{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Example: ptychographic reconstruction with position optimisations\n",
    "This example uses simulated data, and tracks the positions changes vs the optimisation cycles"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "#import os\n",
    "#os.environ['PYNX_PU'] = 'opencl'  # Select language and/or GPU name or rank through environment variable (optional)\n",
    "\n",
    "%matplotlib notebook\n",
    "import matplotlib.pyplot as plt\n",
    "from pynx.ptycho import simulation, shape\n",
    "\n",
    "# Import Ptycho, PtychoData and operators (automatically selecting OpenCL or CUDA)\n",
    "from pynx.ptycho import *"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Simulate the Ptychographic data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulating object: phase_ampl\n",
      "Simulating probe: focus\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: exceeding maximum near field propagation distance: z=0.000800 > 0.000194\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulating scan: spiral\n",
      "Simulating ptychographic data [120 frames].\n",
      "\n",
      "\n",
      "Parameters of the simulation:\n",
      "Data info: {'pix_size_direct_nm': 10, 'num_phot_max': 1000000000.0, 'nb_photons_per_frame': 100000000.0, 'bg': 0, 'beam_stop_transparency': 0, 'noise': 'poisson', 'wavelength': 1.5e-10, 'detector_distance': 1, 'detector_pixel_size': 5.5e-05}\n",
      "Scan info: {'type': 'spiral', 'scan_step_pix': 30, 'n_scans': 120, 'integer_values': False}\n",
      "Object info: {'type': 'Custom', 'phase_stretch': 3.141592653589793, 'ampl_range': (0.8, 1.2), 'alpha_win': 0.2}\n",
      "Probe info: {'type': 'focus', 'shape': (256, 256), 'sigma_pix': (50, 50), 'rotation': 0, 'aperture': (0.00012, 0.00012), 'focal_length': 0.08, 'defocus': 0.0008}\n"
     ]
    }
   ],
   "source": [
    "n = 256\n",
    "nb_frame = 120\n",
    "pixel_size_detector = 55e-6\n",
    "wavelength = 1.5e-10\n",
    "detector_distance = 1\n",
    "obj_info = {'type': 'phase_ampl', 'phase_stretch': np.pi, 'ampl_range': (0.8,1.2), 'alpha_win': .2}\n",
    "probe_info = {'type': 'focus', 'aperture': (120e-6, 120e-6), 'focal_length': .08, 'defocus': 800e-6, 'shape': (n, n)}\n",
    "\n",
    "pixel_size_object = wavelength * detector_distance / pixel_size_detector / n\n",
    "\n",
    "# 50 scan positions correspond to 4 turns, 78 to 5 turns, 113 to 6 turns\n",
    "scan_info = {'type': 'spiral', 'scan_step_pix': 30, 'n_scans': nb_frame, 'integer_values': False}\n",
    "\n",
    "if False:\n",
    "    # Use last frame without sample (direct beam ; serves as an absolute reference)\n",
    "    s = simulation.Simulation(obj_info=None, probe_info=None, scan_info=scan_info, data_info=None, verbose=False)\n",
    "    s.make_scan()\n",
    "    posx, posy = s.scan.values\n",
    "    posx[-1] = 1e20\n",
    "    posy[-1] = 1e20\n",
    "    posx = np.ma.masked_array(posx, posx>=1e10)\n",
    "    posy = np.ma.masked_array(posy, posy>=1e10)\n",
    "    scan_info = {'type': 'custom', 'x': posx, 'y': posy}\n",
    "\n",
    "data_info = {'num_phot_max': 1e9, 'bg': 0, 'wavelength': wavelength, 'detector_distance': detector_distance,\n",
    "             'detector_pixel_size': pixel_size_detector,\n",
    "             'noise': 'poisson'}\n",
    "\n",
    "# Initialisation of the simulation with specified parameters, specific <object>, <probe> or <scan>positions can be passed as:\n",
    "# s = ptycho.Simulation(obj=<object>, probe=<probe>, scan = <scan>)\n",
    "# omitting obj_info, probe_info or scan_info (or passing it as empty dictionary \"{}\")\n",
    "s = simulation.Simulation(obj_info=obj_info, probe_info=probe_info, scan_info=scan_info, data_info=data_info)\n",
    "\n",
    "# Data simulation: probe.show(), obj.show(), scan.show() and s.show_illumination_sum() will visualise the integrated total coverage of the beam\n",
    "s.make_data()\n",
    "\n",
    "posx, posy = s.scan.values\n",
    "\n",
    "ampl = s.amplitude.values  # square root of the measured diffraction pattern intensity"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create the initial reconstructed object & probe\n",
    "The initial object is random (amplitude between 0.5 and 1, phase between 0 and 0.5 radians), and the probe is different from the one used to simulate the diffraction patterns."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulating object: random\n",
      "Simulating probe: focus\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: exceeding maximum near field propagation distance: z=0.000700 > 0.000194\n"
     ]
    }
   ],
   "source": [
    "nyo, nxo = shape.calc_obj_shape(posx, posy, ampl.shape[1:])\n",
    "\n",
    "# Initial object\n",
    "# obj_init_info = {'type':'flat','shape':(nx,ny)}\n",
    "obj_init_info = {'type': 'random', 'range': (0.5, 1, 0, 0.5), 'shape': (nyo, nxo)}\n",
    "# Initial probe\n",
    "probe_init_info = {'type': 'focus', 'aperture': (100e-6, 100e-6), 'focal_length': .08,\n",
    "                   'defocus': 700e-6, 'shape': (n, n)}\n",
    "data_info = {'wavelength': wavelength, 'detector_distance': detector_distance,\n",
    "             'detector_pixel_size': pixel_size_detector}\n",
    "init = simulation.Simulation(obj_info=obj_init_info, probe_info=probe_init_info, data_info=data_info)\n",
    "\n",
    "init.make_obj()\n",
    "init.make_probe()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Alter the positions & create the Ptycho object\n",
    "We just alter two positions here, but more can be added.\n",
    "\n",
    "The `p._interpolation` parameter can be used to trigger the use of interpolation - i.e. when a scan position does not correspond to an integer number of pixels, the object is interpolated with a bilinear approximation. Note that it is not necessary to use this interpolation to detetermine the "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ScaleObjProbe: 4342.861 295804.06 22119.73934359367 1227.4508294961252 18.020875979504595\n"
     ]
    }
   ],
   "source": [
    "posx1, posy1 = posx.copy(), posy.copy()\n",
    "posx1[10] += 5\n",
    "posy1[10] += 10\n",
    "posx1[20] -= 5\n",
    "posy1[20] -= 5\n",
    "\n",
    "if False:\n",
    "    posx1, posy1 = np.round(posx1), np.round(posy1)\n",
    "\n",
    "data = PtychoData(iobs=ampl ** 2, positions=(posx1 * pixel_size_object, posy1 * pixel_size_object), \n",
    "                  detector_distance=1, mask=None, pixel_size_detector=55e-6, wavelength=1.5e-10)\n",
    "\n",
    "p = Ptycho(probe=s.probe.values, obj=init.obj.values, data=data, background=None) # Random object start\n",
    "\n",
    "\n",
    "# Use interpolation ?\n",
    "p._interpolation = False\n",
    "\n",
    "# Initial scaling of object and probe\n",
    "p = ScaleObjProbe(verbose=True) * p"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Initial object and probe optimisation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
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       "        icon_img.src = '_images/' + image + '.png';\n",
       "        icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
       "        icon_img.alt = tooltip;\n",
       "        button.appendChild(icon_img);\n",
       "\n",
       "        buttonGroup.appendChild(button);\n",
       "    }\n",
       "\n",
       "    if (buttonGroup.hasChildNodes()) {\n",
       "        toolbar.appendChild(buttonGroup);\n",
       "    }\n",
       "\n",
       "    var fmt_picker = document.createElement('select');\n",
       "    fmt_picker.classList = 'mpl-widget';\n",
       "    toolbar.appendChild(fmt_picker);\n",
       "    this.format_dropdown = fmt_picker;\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = document.createElement('option');\n",
       "        option.selected = fmt === mpl.default_extension;\n",
       "        option.innerHTML = fmt;\n",
       "        fmt_picker.appendChild(option);\n",
       "    }\n",
       "\n",
       "    var status_bar = document.createElement('span');\n",
       "    status_bar.classList = 'mpl-message';\n",
       "    toolbar.appendChild(status_bar);\n",
       "    this.message = status_bar;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
       "    // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
       "    // which will in turn request a refresh of the image.\n",
       "    this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.send_message = function (type, properties) {\n",
       "    properties['type'] = type;\n",
       "    properties['figure_id'] = this.id;\n",
       "    this.ws.send(JSON.stringify(properties));\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.send_draw_message = function () {\n",
       "    if (!this.waiting) {\n",
       "        this.waiting = true;\n",
       "        this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
       "    var format_dropdown = fig.format_dropdown;\n",
       "    var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
       "    fig.ondownload(fig, format);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
       "    var size = msg['size'];\n",
       "    if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
       "        fig._resize_canvas(size[0], size[1], msg['forward']);\n",
       "        fig.send_message('refresh', {});\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
       "    var x0 = msg['x0'] / fig.ratio;\n",
       "    var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
       "    var x1 = msg['x1'] / fig.ratio;\n",
       "    var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
       "    x0 = Math.floor(x0) + 0.5;\n",
       "    y0 = Math.floor(y0) + 0.5;\n",
       "    x1 = Math.floor(x1) + 0.5;\n",
       "    y1 = Math.floor(y1) + 0.5;\n",
       "    var min_x = Math.min(x0, x1);\n",
       "    var min_y = Math.min(y0, y1);\n",
       "    var width = Math.abs(x1 - x0);\n",
       "    var height = Math.abs(y1 - y0);\n",
