",
       "<tr><td>integrator</td><td style=\"text-align:left;\"><pre>HeunDeterministic gid: 2c3d32ee-4f5b-4b49-99e1-c4f31b7e2b97</pre></td>\n",
       "<tr><td>model</td><td style=\"text-align:left;\"><pre>Generic2dOscillator gid: 02341613-d601-48e6-9074-8a00bdc97dba</pre></td>\n",
       "<tr><td>monitors</td><td style=\"text-align:left;\"><pre>(<tvb.simulator.monitors.TemporalAverage object at 0x7f84df719d90>,)</pre></td>\n",
       "<tr><td>simulation_length</td><td style=\"text-align:left;\"><pre>1000.0</pre></td>\n",
       "<tr><td>stimulus</td><td style=\"text-align:left;\"><pre>None</pre></td>\n",
       "<tr><td>surface</td><td style=\"text-align:left;\"><pre>None</pre></td>\n",
       "<tr><td>title</td><td style=\"text-align:left;\"><pre>Simulator gid: ef42d190-57e7-48c1-8dc4-3e55e5af83e1</pre></td>\n",
       "</tbody></table>"
      ],
      "text/plain": [
       "<tvb.simulator.simulator.Simulator at 0x7f84cdd3a1f0>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sim = simulator.Simulator()\n",
    "sim.connectivity = conn\n",
    "sim.simulation_length = 500\n",
    "sim.configure()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "3d5231ba",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "WARNING  random_state supplied for non-stochastic integration\n"
     ]
    }
   ],
   "source": [
    "(time, data),  = sim.run()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "473f32f7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1024"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "time.size"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "1aee8eb4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1024, 1, 246, 1)"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "b491d575",
   "metadata": {},
   "outputs": [],
   "source": [
    "tsr = time_series.TimeSeriesRegion(\n",
    "    data=data,\n",
    "    connectivity=sim.connectivity,\n",
    "    sample_period=sim.monitors[0].period)\n",
    "tsr.configure()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "3770e6d0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Populating the interactive namespace from numpy and matplotlib\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/pipeline/anaconda/anaconda3/envs/tvb38siibra/lib/python3.8/site-packages/IPython/core/magics/pylab.py:159: UserWarning: pylab import has clobbered these variables: ['time']\n",
      "`%matplotlib` prevents importing * from pylab and numpy\n",
      "  warn(\"pylab import has clobbered these variables: %s\"  % clobbered +\n"
     ]
    },
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "/* global mpl */\n",
       "window.mpl = {};\n",
       "\n",
       "mpl.get_websocket_type = function () {\n",
       "    if (typeof WebSocket !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof MozWebSocket !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        alert(\n",
       "            'Your browser does not have WebSocket support. ' +\n",
       "                'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
       "                'Firefox 4 and 5 are also supported but you ' +\n",
       "                'have to enable WebSockets in about:config.'\n",
       "        );\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = this.ws.binaryType !== undefined;\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById('mpl-warnings');\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent =\n",
       "                'This browser does not support binary websocket messages. ' +\n",
       "                'Performance may be slow.';\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = document.createElement('div');\n",
       "    this.root.setAttribute('style', 'display: inline-block');\n",
       "    this._root_extra_style(this.root);\n",
       "\n",
       "    parent_element.appendChild(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen = function () {\n",
       "        fig.send_message('supports_binary', { value: fig.supports_binary });\n",
       "        fig.send_message('send_image_mode', {});\n",
       "        if (fig.ratio !== 1) {\n",
       "            fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
       "        }\n",
       "        fig.send_message('refresh', {});\n",
       "    };\n",
       "\n",
       "    this.imageObj.onload = function () {\n",
       "        if (fig.image_mode === 'full') {\n",
       "            // Full images could contain transparency (where diff images\n",
       "            // almost always do), so we need to clear the canvas so that\n",
       "            // there is no ghosting.\n",
       "            fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "        }\n",
       "        fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "    };\n",
       "\n",
       "    this.imageObj.onunload = function () {\n",
       "        fig.ws.close();\n",
       "    };\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_header = function () {\n",
       "    var titlebar = document.createElement('div');\n",
       "    titlebar.classList =\n",
       "        'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
       "    var titletext = document.createElement('div');\n",
       "    titletext.classList = 'ui-dialog-title';\n",
       "    titletext.setAttribute(\n",
       "        'style',\n",
       "        'width: 100%; text-align: center; padding: 3px;'\n",
       "    );\n",
       "    titlebar.appendChild(titletext);\n",
       "    this.root.appendChild(titlebar);\n",
       "    this.header = titletext;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = (this.canvas_div = document.createElement('div'));\n",
       "    canvas_div.setAttribute(\n",
       "        'style',\n",
       "        'border: 1px solid #ddd;' +\n",
       "            'box-sizing: content-box;' +\n",
       "            'clear: both;' +\n",
       "            'min-height: 1px;' +\n",
       "            'min-width: 1px;' +\n",
