Analyze_Data.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Posture Monitor Data Analysis\n",
    "\n",
    "Extract data from `.dat` files and then display using matplotlib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "%matplotlib notebook\n",
    "from analyze import *\n",
    "import numpy as np\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create meta data dictionary"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "# Conditions key:\n",
    "# b = buzz, s = silent\n",
    "# j = Justin's WG, r = Seminar room, c = Cafeteria\n",
    "# e = easy, h = hard\n",
    "\n",
    "subject_meta = {}\n",
    "subject_meta[14] = 'bje'\n",
    "subject_meta[15] = 'bre'\n",
    "subject_meta[16] = 'sch'\n",
    "subject_meta[17] = 'sce'\n",
    "subject_meta[18] = 'sch'\n",
    "subject_meta[19] = 'sce'\n",
    "subject_meta[20] = 'bjh'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load data using functions in analyze.py"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/justinshenk/Projects/sensei/analyze.py:24: FutureWarning: elementwise comparison failed; returning scalar instead, but in the future will perform elementwise comparison\n",
      "  if 'baseline' in v:\n"
     ]
    }
   ],
   "source": [
    "data = load_all_data()\n",
    "subject_id = 20\n",
    "s20 = get_subject(data,subject_id)\n",
    "baseline = get_baseline(s20)\n",
    "times, widths = get_distances(s20)\n",
    "time_delta = [(x-times[0]).total_seconds() for x in times]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Display subject data before and after outlier removal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false,
    "scrolled": false
   },
   "outputs": [
    {
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       "\n",
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       "\n",
       "\n",
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       "    fig.ondownload(fig, format);\n",
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       "\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
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       "    var x1 = msg['x1'];\n",
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       "    // Request the server to send over a new figure.\n",
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       "\n",
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       "            /* 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",
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       "            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(\"No handler for the '\" + msg_type + \"' message type: \", msg);\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(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\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",
       "    if (e.target)\n",
       "        targ = e.target;\n",
       "    else if (e.srcElement)\n",
       "        targ = e.srcElement;\n",
       "    if (targ.nodeType == 3) // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "\n",
       "    // jQuery normalizes the pageX and pageY\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    // offset() returns the position of the element relative to the document\n",
       "    var x = e.pageX - $(targ).offset().left;\n",
       "    var y = e.pageY - $(targ).offset().top;\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",
       "    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",
       "    {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x;\n",
       "    var y = canvas_pos.y;\n",
       "\n",
       "    this.send_message(name, {x: x, y: y, button: event.button,\n",
       "                             step: event.step,\n",
       "                             guiEvent: simpleKeys(event)});\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",
       "\n",
       "    // Prevent repeat events\n",
       "    if (name == 'key_press')\n",
       "    {\n",
       "        if (event.which === this._key)\n",
       "            return;\n",
       "        else\n",
       "            this._key = event.which;\n",
       "    }\n",
       "    if (name == 'key_release')\n",
       "        this._key = null;\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.which != 17)\n",
       "        value += \"ctrl+\";\n",
       "    if (event.altKey && event.which != 18)\n",
       "        value += \"alt+\";\n",
       "    if (event.shiftKey && event.which != 16)\n",
       "        value += \"shift+\";\n",
       "\n",
       "    value += 'k';\n",
       "    value += event.which.toString();\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, {key: value,\n",
       "                             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",
       "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\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
       "\n",
       "mpl.default_extension = \"png\";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.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",
       "        // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
       "        ws.onmessage(msg['content']['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 = $(\"#\" + id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm)\n",
       "\n",
       "    function ondownload(figure, format) {\n",
       "        window.open(figure.imageObj.src);\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy,\n",
       "                           ondownload,\n",
       "                           element.get(0));\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.get(0);\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",
       "\n",
       "    var output_index = fig.cell_info[2]\n",
       "    var cell = fig.cell_info[0];\n",
       "\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function(fig, msg) {\n",
       "    fig.root.unbind('remove')\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).html('<img src=\"' + dataURL + '\">');\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 dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\">';\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 () { fig.push_to_output() }, 1000);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\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) { continue; };\n",
       "\n",
       "        var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