       "\n",
       "    fig.rubberband_context.clearRect(\n",
       "        0,\n",
       "        0,\n",
       "        fig.canvas.width / fig.ratio,\n",
       "        fig.canvas.height / fig.ratio\n",
       "    );\n",
       "\n",
       "    fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
       "    // Updates the figure title.\n",
       "    fig.header.textContent = msg['label'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
       "    fig.rubberband_canvas.style.cursor = msg['cursor'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_message = function (fig, msg) {\n",
       "    fig.message.textContent = msg['message'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
       "    // Request the server to send over a new figure.\n",
       "    fig.send_draw_message();\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
       "    fig.image_mode = msg['mode'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
       "    for (var key in msg) {\n",
       "        if (!(key in fig.buttons)) {\n",
       "            continue;\n",
       "        }\n",
       "        fig.buttons[key].disabled = !msg[key];\n",
       "        fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
       "    if (msg['mode'] === 'PAN') {\n",
       "        fig.buttons['Pan'].classList.add('active');\n",
       "        fig.buttons['Zoom'].classList.remove('active');\n",
       "    } else if (msg['mode'] === 'ZOOM') {\n",
       "        fig.buttons['Pan'].classList.remove('active');\n",
       "        fig.buttons['Zoom'].classList.add('active');\n",
       "    } else {\n",
       "        fig.buttons['Pan'].classList.remove('active');\n",
       "        fig.buttons['Zoom'].classList.remove('active');\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function () {\n",
       "    // Called whenever the canvas gets updated.\n",
       "    this.send_message('ack', {});\n",
       "};\n",
       "\n",
       "// A function to construct a web socket function for onmessage handling.\n",
       "// Called in the figure constructor.\n",
       "mpl.figure.prototype._make_on_message_function = function (fig) {\n",
       "    return function socket_on_message(evt) {\n",
       "        if (evt.data instanceof Blob) {\n",
       "            var img = evt.data;\n",
       "            if (img.type !== 'image/png') {\n",
       "                /* FIXME: We get \"Resource interpreted as Image but\n",
       "                 * transferred with MIME type text/plain:\" errors on\n",
       "                 * Chrome.  But how to set the MIME type?  It doesn't seem\n",
       "                 * to be part of the websocket stream */\n",
       "                img.type = 'image/png';\n",
       "            }\n",
       "\n",
       "            /* Free the memory for the previous frames */\n",
       "            if (fig.imageObj.src) {\n",
       "                (window.URL || window.webkitURL).revokeObjectURL(\n",
       "                    fig.imageObj.src\n",
       "                );\n",
       "            }\n",
       "\n",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                img\n",
       "            );\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        } else if (\n",
       "            typeof evt.data === 'string' &&\n",
       "            evt.data.slice(0, 21) === 'data:image/png;base64'\n",
       "        ) {\n",
       "            fig.imageObj.src = evt.data;\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var msg = JSON.parse(evt.data);\n",
       "        var msg_type = msg['type'];\n",
       "\n",
       "        // Call the  \"handle_{type}\" callback, which takes\n",
       "        // the figure and JSON message as its only arguments.\n",
       "        try {\n",
       "            var callback = fig['handle_' + msg_type];\n",
       "        } catch (e) {\n",
       "            console.log(\n",
       "                \"No handler for the '\" + msg_type + \"' message type: \",\n",
       "                msg\n",
       "            );\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        if (callback) {\n",
       "            try {\n",
       "                // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
       "                callback(fig, msg);\n",
       "            } catch (e) {\n",
       "                console.log(\n",
       "                    \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
       "                    e,\n",
       "                    e.stack,\n",
       "                    msg\n",
       "                );\n",
       "            }\n",
       "        }\n",
       "    };\n",
       "};\n",
       "\n",
       "// from https://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
       "mpl.findpos = function (e) {\n",
       "    //this section is from http://www.quirksmode.org/js/events_properties.html\n",
       "    var targ;\n",
       "    if (!e) {\n",
       "        e = window.event;\n",
       "    }\n",
       "    if (e.target) {\n",
       "        targ = e.target;\n",
       "    } else if (e.srcElement) {\n",
       "        targ = e.srcElement;\n",
       "    }\n",
       "    if (targ.nodeType === 3) {\n",
       "        // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "    }\n",
       "\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    var boundingRect = targ.getBoundingClientRect();\n",
       "    var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
       "    var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
       "\n",
       "    return { x: x, y: y };\n",
       "};\n",
       "\n",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * https://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys(original) {\n",
       "    return Object.keys(original).reduce(function (obj, key) {\n",
       "        if (typeof original[key] !== 'object') {\n",
       "            obj[key] = original[key];\n",
       "        }\n",
       "        return obj;\n",
       "    }, {});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.mouse_event = function (event, name) {\n",
       "    var canvas_pos = mpl.findpos(event);\n",
       "\n",
       "    if (name === 'button_press') {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x * this.ratio;\n",
       "    var y = canvas_pos.y * this.ratio;\n",
       "\n",
       "    this.send_message(name, {\n",
       "        x: x,\n",
       "        y: y,\n",
       "        button: event.button,\n",
       "        step: event.step,\n",
       "        guiEvent: simpleKeys(event),\n",
       "    });\n",
       "\n",
       "    /* This prevents the web browser from automatically changing to\n",
       "     * the text insertion cursor when the button is pressed.  We want\n",
       "     * to control all of the cursor setting manually through the\n",
       "     * 'cursor' event from matplotlib */\n",
       "    event.preventDefault();\n",
       "    return false;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
       "    // Handle any extra behaviour associated with a key event\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.key_event = function (event, name) {\n",
       "    // Prevent repeat events\n",
       "    if (name === 'key_press') {\n",
       "        if (event.key === this._key) {\n",
       "            return;\n",
       "        } else {\n",
       "            this._key = event.key;\n",
       "        }\n",
       "    }\n",
       "    if (name === 'key_release') {\n",
       "        this._key = null;\n",
       "    }\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.key !== 'Control') {\n",
       "        value += 'ctrl+';\n",
       "    }\n",
       "    else if (event.altKey && event.key !== 'Alt') {\n",
       "        value += 'alt+';\n",
       "    }\n",
       "    else if (event.shiftKey && event.key !== 'Shift') {\n",
       "        value += 'shift+';\n",
       "    }\n",
       "\n",
       "    value += 'k' + event.key;\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
       "    return false;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
       "    if (name === 'download') {\n",
       "        this.handle_save(this, null);\n",
       "    } else {\n",
       "        this.send_message('toolbar_button', { name: name });\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
       "    this.message.textContent = tooltip;\n",
       "};\n",
       "\n",
       "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n",
       "// prettier-ignore\n",
       "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n",
       "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n",
       "\n",
       "mpl.default_extension = \"png\";/* global mpl */\n",
       "\n",
       "var comm_websocket_adapter = function (comm) {\n",
       "    // Create a \"websocket\"-like object which calls the given IPython comm\n",
       "    // object with the appropriate methods. Currently this is a non binary\n",
       "    // socket, so there is still some room for performance tuning.\n",
       "    var ws = {};\n",
       "\n",
       "    ws.binaryType = comm.kernel.ws.binaryType;\n",
       "    ws.readyState = comm.kernel.ws.readyState;\n",
       "    function updateReadyState(_event) {\n",
       "        if (comm.kernel.ws) {\n",
       "            ws.readyState = comm.kernel.ws.readyState;\n",
       "        } else {\n",
       "            ws.readyState = 3; // Closed state.\n",
       "        }\n",
       "    }\n",
       "    comm.kernel.ws.addEventListener('open', updateReadyState);\n",
       "    comm.kernel.ws.addEventListener('close', updateReadyState);\n",
       "    comm.kernel.ws.addEventListener('error', updateReadyState);\n",
       "\n",
       "    ws.close = function () {\n",
       "        comm.close();\n",
       "    };\n",
       "    ws.send = function (m) {\n",
       "        //console.log('sending', m);\n",