       "            'outline: 0;' +\n",
       "            'overflow: hidden;' +\n",
       "            'position: relative;' +\n",
       "            'resize: both;'\n",
       "    );\n",
       "\n",
       "    function on_keyboard_event_closure(name) {\n",
       "        return function (event) {\n",
       "            return fig.key_event(event, name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    canvas_div.addEventListener(\n",
       "        'keydown',\n",
       "        on_keyboard_event_closure('key_press')\n",
       "    );\n",
       "    canvas_div.addEventListener(\n",
       "        'keyup',\n",
       "        on_keyboard_event_closure('key_release')\n",
       "    );\n",
       "\n",
       "    this._canvas_extra_style(canvas_div);\n",
       "    this.root.appendChild(canvas_div);\n",
       "\n",
       "    var canvas = (this.canvas = document.createElement('canvas'));\n",
       "    canvas.classList.add('mpl-canvas');\n",
       "    canvas.setAttribute('style', 'box-sizing: content-box;');\n",
       "\n",
       "    this.context = canvas.getContext('2d');\n",
       "\n",
       "    var backingStore =\n",
       "        this.context.backingStorePixelRatio ||\n",
       "        this.context.webkitBackingStorePixelRatio ||\n",
       "        this.context.mozBackingStorePixelRatio ||\n",
       "        this.context.msBackingStorePixelRatio ||\n",
       "        this.context.oBackingStorePixelRatio ||\n",
       "        this.context.backingStorePixelRatio ||\n",
       "        1;\n",
       "\n",
       "    this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
       "\n",
       "    var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
       "        'canvas'\n",
       "    ));\n",
       "    rubberband_canvas.setAttribute(\n",
       "        'style',\n",
       "        'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
       "    );\n",
       "\n",
       "    // Apply a ponyfill if ResizeObserver is not implemented by browser.\n",
       "    if (this.ResizeObserver === undefined) {\n",
       "        if (window.ResizeObserver !== undefined) {\n",
       "            this.ResizeObserver = window.ResizeObserver;\n",
       "        } else {\n",
       "            var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n",
       "            this.ResizeObserver = obs.ResizeObserver;\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n",
       "        var nentries = entries.length;\n",
       "        for (var i = 0; i < nentries; i++) {\n",
       "            var entry = entries[i];\n",
       "            var width, height;\n",
       "            if (entry.contentBoxSize) {\n",
       "                if (entry.contentBoxSize instanceof Array) {\n",
       "                    // Chrome 84 implements new version of spec.\n",
       "                    width = entry.contentBoxSize[0].inlineSize;\n",
       "                    height = entry.contentBoxSize[0].blockSize;\n",
       "                } else {\n",
       "                    // Firefox implements old version of spec.\n",
       "                    width = entry.contentBoxSize.inlineSize;\n",
       "                    height = entry.contentBoxSize.blockSize;\n",
       "                }\n",
       "            } else {\n",
       "                // Chrome <84 implements even older version of spec.\n",
       "                width = entry.contentRect.width;\n",
       "                height = entry.contentRect.height;\n",
       "            }\n",
       "\n",
       "            // Keep the size of the canvas and rubber band canvas in sync with\n",
       "            // the canvas container.\n",
       "            if (entry.devicePixelContentBoxSize) {\n",
       "                // Chrome 84 implements new version of spec.\n",
       "                canvas.setAttribute(\n",
       "                    'width',\n",
       "                    entry.devicePixelContentBoxSize[0].inlineSize\n",
       "                );\n",
       "                canvas.setAttribute(\n",
       "                    'height',\n",
       "                    entry.devicePixelContentBoxSize[0].blockSize\n",
       "                );\n",
       "            } else {\n",
       "                canvas.setAttribute('width', width * fig.ratio);\n",
       "                canvas.setAttribute('height', height * fig.ratio);\n",
       "            }\n",
       "            canvas.setAttribute(\n",
       "                'style',\n",
       "                'width: ' + width + 'px; height: ' + height + 'px;'\n",
       "            );\n",
       "\n",
       "            rubberband_canvas.setAttribute('width', width);\n",
       "            rubberband_canvas.setAttribute('height', height);\n",
       "\n",
       "            // And update the size in Python. We ignore the initial 0/0 size\n",
       "            // that occurs as the element is placed into the DOM, which should\n",
       "            // otherwise not happen due to the minimum size styling.\n",
       "            if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n",
       "                fig.request_resize(width, height);\n",
       "            }\n",
       "        }\n",
       "    });\n",
       "    this.resizeObserverInstance.observe(canvas_div);\n",
       "\n",
       "    function on_mouse_event_closure(name) {\n",
       "        return function (event) {\n",
       "            return fig.mouse_event(event, name);\n",
       "        };\n",
       "    }\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=\"1400\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%pylab nbagg\n",
    "import tvb.simulator.plot.timeseries_interactive as ts_int\n",
    "tsi = ts_int.TimeSeriesInteractive(time_series=tsr)\n",
    "tsi.configure()\n",
    "tsi.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c1c0f6dc",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.8.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}