       "    var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
       "    button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
       "    button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
       "    buttongrp.append(button);\n",
       "    var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
       "    titlebar.prepend(buttongrp);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(el){\n",
       "    var fig = this\n",
       "    el.on(\"remove\", function(){\n",
       "\tfig.close_ws(fig, {});\n",
       "    });\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(el){\n",
       "    // this is important to make the div 'focusable\n",
       "    el.attr('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",
       "    }\n",
       "    else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\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",
       "    // 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",
       "\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('matplotlib', mpl.mpl_figure_comm);\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(nrows=2,ncols=1)\n",
    "\n",
    "# Plot raw data\n",
    "plot_it(ax1,time_delta,widths,conditions=subject_meta[subject_id], baseline=baseline)\n",
    "\n",
    "# Exlude outliers\n",
    "# z-score threshold (3) to limit errors caused by signal noise\n",
    "z_threshold = 3 \n",
    "\n",
    "# Keep items within z-score of `z_threshold`\n",
    "time_keep, width_keep = remove_outliers(time_delta, widths, z_threshold)\n",
    "\n",
    "# Plot clean data\n",
    "title = \"\"\"Head Proximity to Computer over Time\n",
    "Excluding Outliers (z = {})\n",
    "Subject ID: {} Condition: {}\"\"\".format(z_threshold,subject_id, \n",
    "                               subject_meta[subject_id])\n",
    "plot_it(ax2,time_keep,width_keep, conditions=subject_meta[subject_id], \\\n",
    "        baseline=baseline,title=title)\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot majority of subjects"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false,
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\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('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",
       "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 = $('<div/>');\n",
       "    this._root_extra_style(this.root)\n",
       "    this.root.attr('style', 'display: inline-block');\n",
       "\n",
       "    $(parent_element).append(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",
       "            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",
       "        this.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 = $(\n",
       "        '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
       "        'ui-helper-clearfix\"/>');\n",
       "    var titletext = $(\n",
       "        '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
       "        'text-align: center; padding: 3px;\"/>');\n",
       "    titlebar.append(titletext)\n",
       "    this.root.append(titlebar);\n",
       "    this.header = titletext[0];\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = $('<div/>');\n",
       "\n",
       "    canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
       "\n",
       "    function canvas_keyboard_event(event) {\n",
       "        return fig.key_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    canvas_div.keydown('key_press', canvas_keyboard_event);\n",
       "    canvas_div.keyup('key_release', canvas_keyboard_event);\n",
       "    this.canvas_div = canvas_div\n",
       "    this._canvas_extra_style(canvas_div)\n",
       "    this.root.append(canvas_div);\n",
       "\n",
       "    var canvas = $('<canvas/>');\n",
       "    canvas.addClass('mpl-canvas');\n",
       "    canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
       "\n",
       "    this.canvas = canvas[0];\n",
       "    this.context = canvas[0].getContext(\"2d\");\n",
       "\n",
       "    var rubberband = $('<canvas/>');\n",
       "    rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
       "\n",
       "    var pass_mouse_events = true;\n",
       "\n",
       "    canvas_div.resizable({\n",
       "        start: function(event, ui) {\n",
       "            pass_mouse_events = false;\n",
       "        },\n",
       "        resize: function(event, ui) {\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "        stop: function(event, ui) {\n",
       "            pass_mouse_events = true;\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "    });\n",
       "\n",
       "    function mouse_event_fn(event) {\n",
       "        if (pass_mouse_events)\n",
       "            return fig.mouse_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    rubberband.mousedown('button_press', mouse_event_fn);\n",
       "    rubberband.mouseup('button_release', mouse_event_fn);\n",
       "    // Throttle sequential mouse events to 1 every 20ms.\n",
       "    rubberband.mousemove('motion_notify', mouse_event_fn);\n",
       "\n",
       "    rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
       "    rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
       "\n",
       "    canvas_div.on(\"wheel\", function (event) {\n",
       "        event = event.originalEvent;\n",
       "        event['data'] = 'scroll'\n",
       "        if (event.deltaY < 0) {\n",
       "            event.step = 1;\n",
       "        } else {\n",
       "            event.step = -1;\n",
       "        }\n",
       "        mouse_event_fn(event);\n",
       "    });\n",
       "\n",
       "    canvas_div.append(canvas);\n",
       "    canvas_div.append(rubberband);\n",
       "\n",
       "    this.rubberband = rubberband;\n",
       "    this.rubberband_canvas = rubberband[0];\n",
       "    this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
       "    this.rubberband_context.strokeStyle = \"#000000\";\n",
       "\n",
       "    this._resize_canvas = function(width, height) {\n",
       "        // Keep the size of the canvas, canvas container, and rubber band\n",
       "        // canvas in synch.\n",
       "        canvas_div.css('width', width)\n",
       "        canvas_div.css('height', height)\n",
       "\n",
       "        canvas.attr('width', width);\n",
       "        canvas.attr('height', height);\n",