       "        comm.send(m);\n",
       "    };\n",
       "    // Register the callback with on_msg.\n",
       "    comm.on_msg(function (msg) {\n",
       "        //console.log('receiving', msg['content']['data'], msg);\n",
       "        var data = msg['content']['data'];\n",
       "        if (data['blob'] !== undefined) {\n",
       "            data = {\n",
       "                data: new Blob(msg['buffers'], { type: data['blob'] }),\n",
       "            };\n",
       "        }\n",
       "        // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
       "        ws.onmessage(data);\n",
       "    });\n",
       "    return ws;\n",
       "};\n",
       "\n",
       "mpl.mpl_figure_comm = function (comm, msg) {\n",
       "    // This is the function which gets called when the mpl process\n",
       "    // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
       "\n",
       "    var id = msg.content.data.id;\n",
       "    // Get hold of the div created by the display call when the Comm\n",
       "    // socket was opened in Python.\n",
       "    var element = document.getElementById(id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm);\n",
       "\n",
       "    function ondownload(figure, _format) {\n",
       "        window.open(figure.canvas.toDataURL());\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
       "\n",
       "    // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
       "    // web socket which is closed, not our websocket->open comm proxy.\n",
       "    ws_proxy.onopen();\n",
       "\n",
       "    fig.parent_element = element;\n",
       "    fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
       "    if (!fig.cell_info) {\n",
       "        console.error('Failed to find cell for figure', id, fig);\n",
       "        return;\n",
       "    }\n",
       "    fig.cell_info[0].output_area.element.on(\n",
       "        'cleared',\n",
       "        { fig: fig },\n",
       "        fig._remove_fig_handler\n",
       "    );\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function (fig, msg) {\n",
       "    var width = fig.canvas.width / fig.ratio;\n",
       "    fig.cell_info[0].output_area.element.off(\n",
       "        'cleared',\n",
       "        fig._remove_fig_handler\n",
       "    );\n",
       "    fig.resizeObserverInstance.unobserve(fig.canvas_div);\n",
       "\n",
       "    // Update the output cell to use the data from the current canvas.\n",
       "    fig.push_to_output();\n",
       "    var dataURL = fig.canvas.toDataURL();\n",
       "    // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
       "    // the notebook keyboard shortcuts fail.\n",
       "    IPython.keyboard_manager.enable();\n",
       "    fig.parent_element.innerHTML =\n",
       "        '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "    fig.close_ws(fig, msg);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.close_ws = function (fig, msg) {\n",
       "    fig.send_message('closing', msg);\n",
       "    // fig.ws.close()\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
       "    // Turn the data on the canvas into data in the output cell.\n",
       "    var width = this.canvas.width / this.ratio;\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] =\n",
       "        '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function () {\n",
       "    // Tell IPython that the notebook contents must change.\n",
       "    IPython.notebook.set_dirty(true);\n",
       "    this.send_message('ack', {});\n",
       "    var fig = this;\n",
       "    // Wait a second, then push the new image to the DOM so\n",
       "    // that it is saved nicely (might be nice to debounce this).\n",
       "    setTimeout(function () {\n",
       "        fig.push_to_output();\n",
       "    }, 1000);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var toolbar = document.createElement('div');\n",
       "    toolbar.classList = 'btn-toolbar';\n",
       "    this.root.appendChild(toolbar);\n",
       "\n",
       "    function on_click_closure(name) {\n",
       "        return function (_event) {\n",
       "            return fig.toolbar_button_onclick(name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    function on_mouseover_closure(tooltip) {\n",
       "        return function (event) {\n",
       "            if (!event.currentTarget.disabled) {\n",
       "                return fig.toolbar_button_onmouseover(tooltip);\n",
       "            }\n",
       "        };\n",
       "    }\n",
       "\n",
       "    fig.buttons = {};\n",
       "    var buttonGroup = document.createElement('div');\n",
       "    buttonGroup.classList = 'btn-group';\n",
       "    var button;\n",
       "    for (var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            /* Instead of a spacer, we start a new button group. */\n",
       "            if (buttonGroup.hasChildNodes()) {\n",
       "                toolbar.appendChild(buttonGroup);\n",
       "            }\n",
       "            buttonGroup = document.createElement('div');\n",
       "            buttonGroup.classList = 'btn-group';\n",
       "            continue;\n",
       "        }\n",
       "\n",
       "        button = fig.buttons[name] = document.createElement('button');\n",
       "        button.classList = 'btn btn-default';\n",
       "        button.href = '#';\n",
       "        button.title = name;\n",
       "        button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
       "        button.addEventListener('click', on_click_closure(method_name));\n",
       "        button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
       "        buttonGroup.appendChild(button);\n",
       "    }\n",
       "\n",
       "    if (buttonGroup.hasChildNodes()) {\n",
       "        toolbar.appendChild(buttonGroup);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = document.createElement('span');\n",
       "    status_bar.classList = 'mpl-message pull-right';\n",
       "    toolbar.appendChild(status_bar);\n",
       "    this.message = status_bar;\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = document.createElement('div');\n",
       "    buttongrp.classList = 'btn-group inline pull-right';\n",
       "    button = document.createElement('button');\n",
       "    button.classList = 'btn btn-mini btn-primary';\n",
       "    button.href = '#';\n",
       "    button.title = 'Stop Interaction';\n",
       "    button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
       "    button.addEventListener('click', function (_evt) {\n",
       "        fig.handle_close(fig, {});\n",
       "    });\n",
       "    button.addEventListener(\n",
       "        'mouseover',\n",
       "        on_mouseover_closure('Stop Interaction')\n",
       "    );\n",
       "    buttongrp.appendChild(button);\n",
       "    var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
       "    titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._remove_fig_handler = function (event) {\n",
       "    var fig = event.data.fig;\n",
       "    if (event.target !== this) {\n",
       "        // Ignore bubbled events from children.\n",
       "        return;\n",
       "    }\n",
       "    fig.close_ws(fig, {});\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function (el) {\n",
       "    el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function (el) {\n",
       "    // this is important to make the div 'focusable\n",
       "    el.setAttribute('tabindex', 0);\n",
       "    // reach out to IPython and tell the keyboard manager to turn it's self\n",
       "    // off when our div gets focus\n",
       "\n",
       "    // location in version 3\n",
       "    if (IPython.notebook.keyboard_manager) {\n",
       "        IPython.notebook.keyboard_manager.register_events(el);\n",
       "    } else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
       "    // Check for shift+enter\n",
       "    if (event.shiftKey && event.which === 13) {\n",
       "        this.canvas_div.blur();\n",
       "        // select the cell after this one\n",
       "        var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
       "        IPython.notebook.select(index + 1);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
       "    fig.ondownload(fig, null);\n",
       "};\n",
       "\n",
       "mpl.find_output_cell = function (html_output) {\n",
       "    // Return the cell and output element which can be found *uniquely* in the notebook.\n",
       "    // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
       "    // IPython event is triggered only after the cells have been serialised, which for\n",
       "    // our purposes (turning an active figure into a static one), is too late.\n",
       "    var cells = IPython.notebook.get_cells();\n",
       "    var ncells = cells.length;\n",
       "    for (var i = 0; i < ncells; i++) {\n",
       "        var cell = cells[i];\n",
       "        if (cell.cell_type === 'code') {\n",
       "            for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
       "                var data = cell.output_area.outputs[j];\n",
       "                if (data.data) {\n",
       "                    // IPython >= 3 moved mimebundle to data attribute of output\n",
       "                    data = data.data;\n",
       "                }\n",
       "                if (data['text/html'] === html_output) {\n",
       "                    return [cell, data, j];\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "// Register the function which deals with the matplotlib target/channel.\n",
       "// The kernel may be null if the page has been refreshed.\n",
       "if (IPython.notebook.kernel !== null) {\n",
       "    IPython.notebook.kernel.comm_manager.register_target(\n",
       "        'matplotlib',\n",
       "        mpl.mpl_figure_comm\n",
       "    );\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
