RunUnaries.ipynb

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     "text": [
      "Using gpu device 3: GeForce GTX TITAN Z (CNMeM is disabled, cuDNN 5110)\n",
      "/home/baque/.local/lib/python2.7/site-packages/theano/sandbox/cuda/__init__.py:600: UserWarning: Your cuDNN version is more recent than the one Theano officially supports. If you see any problems, try updating Theano or downgrading cuDNN to version 5.\n",
      "  warnings.warn(warn)\n",
      "/home/baque/.local/lib/python2.7/site-packages/theano/tensor/signal/downsample.py:6: UserWarning: downsample module has been moved to the theano.tensor.signal.pool module.\n",
      "  \"downsample module has been moved to the theano.tensor.signal.pool module.\")\n"
     ]
    }
   ],
   "source": [
    "import matplotlib\n",
    "matplotlib.use(\"nbagg\")\n",
    "import skimage\n",
    "import skimage.filters\n",
    "import skimage.morphology\n",
    "import math\n",
    "import numpy.linalg as la\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import sklearn\n",
    "import cv2\n",
    "import scipy\n",
    "import scipy.io as sio\n",
    "import re, os, glob, pickle, shutil\n",
    "from shutil import *\n",
    "import sys\n",
    "import random\n",
    "sys.path.append('../roi_pooling/theano-roi-pooling/')\n",
    "sys.path.append('./POM')\n",
    "\n",
    "\n",
    "import hickle as hkl\n",
    "\n",
    "os.environ[\"THEANO_FLAGS\"] = \"mode=FAST_RUN,device=gpu3,floatX=float32\"\n",
    "from theano import *\n",
    "\n",
    "import theano.tensor as T\n",
    "theano.__version__\n",
    "from theano.sandbox.cuda import dnn\n",
    "\n",
    "import theano\n",
    "\n",
    "import pandas as pd\n",
    "from theano import tensor as T\n",
    "from theano.sandbox.rng_mrg import MRG_RandomStreams as RandomStreams\n",
    "\n",
    "import cPickle, gzip\n",
    "from theano.tensor.nnet.conv import conv2d\n",
    "\n",
    "from random import randint\n",
    "from theano.compile.nanguardmode import NanGuardMode\n",
    "import time\n",
    "\n",
    "from PIL import Image\n",
    "\n",
    "#from pom_funcs import *\n",
    "from pom_room import POM_room\n",
    "from pom_evaluator import POM_evaluator\n",
    "config.allow_gc =False\n",
    "\n",
    "import Config\n",
    "%load_ext autoreload\n",
    "%autoreload 2\n",
    "\n",
    "\n"
   ]
  },
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   "execution_count": 2,
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Preparing room\n",
      "Initializing Unaries Network\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "UnariesNet.py:133: UserWarning: theano.function was asked to create a function computing outputs given certain inputs, but the provided input variable at index 2 is not part of the computational graph needed to compute the outputs: dropout.\n",
      "To make this warning into an error, you can pass the parameter on_unused_input='raise' to theano.function. To disable it completely, use on_unused_input='ignore'.\n",
      "  allow_input_downcast=True,on_unused_input='warn')\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "loading pretrained params\n"
     ]
    }
   ],
   "source": [
    "import UnariesNet\n",
    "uNet = UnariesNet.unariesNet()"
   ]
  },
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      "(36, 2064, 4)\n",
      "(36, 2064, 4)\n",
      "(36, 2064, 4)\n",
      "FID 108\n",
      "(36, 2112, 4)\n",
      "(36, 2112, 4)\n",
      "(36, 2112, 4)\n",
      "(36, 2112, 4)\n",
      "FID 109\n",
      "(36, 2085, 4)\n",
      "(36, 2085, 4)\n",
      "(36, 2085, 4)\n",
      "(36, 2085, 4)\n",
      "FID 110\n",
      "(36, 1983, 4)\n",
      "(36, 1983, 4)\n",
      "(36, 1983, 4)\n",
      "(36, 1983, 4)\n",
      "FID 111\n",
      "(36, 2114, 4)\n",
      "(36, 2114, 4)\n",
      "(36, 2114, 4)\n",
      "(36, 2114, 4)\n"
     ]
    }
   ],
   "source": [
    "uNet.run_bulk_features(save_features = False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false,
    "deletable": true,
    "editable": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "50\n"
     ]
    }
   ],
   "source": [
    "print  len(Config.img_index_list)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false,
    "deletable": true,
    "editable": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(63, 11026, 4)\n",
      "(3714, 1024)\n"
     ]
    }
   ],
   "source": [
    "print uNet.run_features(0,0).shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "collapsed": false,
    "deletable": true,
    "editable": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(63, 11026, 4)\n"
     ]
    },
    {
     "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",
       "        event.shiftKey = false;\n",
       "        // Send a \"J\" for go to next cell\n",
       "        event.which = 74;\n",
       "        event.keyCode = 74;\n",
       "        manager.command_mode();\n",
       "        manager.handle_keydown(event);\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>"
      ]
     },
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     "output_type": "display_data"
    },
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\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.imshow(uNet.run_features(0,0))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true,
    "deletable": true,
    "editable": true
   },
   "outputs": [],
   "source": [
    "from PIL import Image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": true,
    "deletable": true,
    "editable": true
   },
   "outputs": [],
   "source": [
    "im = Image.open('/cvlabdata1/cvlab/datasets_people_tracking/ETH/day_2/annotation_final/cvlab_camera2/begin/00000100.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false,
    "deletable": true,
    "editable": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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6nXK5xNLSDL29PSSthFp1hbDZS7u+zpf/9q/J523e8vZrCcIaN914PfH/aJ/f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\nwcT4BI1mg3arTWdsDKAKZgEzHL3CUA8xgbrC2to6J44dR2vD0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n+Ne47dLXrs1gZWUcVw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pqGYTFAa+kyqtZikhylDDu7e1R1QzEckuWKupVhah7cC1+/eDH4CMHW1j7BygVWhnCevZIu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\nkipn0UtS5Sx6SaqcRS9JlbPoJalyX27RISx+4lI7AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f3324a8e8d0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "import matplotlib\n",
    "matplotlib.use(\"nbagg\")\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "plt.imshow(im)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true,
    "deletable": true,
    "editable": true
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 2",
   "language": "python",
   "name": "python2"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}