       "\n",
       "        rubberband.attr('width', width);\n",
       "        rubberband.attr('height', height);\n",
       "    }\n",
       "\n",
       "    // Set the figure to an initial 600x600px, this will subsequently be updated\n",
       "    // upon first draw.\n",
       "    this._resize_canvas(600, 600);\n",
       "\n",
       "    // Disable right mouse context menu.\n",
       "    $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\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 nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\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",
       "            // put a spacer in here.\n",
       "            continue;\n",
       "        }\n",
       "        var button = $('<button/>');\n",
       "        button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
       "                        'ui-button-icon-only');\n",
       "        button.attr('role', 'button');\n",
       "        button.attr('aria-disabled', 'false');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "\n",
       "        var icon_img = $('<span/>');\n",
       "        icon_img.addClass('ui-button-icon-primary ui-icon');\n",
       "        icon_img.addClass(image);\n",
       "        icon_img.addClass('ui-corner-all');\n",
       "\n",
       "        var tooltip_span = $('<span/>');\n",
       "        tooltip_span.addClass('ui-button-text');\n",
       "        tooltip_span.html(tooltip);\n",
       "\n",
       "        button.append(icon_img);\n",
       "        button.append(tooltip_span);\n",
       "\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    var fmt_picker_span = $('<span/>');\n",
       "\n",
       "    var fmt_picker = $('<select/>');\n",
       "    fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
       "    fmt_picker_span.append(fmt_picker);\n",
       "    nav_element.append(fmt_picker_span);\n",
       "    this.format_dropdown = fmt_picker[0];\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = $(\n",
       "            '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
       "        fmt_picker.append(option)\n",
       "    }\n",
       "\n",
       "    // Add hover states to the ui-buttons\n",
       "    $( \".ui-button\" ).hover(\n",
       "        function() { $(this).addClass(\"ui-state-hover\");},\n",
       "        function() { $(this).removeClass(\"ui-state-hover\");}\n",
       "    );\n",
       "\n",
       "    var status_bar = $('<span class=\"mpl-message\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\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",
       "\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",
       "\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]);\n",
       "        fig.send_message(\"refresh\", {});\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
       "    var x0 = msg['x0'];\n",
       "    var y0 = fig.canvas.height - msg['y0'];\n",
       "    var x1 = msg['x1'];\n",
       "    var y1 = fig.canvas.height - msg['y1'];\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, 0, fig.canvas.width, fig.canvas.height);\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",
       "    {\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.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",
       "            /* 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",
       "            evt.data.type = \"image/png\";\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",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                evt.data);\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "        else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\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(\"No handler for the '\" + msg_type + \"' message type: \", msg);\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(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\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",
       "    if (e.target)\n",
       "        targ = e.target;\n",
       "    else if (e.srcElement)\n",
       "        targ = e.srcElement;\n",
       "    if (targ.nodeType == 3) // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "\n",
       "    // jQuery normalizes the pageX and pageY\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    // offset() returns the position of the element relative to the document\n",
       "    var x = e.pageX - $(targ).offset().left;\n",
       "    var y = e.pageY - $(targ).offset().top;\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",
       "    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",
       "    {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x;\n",
       "    var y = canvas_pos.y;\n",
       "\n",
       "    this.send_message(name, {x: x, y: y, button: event.button,\n",
       "                             step: event.step,\n",
       "                             guiEvent: simpleKeys(event)});\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",
       "\n",
       "    // Prevent repeat events\n",
       "    if (name == 'key_press')\n",
       "    {\n",
       "        if (event.which === this._key)\n",
       "            return;\n",
       "        else\n",
       "            this._key = event.which;\n",
       "    }\n",
       "    if (name == 'key_release')\n",
       "        this._key = null;\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.which != 17)\n",
       "        value += \"ctrl+\";\n",
       "    if (event.altKey && event.which != 18)\n",
       "        value += \"alt+\";\n",
       "    if (event.shiftKey && event.which != 16)\n",
       "        value += \"shift+\";\n",
       "\n",
       "    value += 'k';\n",
       "    value += event.which.toString();\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, {key: value,\n",
       "                             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",
       "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\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
       "\n",
       "mpl.default_extension = \"png\";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.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",
       "        // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
       "        ws.onmessage(msg['content']['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 = $(\"#\" + id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm)\n",