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     "output_type": "display_data"
    },
    {
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\" width=\"640\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "DM/o/p     #  0 LLK= 292753.77(p) 565050436.27(g) 464747.43(e), nb photons=2.371754e+13, dt/cycle=0.117s\n",
      "DM/o/p     # 20 LLK= 17818.96(p) 2186092.27(g) 27596.44(e), nb photons=2.475301e+13, dt/cycle=0.026s\n",
      "DM/o/p     # 39 LLK= 23930.98(p) 2355334.40(g) 36488.55(e), nb photons=2.454958e+13, dt/cycle=0.026s\n",
      "AP/o       # 40 LLK= 23931.00(p) 2355332.53(g) 36488.58(e), nb photons=2.454957e+13, dt/cycle=0.218s\n",
      "AP/o       # 60 LLK=  7552.97(p) 4138536.53(g) 14960.14(e), nb photons=2.491395e+13, dt/cycle=0.018s\n",
      "AP/o       # 79 LLK=  6991.36(p) 3808269.07(g) 13995.02(e), nb photons=2.491575e+13, dt/cycle=0.019s\n",
      "ML/o/p     # 81 LLK=  6590.69(p) 3506709.87(g) 13189.20(e), nb photons=2.491670e+13, dt/cycle=0.104s\n",
      "ML/o/p     #101 LLK=  6114.22(p) 4837075.20(g) 12981.71(e), nb photons=2.494196e+13, dt/cycle=0.037s\n",
      "ML/o/p     #120 LLK=  6022.78(p) 4885213.33(g) 12855.35(e), nb photons=2.494200e+13, dt/cycle=0.038s\n"
     ]
    }
   ],
   "source": [
    "plt.figure()\n",
    "p = DM(update_object=True, update_probe=True, calc_llk=20, show_obj_probe=20)**40 * p\n",
    "p = AP(update_object=True, update_probe=False, calc_llk=20, show_obj_probe=20)**40 * p\n",
    "p = ML(update_object=True, update_probe=True, calc_llk=20, show_obj_probe=20)**40 * p"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Optimise positions\n",
    "This works best using AP or ML algorithms. DM tends to be more unstable.\n",
    "\n",
    "We use the `pos_history` option so that we can plot the position history vs the cycle number later. It slows down the optimisation as data needs to be retreived from the GPU for each cycle."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "/* global mpl */\n",
       "window.mpl = {};\n",
       "\n",
       "mpl.get_websocket_type = function () {\n",
       "    if (typeof WebSocket !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof MozWebSocket !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        alert(\n",
       "            'Your browser does not have WebSocket support. ' +\n",
       "                'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
       "                'Firefox 4 and 5 are also supported but you ' +\n",
       "                'have to enable WebSockets in about:config.'\n",
       "        );\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = this.ws.binaryType !== undefined;\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById('mpl-warnings');\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent =\n",
       "                'This browser does not support binary websocket messages. ' +\n",
       "                'Performance may be slow.';\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = document.createElement('div');\n",
       "    this.root.setAttribute('style', 'display: inline-block');\n",
       "    this._root_extra_style(this.root);\n",
       "\n",
       "    parent_element.appendChild(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen = function () {\n",
       "        fig.send_message('supports_binary', { value: fig.supports_binary });\n",
       "        fig.send_message('send_image_mode', {});\n",
       "        if (fig.ratio !== 1) {\n",
       "            fig.send_message('set_device_pixel_ratio', {\n",
       "                device_pixel_ratio: fig.ratio,\n",
       "            });\n",
       "        }\n",
       "        fig.send_message('refresh', {});\n",
       "    };\n",
       "\n",
       "    this.imageObj.onload = function () {\n",
       "        if (fig.image_mode === 'full') {\n",
       "            // Full images could contain transparency (where diff images\n",
       "            // almost always do), so we need to clear the canvas so that\n",
       "            // there is no ghosting.\n",
       "            fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "        }\n",
       "        fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "    };\n",
       "\n",
       "    this.imageObj.onunload = function () {\n",
       "        fig.ws.close();\n",
       "    };\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_header = function () {\n",
       "    var titlebar = document.createElement('div');\n",
       "    titlebar.classList =\n",
       "        'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
       "    var titletext = document.createElement('div');\n",
       "    titletext.classList = 'ui-dialog-title';\n",
       "    titletext.setAttribute(\n",
       "        'style',\n",
       "        'width: 100%; text-align: center; padding: 3px;'\n",
       "    );\n",
       "    titlebar.appendChild(titletext);\n",
       "    this.root.appendChild(titlebar);\n",
       "    this.header = titletext;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = (this.canvas_div = document.createElement('div'));\n",
       "    canvas_div.setAttribute(\n",
       "        'style',\n",
       "        'border: 1px solid #ddd;' +\n",
       "            'box-sizing: content-box;' +\n",
       "            'clear: both;' +\n",
       "            'min-height: 1px;' +\n",
       "            'min-width: 1px;' +\n",
       "            'outline: 0;' +\n",
       "            'overflow: hidden;' +\n",
       "            'position: relative;' +\n",
       "            'resize: both;'\n",
       "    );\n",
       "\n",
       "    function on_keyboard_event_closure(name) {\n",
       "        return function (event) {\n",
       "            return fig.key_event(event, name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    canvas_div.addEventListener(\n",
       "        'keydown',\n",
       "        on_keyboard_event_closure('key_press')\n",
       "    );\n",
       "    canvas_div.addEventListener(\n",
       "        'keyup',\n",
       "        on_keyboard_event_closure('key_release')\n",
       "    );\n",
       "\n",
       "    this._canvas_extra_style(canvas_div);\n",
       "    this.root.appendChild(canvas_div);\n",
       "\n",
       "    var canvas = (this.canvas = document.createElement('canvas'));\n",
       "    canvas.classList.add('mpl-canvas');\n",
       "    canvas.setAttribute('style', 'box-sizing: content-box;');\n",
       "\n",
       "    this.context = canvas.getContext('2d');\n",
       "\n",
       "    var backingStore =\n",
       "        this.context.backingStorePixelRatio ||\n",
       "        this.context.webkitBackingStorePixelRatio ||\n",
       "        this.context.mozBackingStorePixelRatio ||\n",
       "        this.context.msBackingStorePixelRatio ||\n",
       "        this.context.oBackingStorePixelRatio ||\n",
       "        this.context.backingStorePixelRatio ||\n",
       "        1;\n",
       "\n",
       "    this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
       "\n",
       "    var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
       "        'canvas'\n",
       "    ));\n",
       "    rubberband_canvas.setAttribute(\n",
       "        'style',\n",
       "        'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
       "    );\n",
       "\n",
       "    // Apply a ponyfill if ResizeObserver is not implemented by browser.\n",
       "    if (this.ResizeObserver === undefined) {\n",
       "        if (window.ResizeObserver !== undefined) {\n",
       "            this.ResizeObserver = window.ResizeObserver;\n",
       "        } else {\n",
       "            var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n",
       "            this.ResizeObserver = obs.ResizeObserver;\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n",
       "        var nentries = entries.length;\n",
       "        for (var i = 0; i < nentries; i++) {\n",
       "            var entry = entries[i];\n",
       "            var width, height;\n",
       "            if (entry.contentBoxSize) {\n",
       "                if (entry.contentBoxSize instanceof Array) {\n",
       "                    // Chrome 84 implements new version of spec.\n",
       "                    width = entry.contentBoxSize[0].inlineSize;\n",
       "                    height = entry.contentBoxSize[0].blockSize;\n",
       "                } else {\n",
       "                    // Firefox implements old version of spec.\n",
       "                    width = entry.contentBoxSize.inlineSize;\n",
       "                    height = entry.contentBoxSize.blockSize;\n",
       "                }\n",
       "            } else {\n",
       "                // Chrome <84 implements even older version of spec.\n",
       "                width = entry.contentRect.width;\n",
       "                height = entry.contentRect.height;\n",
       "            }\n",
       "\n",
       "            // Keep the size of the canvas and rubber band canvas in sync with\n",
       "            // the canvas container.\n",
       "            if (entry.devicePixelContentBoxSize) {\n",
       "                // Chrome 84 implements new version of spec.\n",
       "                canvas.setAttribute(\n",
       "                    'width',\n",
       "                    entry.devicePixelContentBoxSize[0].inlineSize\n",
       "                );\n",
       "                canvas.setAttribute(\n",
       "                    'height',\n",
       "                    entry.devicePixelContentBoxSize[0].blockSize\n",
       "                );\n",
       "            } else {\n",
       "                canvas.setAttribute('width', width * fig.ratio);\n",
       "                canvas.setAttribute('height', height * fig.ratio);\n",
       "            }\n",
       "            canvas.setAttribute(\n",
       "                'style',\n",
       "                'width: ' + width + 'px; height: ' + height + 'px;'\n",
       "            );\n",
       "\n",
       "            rubberband_canvas.setAttribute('width', width);\n",
       "            rubberband_canvas.setAttribute('height', height);\n",
       "\n",
       "            // And update the size in Python. We ignore the initial 0/0 size\n",
       "            // that occurs as the element is placed into the DOM, which should\n",
       "            // otherwise not happen due to the minimum size styling.\n",
       "            if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n",
       "                fig.request_resize(width, height);\n",
       "            }\n",
       "        }\n",
       "    });\n",
       "    this.resizeObserverInstance.observe(canvas_div);\n",
       "\n",
       "    function on_mouse_event_closure(name) {\n",
       "        return function (event) {\n",
       "            return fig.mouse_event(event, name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mousedown',\n",
       "        on_mouse_event_closure('button_press')\n",
       "    );\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mouseup',\n",
       "        on_mouse_event_closure('button_release')\n",
       "    );\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'dblclick',\n",
       "        on_mouse_event_closure('dblclick')\n",
       "    );\n",
       "    // Throttle sequential mouse events to 1 every 20ms.\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mousemove',\n",
       "        on_mouse_event_closure('motion_notify')\n",
       "    );\n",
       "\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mouseenter',\n",
       "        on_mouse_event_closure('figure_enter')\n",
       "    );\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mouseleave',\n",
       "        on_mouse_event_closure('figure_leave')\n",
       "    );\n",
       "\n",
       "    canvas_div.addEventListener('wheel', function (event) {\n",
       "        if (event.deltaY < 0) {\n",
       "            event.step = 1;\n",
       "        } else {\n",
       "            event.step = -1;\n",
       "        }\n",
       "        on_mouse_event_closure('scroll')(event);\n",
       "    });\n",
       "\n",
       "    canvas_div.appendChild(canvas);\n",
       "    canvas_div.appendChild(rubberband_canvas);\n",
       "\n",
       "    this.rubberband_context = rubberband_canvas.getContext('2d');\n",
       "    this.rubberband_context.strokeStyle = '#000000';\n",
       "\n",
       "    this._resize_canvas = function (width, height, forward) {\n",
       "        if (forward) {\n",
       "            canvas_div.style.width = width + 'px';\n",
       "            canvas_div.style.height = height + 'px';\n",
       "        }\n",
       "    };\n",
       "\n",
       "    // Disable right mouse context menu.\n",
       "    this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
       "        event.preventDefault();\n",
       "        return false;\n",
       "    });\n",
       "\n",
       "    function set_focus() {\n",
       "        canvas.focus();\n",
       "        canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    window.setTimeout(set_focus, 100);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var toolbar = document.createElement('div');\n",
       "    toolbar.classList = 'mpl-toolbar';\n",
       "    this.root.appendChild(toolbar);\n",
       "\n",
       "    function on_click_closure(name) {\n",
       "        return function (_event) {\n",
       "            return fig.toolbar_button_onclick(name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    function on_mouseover_closure(tooltip) {\n",
       "        return function (event) {\n",
       "            if (!event.currentTarget.disabled) {\n",
       "                return fig.toolbar_button_onmouseover(tooltip);\n",
       "            }\n",
       "        };\n",
       "    }\n",
       "\n",
       "    fig.buttons = {};\n",
       "    var buttonGroup = document.createElement('div');\n",
       "    buttonGroup.classList = 'mpl-button-group';\n",
       "    for (var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            /* Instead of a spacer, we start a new button group. */\n",
       "            if (buttonGroup.hasChildNodes()) {\n",
       "                toolbar.appendChild(buttonGroup);\n",
       "            }\n",
       "            buttonGroup = document.createElement('div');\n",
       "            buttonGroup.classList = 'mpl-button-group';\n",
       "            continue;\n",
       "        }\n",
       "\n",
       "        var button = (fig.buttons[name] = document.createElement('button'));\n",
       "        button.classList = 'mpl-widget';\n",
       "        button.setAttribute('role', 'button');\n",
       "        button.setAttribute('aria-disabled', 'false');\n",
       "        button.addEventListener('click', on_click_closure(method_name));\n",
       "        button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
       "\n",
       "        var icon_img = document.createElement('img');\n",
       "        icon_img.src = '_images/' + image + '.png';\n",
       "        icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
       "        icon_img.alt = tooltip;\n",
       "        button.appendChild(icon_img);\n",
       "\n",
       "        buttonGroup.appendChild(button);\n",
       "    }\n",
       "\n",
       "    if (buttonGroup.hasChildNodes()) {\n",
       "        toolbar.appendChild(buttonGroup);\n",
       "    }\n",
       "\n",
       "    var fmt_picker = document.createElement('select');\n",
       "    fmt_picker.classList = 'mpl-widget';\n",
       "    toolbar.appendChild(fmt_picker);\n",
       "    this.format_dropdown = fmt_picker;\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = document.createElement('option');\n",
       "        option.selected = fmt === mpl.default_extension;\n",
       "        option.innerHTML = fmt;\n",
       "        fmt_picker.appendChild(option);\n",
       "    }\n",
       "\n",
       "    var status_bar = document.createElement('span');\n",
       "    status_bar.classList = 'mpl-message';\n",
       "    toolbar.appendChild(status_bar);\n",
       "    this.message = status_bar;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
       "    // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
       "    // which will in turn request a refresh of the image.\n",
       "    this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.send_message = function (type, properties) {\n",
       "    properties['type'] = type;\n",
       "    properties['figure_id'] = this.id;\n",
       "    this.ws.send(JSON.stringify(properties));\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.send_draw_message = function () {\n",
       "    if (!this.waiting) {\n",
       "        this.waiting = true;\n",
       "        this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
       "    var format_dropdown = fig.format_dropdown;\n",
       "    var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
       "    fig.ondownload(fig, format);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
       "    var size = msg['size'];\n",
       "    if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
       "        fig._resize_canvas(size[0], size[1], msg['forward']);\n",
       "        fig.send_message('refresh', {});\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
       "    var x0 = msg['x0'] / fig.ratio;\n",
       "    var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
       "    var x1 = msg['x1'] / fig.ratio;\n",
       "    var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
       "    x0 = Math.floor(x0) + 0.5;\n",
       "    y0 = Math.floor(y0) + 0.5;\n",
       "    x1 = Math.floor(x1) + 0.5;\n",
       "    y1 = Math.floor(y1) + 0.5;\n",
       "    var min_x = Math.min(x0, x1);\n",
       "    var min_y = Math.min(y0, y1);\n",
       "    var width = Math.abs(x1 - x0);\n",
       "    var height = Math.abs(y1 - y0);\n",
       "\n",
       "    fig.rubberband_context.clearRect(\n",
       "        0,\n",
       "        0,\n",
       "        fig.canvas.width / fig.ratio,\n",
       "        fig.canvas.height / fig.ratio\n",
       "    );\n",
       "\n",
       "    fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
       "    // Updates the figure title.\n",
       "    fig.header.textContent = msg['label'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
       "    fig.rubberband_canvas.style.cursor = msg['cursor'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_message = function (fig, msg) {\n",
       "    fig.message.textContent = msg['message'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
       "    // Request the server to send over a new figure.\n",
       "    fig.send_draw_message();\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
       "    fig.image_mode = msg['mode'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
       "    for (var key in msg) {\n",
       "        if (!(key in fig.buttons)) {\n",
       "            continue;\n",
       "        }\n",
       "        fig.buttons[key].disabled = !msg[key];\n",
       "        fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
       "    if (msg['mode'] === 'PAN') {\n",
       "        fig.buttons['Pan'].classList.add('active');\n",
       "        fig.buttons['Zoom'].classList.remove('active');\n",
       "    } else if (msg['mode'] === 'ZOOM') {\n",
       "        fig.buttons['Pan'].classList.remove('active');\n",
       "        fig.buttons['Zoom'].classList.add('active');\n",
       "    } else {\n",
       "        fig.buttons['Pan'].classList.remove('active');\n",
       "        fig.buttons['Zoom'].classList.remove('active');\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function () {\n",
       "    // Called whenever the canvas gets updated.\n",