       "\n",
       "    function ondownload(figure, format) {\n",
       "        window.open(figure.imageObj.src);\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy,\n",
       "                           ondownload,\n",
       "                           element.get(0));\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.get(0);\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",
       "\n",
       "    var output_index = fig.cell_info[2]\n",
       "    var cell = fig.cell_info[0];\n",
       "\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function(fig, msg) {\n",
       "    fig.root.unbind('remove')\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).html('<img src=\"' + dataURL + '\">');\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 dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\">';\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 () { fig.push_to_output() }, 1000);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\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) { continue; };\n",
       "\n",
       "        var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
       "    var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
       "    button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
       "    button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
       "    buttongrp.append(button);\n",
       "    var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
       "    titlebar.prepend(buttongrp);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(el){\n",
       "    var fig = this\n",
       "    el.on(\"remove\", function(){\n",
       "\tfig.close_ws(fig, {});\n",
       "    });\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(el){\n",
       "    // this is important to make the div 'focusable\n",
       "    el.attr('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",
       "    }\n",
       "    else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\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",
       "    // 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",
       "\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('matplotlib', mpl.mpl_figure_comm);\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/justinshenk/Projects/sensei/analyze.py:24: FutureWarning: elementwise comparison failed; returning scalar instead, but in the future will perform elementwise comparison\n",
      "  if 'baseline' in v:\n"
     ]
    }
   ],
   "source": [
    "plot_subjects(data, subject_meta, exclude_outliers=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Export to R for Statistical Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Multi indexing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false,
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/justinshenk/Projects/sensei/analyze.py:24: FutureWarning: elementwise comparison failed; returning scalar instead, but in the future will perform elementwise comparison\n",
      "  if 'baseline' in v:\n"
     ]
    }
   ],
   "source": [
    "import csv\n",
    "import pandas as pd\n",
    "\n",
    "df = pd.DataFrame()\n",
    "df_list = []\n",
    "keys = []\n",
    "\n",
    "# Move data to pandas dataframe\n",
    "for subject_id in subject_meta.keys():\n",
    "    subject_data = get_subject(data,subject_id)\n",
    "    baseline = get_baseline(subject_data)\n",
    "    times, widths = get_distances(subject_data)\n",
    "    time_delta = [(x-times[0]).total_seconds() for x in times]\n",
    "    # Trim to about first 20 minutes\n",
    "#     time_delta = time_delta[:21*30]\n",
    "#     widths = widths[:21*30]\n",
    "    df = pd.DataFrame(pd.Series(widths, index=time_delta))\n",
    "    df_list.append(df)\n",
    "    keys.append(subject_id)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "collapsed": false,
    "scrolled": true
   },
   "outputs": [
    {
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       "      <th>0.0</th>\n",
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       "      <td>226</td>\n",
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       "      <td>232</td>\n",
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       "      <td>225</td>\n",
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       "      <td>319</td>\n",
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       "      <td>304</td>\n",
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      ],
      "text/plain": [
       "             0\n",
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       "...        ...\n",
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       "\n",
       "[2840 rows x 1 columns]"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.concat(df_list, keys = keys)\n",
    "df"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Single indexing with interpolation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false,
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/justinshenk/Projects/sensei/analyze.py:24: FutureWarning: elementwise comparison failed; returning scalar instead, but in the future will perform elementwise comparison\n",
      "  if 'baseline' in v:\n"
     ]
    }
   ],
   "source": [
    "# Place data into one index by filling missing values\n",
    "index = [pd.Timedelta(np.timedelta64(x, 's')) for x in range(1,1240)]\n",
    "df = pd.DataFrame(index=index)\n",
    "data = load_all_data()\n",
    "for subject_id in subject_meta.keys():\n",
    "    subject_data = get_subject(data,subject_id)\n",
    "    baseline = get_baseline(subject_data)\n",
    "    times, widths = get_distances(subject_data)\n",
    "    time_delta = [(x-times[0]) for x in times]\n",
    "    # Impute missing values with rolling mean\n",
    "    impute = lambda z: int(z[pd.notnull(z)].mean())\n",
    "    df[subject_id] = pd.Series(widths,index=time_delta) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false,
    "scrolled": false
   },
   "outputs": [],
   "source": [
    "# Fill missing values by interpolation with average of neighbors\n",
    "df_clean = df.interpolate()\n",
    "df_clean = df_clean.ffill().fillna(method='backfill').applymap(int)\n",
    "\n",
    "# Save to csv file for anova analysis in R\n",
    "df_clean.to_csv('posture_data.csv')"
   ]
  }
 ],
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