       "    this.send_message('ack', {});\n",
       "};\n",
       "\n",
       "// A function to construct a web socket function for onmessage handling.\n",
       "// Called in the figure constructor.\n",
       "mpl.figure.prototype._make_on_message_function = function (fig) {\n",
       "    return function socket_on_message(evt) {\n",
       "        if (evt.data instanceof Blob) {\n",
       "            var img = evt.data;\n",
       "            if (img.type !== 'image/png') {\n",
       "                /* FIXME: We get \"Resource interpreted as Image but\n",
       "                 * transferred with MIME type text/plain:\" errors on\n",
       "                 * Chrome.  But how to set the MIME type?  It doesn't seem\n",
       "                 * to be part of the websocket stream */\n",
       "                img.type = 'image/png';\n",
       "            }\n",
       "\n",
       "            /* Free the memory for the previous frames */\n",
       "            if (fig.imageObj.src) {\n",
       "                (window.URL || window.webkitURL).revokeObjectURL(\n",
       "                    fig.imageObj.src\n",
       "                );\n",
       "            }\n",
       "\n",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                img\n",
       "            );\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        } else if (\n",
       "            typeof evt.data === 'string' &&\n",
       "            evt.data.slice(0, 21) === 'data:image/png;base64'\n",
       "        ) {\n",
       "            fig.imageObj.src = evt.data;\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var msg = JSON.parse(evt.data);\n",
       "        var msg_type = msg['type'];\n",
       "\n",
       "        // Call the  \"handle_{type}\" callback, which takes\n",
       "        // the figure and JSON message as its only arguments.\n",
       "        try {\n",
       "            var callback = fig['handle_' + msg_type];\n",
       "        } catch (e) {\n",
       "            console.log(\n",
       "                \"No handler for the '\" + msg_type + \"' message type: \",\n",
       "                msg\n",
       "            );\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        if (callback) {\n",
       "            try {\n",
       "                // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
       "                callback(fig, msg);\n",
       "            } catch (e) {\n",
       "                console.log(\n",
       "                    \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
       "                    e,\n",
       "                    e.stack,\n",
       "                    msg\n",
       "                );\n",
       "            }\n",
       "        }\n",
       "    };\n",
       "};\n",
       "\n",
       "// from https://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
       "mpl.findpos = function (e) {\n",
       "    //this section is from http://www.quirksmode.org/js/events_properties.html\n",
       "    var targ;\n",
       "    if (!e) {\n",
       "        e = window.event;\n",
       "    }\n",
       "    if (e.target) {\n",
       "        targ = e.target;\n",
       "    } else if (e.srcElement) {\n",
       "        targ = e.srcElement;\n",
       "    }\n",
       "    if (targ.nodeType === 3) {\n",
       "        // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "    }\n",
       "\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    var boundingRect = targ.getBoundingClientRect();\n",
       "    var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
       "    var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
       "\n",
       "    return { x: x, y: y };\n",
       "};\n",
       "\n",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * https://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys(original) {\n",
       "    return Object.keys(original).reduce(function (obj, key) {\n",
       "        if (typeof original[key] !== 'object') {\n",
       "            obj[key] = original[key];\n",
       "        }\n",
       "        return obj;\n",
       "    }, {});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.mouse_event = function (event, name) {\n",
       "    var canvas_pos = mpl.findpos(event);\n",
       "\n",
       "    if (name === 'button_press') {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x * this.ratio;\n",
       "    var y = canvas_pos.y * this.ratio;\n",
       "\n",
       "    this.send_message(name, {\n",
       "        x: x,\n",
       "        y: y,\n",
       "        button: event.button,\n",
       "        step: event.step,\n",
       "        guiEvent: simpleKeys(event),\n",
       "    });\n",
       "\n",
       "    /* This prevents the web browser from automatically changing to\n",
       "     * the text insertion cursor when the button is pressed.  We want\n",
       "     * to control all of the cursor setting manually through the\n",
       "     * 'cursor' event from matplotlib */\n",
       "    event.preventDefault();\n",
       "    return false;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
       "    // Handle any extra behaviour associated with a key event\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.key_event = function (event, name) {\n",
       "    // Prevent repeat events\n",
       "    if (name === 'key_press') {\n",
       "        if (event.key === this._key) {\n",
       "            return;\n",
       "        } else {\n",
       "            this._key = event.key;\n",
       "        }\n",
       "    }\n",
       "    if (name === 'key_release') {\n",
       "        this._key = null;\n",
       "    }\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.key !== 'Control') {\n",
       "        value += 'ctrl+';\n",
       "    }\n",
       "    else if (event.altKey && event.key !== 'Alt') {\n",
       "        value += 'alt+';\n",
       "    }\n",
       "    else if (event.shiftKey && event.key !== 'Shift') {\n",
       "        value += 'shift+';\n",
       "    }\n",
       "\n",
       "    value += 'k' + event.key;\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
       "    return false;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
       "    if (name === 'download') {\n",
       "        this.handle_save(this, null);\n",
       "    } else {\n",
       "        this.send_message('toolbar_button', { name: name });\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
       "    this.message.textContent = tooltip;\n",
       "};\n",
       "\n",
       "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n",
       "// prettier-ignore\n",
       "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n",
       "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n",
       "\n",
       "mpl.default_extension = \"png\";/* global mpl */\n",
       "\n",
       "var comm_websocket_adapter = function (comm) {\n",
       "    // Create a \"websocket\"-like object which calls the given IPython comm\n",
       "    // object with the appropriate methods. Currently this is a non binary\n",
       "    // socket, so there is still some room for performance tuning.\n",
       "    var ws = {};\n",
       "\n",
       "    ws.binaryType = comm.kernel.ws.binaryType;\n",
       "    ws.readyState = comm.kernel.ws.readyState;\n",
       "    function updateReadyState(_event) {\n",
       "        if (comm.kernel.ws) {\n",
       "            ws.readyState = comm.kernel.ws.readyState;\n",
       "        } else {\n",
       "            ws.readyState = 3; // Closed state.\n",
       "        }\n",
       "    }\n",
       "    comm.kernel.ws.addEventListener('open', updateReadyState);\n",
       "    comm.kernel.ws.addEventListener('close', updateReadyState);\n",
       "    comm.kernel.ws.addEventListener('error', updateReadyState);\n",
       "\n",
       "    ws.close = function () {\n",
       "        comm.close();\n",
       "    };\n",
       "    ws.send = function (m) {\n",
       "        //console.log('sending', m);\n",
       "        comm.send(m);\n",
       "    };\n",
       "    // Register the callback with on_msg.\n",
       "    comm.on_msg(function (msg) {\n",
       "        //console.log('receiving', msg['content']['data'], msg);\n",
       "        var data = msg['content']['data'];\n",
       "        if (data['blob'] !== undefined) {\n",
       "            data = {\n",
       "                data: new Blob(msg['buffers'], { type: data['blob'] }),\n",
       "            };\n",
       "        }\n",
       "        // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
       "        ws.onmessage(data);\n",
       "    });\n",
       "    return ws;\n",
       "};\n",
       "\n",
       "mpl.mpl_figure_comm = function (comm, msg) {\n",
       "    // This is the function which gets called when the mpl process\n",
       "    // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
       "\n",
       "    var id = msg.content.data.id;\n",
       "    // Get hold of the div created by the display call when the Comm\n",
       "    // socket was opened in Python.\n",
       "    var element = document.getElementById(id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm);\n",
       "\n",
       "    function ondownload(figure, _format) {\n",
       "        window.open(figure.canvas.toDataURL());\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
       "\n",
       "    // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
       "    // web socket which is closed, not our websocket->open comm proxy.\n",
       "    ws_proxy.onopen();\n",
       "\n",
       "    fig.parent_element = element;\n",
       "    fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
       "    if (!fig.cell_info) {\n",
       "        console.error('Failed to find cell for figure', id, fig);\n",
       "        return;\n",
       "    }\n",
       "    fig.cell_info[0].output_area.element.on(\n",
       "        'cleared',\n",
       "        { fig: fig },\n",
       "        fig._remove_fig_handler\n",
       "    );\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function (fig, msg) {\n",
       "    var width = fig.canvas.width / fig.ratio;\n",
       "    fig.cell_info[0].output_area.element.off(\n",
       "        'cleared',\n",
       "        fig._remove_fig_handler\n",
       "    );\n",
       "    fig.resizeObserverInstance.unobserve(fig.canvas_div);\n",
       "\n",
       "    // Update the output cell to use the data from the current canvas.\n",
       "    fig.push_to_output();\n",
       "    var dataURL = fig.canvas.toDataURL();\n",
       "    // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
       "    // the notebook keyboard shortcuts fail.\n",
       "    IPython.keyboard_manager.enable();\n",
       "    fig.parent_element.innerHTML =\n",
       "        '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "    fig.close_ws(fig, msg);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.close_ws = function (fig, msg) {\n",
       "    fig.send_message('closing', msg);\n",
       "    // fig.ws.close()\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
       "    // Turn the data on the canvas into data in the output cell.\n",
       "    var width = this.canvas.width / this.ratio;\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] =\n",
       "        '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function () {\n",
       "    // Tell IPython that the notebook contents must change.\n",
       "    IPython.notebook.set_dirty(true);\n",
       "    this.send_message('ack', {});\n",
       "    var fig = this;\n",
       "    // Wait a second, then push the new image to the DOM so\n",
       "    // that it is saved nicely (might be nice to debounce this).\n",
       "    setTimeout(function () {\n",
       "        fig.push_to_output();\n",
       "    }, 1000);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var toolbar = document.createElement('div');\n",
       "    toolbar.classList = 'btn-toolbar';\n",
       "    this.root.appendChild(toolbar);\n",
       "\n",
       "    function on_click_closure(name) {\n",
       "        return function (_event) {\n",
       "            return fig.toolbar_button_onclick(name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    function on_mouseover_closure(tooltip) {\n",
       "        return function (event) {\n",
       "            if (!event.currentTarget.disabled) {\n",
       "                return fig.toolbar_button_onmouseover(tooltip);\n",
       "            }\n",
       "        };\n",
       "    }\n",
       "\n",
       "    fig.buttons = {};\n",
       "    var buttonGroup = document.createElement('div');\n",
       "    buttonGroup.classList = 'btn-group';\n",
       "    var button;\n",
       "    for (var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            /* Instead of a spacer, we start a new button group. */\n",
       "            if (buttonGroup.hasChildNodes()) {\n",
       "                toolbar.appendChild(buttonGroup);\n",
       "            }\n",
       "            buttonGroup = document.createElement('div');\n",
       "            buttonGroup.classList = 'btn-group';\n",
       "            continue;\n",
       "        }\n",
       "\n",
       "        button = fig.buttons[name] = document.createElement('button');\n",
       "        button.classList = 'btn btn-default';\n",
       "        button.href = '#';\n",
       "        button.title = name;\n",
       "        button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
       "        button.addEventListener('click', on_click_closure(method_name));\n",
       "        button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
       "        buttonGroup.appendChild(button);\n",
       "    }\n",
       "\n",
       "    if (buttonGroup.hasChildNodes()) {\n",
       "        toolbar.appendChild(buttonGroup);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = document.createElement('span');\n",
       "    status_bar.classList = 'mpl-message pull-right';\n",
       "    toolbar.appendChild(status_bar);\n",
       "    this.message = status_bar;\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = document.createElement('div');\n",
       "    buttongrp.classList = 'btn-group inline pull-right';\n",
       "    button = document.createElement('button');\n",
       "    button.classList = 'btn btn-mini btn-primary';\n",
       "    button.href = '#';\n",
       "    button.title = 'Stop Interaction';\n",
       "    button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
       "    button.addEventListener('click', function (_evt) {\n",
       "        fig.handle_close(fig, {});\n",
       "    });\n",
       "    button.addEventListener(\n",
       "        'mouseover',\n",
       "        on_mouseover_closure('Stop Interaction')\n",
       "    );\n",
       "    buttongrp.appendChild(button);\n",
       "    var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
       "    titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._remove_fig_handler = function (event) {\n",
       "    var fig = event.data.fig;\n",
       "    if (event.target !== this) {\n",
       "        // Ignore bubbled events from children.\n",
       "        return;\n",
       "    }\n",
       "    fig.close_ws(fig, {});\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function (el) {\n",
       "    el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function (el) {\n",
       "    // this is important to make the div 'focusable\n",
       "    el.setAttribute('tabindex', 0);\n",
       "    // reach out to IPython and tell the keyboard manager to turn it's self\n",
       "    // off when our div gets focus\n",
       "\n",
       "    // location in version 3\n",
       "    if (IPython.notebook.keyboard_manager) {\n",
       "        IPython.notebook.keyboard_manager.register_events(el);\n",
       "    } else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
       "    // Check for shift+enter\n",
       "    if (event.shiftKey && event.which === 13) {\n",
       "        this.canvas_div.blur();\n",
       "        // select the cell after this one\n",
       "        var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
       "        IPython.notebook.select(index + 1);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
       "    fig.ondownload(fig, null);\n",
       "};\n",
       "\n",
       "mpl.find_output_cell = function (html_output) {\n",
       "    // Return the cell and output element which can be found *uniquely* in the notebook.\n",
       "    // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
       "    // IPython event is triggered only after the cells have been serialised, which for\n",
       "    // our purposes (turning an active figure into a static one), is too late.\n",
       "    var cells = IPython.notebook.get_cells();\n",
       "    var ncells = cells.length;\n",
       "    for (var i = 0; i < ncells; i++) {\n",
       "        var cell = cells[i];\n",
       "        if (cell.cell_type === 'code') {\n",
       "            for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
       "                var data = cell.output_area.outputs[j];\n",
       "                if (data.data) {\n",
       "                    // IPython >= 3 moved mimebundle to data attribute of output\n",
       "                    data = data.data;\n",
       "                }\n",
       "                if (data['text/html'] === html_output) {\n",
       "                    return [cell, data, j];\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "// Register the function which deals with the matplotlib target/channel.\n",
       "// The kernel may be null if the page has been refreshed.\n",
       "if (IPython.notebook.kernel !== null) {\n",
       "    IPython.notebook.kernel.comm_manager.register_target(\n",
       "        'matplotlib',\n",
       "        mpl.mpl_figure_comm\n",
       "    );\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\" width=\"640\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "AP/o/p/t   #121 LLK=  6022.65(p) 4885588.80(g) 12855.25(e), nb photons=2.494203e+13, dt/cycle=0.279s\n",
      "AP/o/p/t   #171 LLK=  2904.48(p) 2463835.20(g)  6146.42(e), nb photons=2.493533e+13, dt/cycle=0.022s\n",
      "AP/o/p/t   #221 LLK=  2546.17(p) 2125552.27(g)  5465.35(e), nb photons=2.493574e+13, dt/cycle=0.021s\n",
      "AP/o/p/t   #271 LLK=  2644.06(p) 2094336.80(g)  5672.60(e), nb photons=2.493343e+13, dt/cycle=0.021s\n",
      "AP/o/p/t   #321 LLK=  2325.79(p) 1566365.47(g)  5048.89(e), nb photons=2.493411e+13, dt/cycle=0.021s\n",
      "AP/o/p/t   #371 LLK=  2180.36(p) 1535412.40(g)  4762.99(e), nb photons=2.493360e+13, dt/cycle=0.022s\n",
      "AP/o/p/t   #421 LLK=  2485.80(p) 1538936.27(g)  5374.69(e), nb photons=2.492999e+13, dt/cycle=0.021s\n",
      "AP/o/p/t   #471 LLK=  2315.50(p) 1528121.60(g)  5037.12(e), nb photons=2.493119e+13, dt/cycle=0.022s\n",
      "AP/o/p/t   #521 LLK=  2461.21(p) 1530101.60(g)  5332.94(e), nb photons=2.493124e+13, dt/cycle=0.022s\n",
      "AP/o/p/t   #571 LLK=  2343.66(p) 1522273.47(g)  5098.71(e), nb photons=2.493093e+13, dt/cycle=0.021s\n",
      "AP/o/p/t   #620 LLK=  2324.34(p) 1505121.07(g)  5061.07(e), nb photons=2.493170e+13, dt/cycle=0.022s\n",
      "ML/o/p/t   #622 LLK=  2118.93(p) 1466608.40(g)  4653.07(e), nb photons=2.493149e+13, dt/cycle=0.173s\n",
      "ML/o/p/t   #642 LLK=  2290.70(p) 2042786.53(g)  5269.61(e), nb photons=2.493727e+13, dt/cycle=0.044s\n",
      "ML/o/p/t   #662 LLK=  2525.50(p) 2170694.93(g)  5786.08(e), nb photons=2.493879e+13, dt/cycle=0.044s\n",
      "ML/o/p/t   #682 LLK=  2628.20(p) 2234643.20(g)  6013.04(e), nb photons=2.494799e+13, dt/cycle=0.046s\n",
      "ML/o/p/t   #702 LLK=  2782.79(p) 3060746.93(g)  6351.56(e), nb photons=2.495193e+13, dt/cycle=0.044s\n",
      "ML/o/p/t   #721 LLK=  2537.53(p) 2239914.13(g)  5856.26(e), nb photons=2.494376e+13, dt/cycle=0.045s\n"
     ]
    }
   ],
   "source": [
    "plt.figure()  # Use a new figure\n",
    "#p = ShowObjProbe() *DM(update_object=True, update_probe=True, update_pos=True,  pos_threshold=0.1,\n",
    "#                       pos_min_shift=0.0, pos_max_shift=2, pos_history=True, calc_llk=20,\n",
    "#                       show_obj_probe=20)**100 * p\n",
    "p = ShowObjProbe() *AP(update_object=True, update_probe=True, update_pos=5, pos_mult=5, pos_threshold=0.2,\n",
    "                       pos_min_shift=0.0, pos_max_shift=2, pos_history=True, calc_llk=50,\n",
    "                       show_obj_probe=50)**500 * p\n",
    "p = ShowObjProbe() * ML(update_object=True, update_probe=True, update_pos=5, \n",
    "                        pos_history=True, calc_llk=20, show_obj_probe=20)**100 * p\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot the position shifts\n",
    "The recorded position shifts can be manually plotted"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "/* global mpl */\n",
       "window.mpl = {};\n",
       "\n",
       "mpl.get_websocket_type = function () {\n",
       "    if (typeof WebSocket !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof MozWebSocket !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        alert(\n",
       "            'Your browser does not have WebSocket support. ' +\n",
       "                'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
       "                'Firefox 4 and 5 are also supported but you ' +\n",
       "                'have to enable WebSockets in about:config.'\n",
       "        );\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = this.ws.binaryType !== undefined;\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById('mpl-warnings');\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent =\n",
       "                'This browser does not support binary websocket messages. ' +\n",
       "                'Performance may be slow.';\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = document.createElement('div');\n",
       "    this.root.setAttribute('style', 'display: inline-block');\n",
       "    this._root_extra_style(this.root);\n",
       "\n",
       "    parent_element.appendChild(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen = function () {\n",
       "        fig.send_message('supports_binary', { value: fig.supports_binary });\n",
       "        fig.send_message('send_image_mode', {});\n",
       "        if (fig.ratio !== 1) {\n",
       "            fig.send_message('set_device_pixel_ratio', {\n",
       "                device_pixel_ratio: fig.ratio,\n",
       "            });\n",
       "        }\n",
       "        fig.send_message('refresh', {});\n",
       "    };\n",
       "\n",
       "    this.imageObj.onload = function () {\n",
       "        if (fig.image_mode === 'full') {\n",
       "            // Full images could contain transparency (where diff images\n",
       "            // almost always do), so we need to clear the canvas so that\n",
       "            // there is no ghosting.\n",
       "            fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "        }\n",
       "        fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "    };\n",
       "\n",
       "    this.imageObj.onunload = function () {\n",
       "        fig.ws.close();\n",
       "    };\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_header = function () {\n",
       "    var titlebar = document.createElement('div');\n",
       "    titlebar.classList =\n",
       "        'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
       "    var titletext = document.createElement('div');\n",
       "    titletext.classList = 'ui-dialog-title';\n",
       "    titletext.setAttribute(\n",
       "        'style',\n",
       "        'width: 100%; text-align: center; padding: 3px;'\n",
       "    );\n",
       "    titlebar.appendChild(titletext);\n",
       "    this.root.appendChild(titlebar);\n",
       "    this.header = titletext;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = (this.canvas_div = document.createElement('div'));\n",
       "    canvas_div.setAttribute(\n",
       "        'style',\n",
       "        'border: 1px solid #ddd;' +\n",
       "            'box-sizing: content-box;' +\n",
       "            'clear: both;' +\n",
       "            'min-height: 1px;' +\n",
       "            'min-width: 1px;' +\n",
       "            'outline: 0;' +\n",
       "            'overflow: hidden;' +\n",
       "            'position: relative;' +\n",
       "            'resize: both;'\n",
       "    );\n",
       "\n",
       "    function on_keyboard_event_closure(name) {\n",
       "        return function (event) {\n",
       "            return fig.key_event(event, name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    canvas_div.addEventListener(\n",
       "        'keydown',\n",
       "        on_keyboard_event_closure('key_press')\n",
       "    );\n",
       "    canvas_div.addEventListener(\n",
       "        'keyup',\n",
       "        on_keyboard_event_closure('key_release')\n",
       "    );\n",
       "\n",
       "    this._canvas_extra_style(canvas_div);\n",
       "    this.root.appendChild(canvas_div);\n",
       "\n",
       "    var canvas = (this.canvas = document.createElement('canvas'));\n",
       "    canvas.classList.add('mpl-canvas');\n",
       "    canvas.setAttribute('style', 'box-sizing: content-box;');\n",
       "\n",
       "    this.context = canvas.getContext('2d');\n",
       "\n",
       "    var backingStore =\n",
       "        this.context.backingStorePixelRatio ||\n",
       "        this.context.webkitBackingStorePixelRatio ||\n",
       "        this.context.mozBackingStorePixelRatio ||\n",
       "        this.context.msBackingStorePixelRatio ||\n",
       "        this.context.oBackingStorePixelRatio ||\n",
       "        this.context.backingStorePixelRatio ||\n",
       "        1;\n",
       "\n",
       "    this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
       "\n",
       "    var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
       "        'canvas'\n",
       "    ));\n",
       "    rubberband_canvas.setAttribute(\n",
       "        'style',\n",
       "        'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
       "    );\n",
       "\n",
       "    // Apply a ponyfill if ResizeObserver is not implemented by browser.\n",
       "    if (this.ResizeObserver === undefined) {\n",
       "        if (window.ResizeObserver !== undefined) {\n",
       "            this.ResizeObserver = window.ResizeObserver;\n",
       "        } else {\n",
       "            var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n",
       "            this.ResizeObserver = obs.ResizeObserver;\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n",
       "        var nentries = entries.length;\n",
       "        for (var i = 0; i < nentries; i++) {\n",
       "            var entry = entries[i];\n",
       "            var width, height;\n",
       "            if (entry.contentBoxSize) {\n",
       "                if (entry.contentBoxSize instanceof Array) {\n",
       "                    // Chrome 84 implements new version of spec.\n",
       "                    width = entry.contentBoxSize[0].inlineSize;\n",
       "                    height = entry.contentBoxSize[0].blockSize;\n",
       "                } else {\n",
       "                    // Firefox implements old version of spec.\n",
       "                    width = entry.contentBoxSize.inlineSize;\n",
       "                    height = entry.contentBoxSize.blockSize;\n",
       "                }\n",
       "            } else {\n",
       "                // Chrome <84 implements even older version of spec.\n",
       "                width = entry.contentRect.width;\n",
       "                height = entry.contentRect.height;\n",
       "            }\n",
       "\n",
       "            // Keep the size of the canvas and rubber band canvas in sync with\n",
       "            // the canvas container.\n",
       "            if (entry.devicePixelContentBoxSize) {\n",
       "                // Chrome 84 implements new version of spec.\n",
       "                canvas.setAttribute(\n",
       "                    'width',\n",
       "                    entry.devicePixelContentBoxSize[0].inlineSize\n",
       "                );\n",
       "                canvas.setAttribute(\n",
       "                    'height',\n",
       "                    entry.devicePixelContentBoxSize[0].blockSize\n",
       "                );\n",
       "            } else {\n",
       "                canvas.setAttribute('width', width * fig.ratio);\n",
       "                canvas.setAttribute('height', height * fig.ratio);\n",
       "            }\n",
       "            canvas.setAttribute(\n",
       "                'style',\n",
       "                'width: ' + width + 'px; height: ' + height + 'px;'\n",
       "            );\n",
       "\n",
       "            rubberband_canvas.setAttribute('width', width);\n",
       "            rubberband_canvas.setAttribute('height', height);\n",
       "\n",
       "            // And update the size in Python. We ignore the initial 0/0 size\n",
       "            // that occurs as the element is placed into the DOM, which should\n",
       "            // otherwise not happen due to the minimum size styling.\n",
       "            if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n",
       "                fig.request_resize(width, height);\n",
       "            }\n",
       "        }\n",
       "    });\n",
       "    this.resizeObserverInstance.observe(canvas_div);\n",
       "\n",
       "    function on_mouse_event_closure(name) {\n",
       "        return function (event) {\n",
       "            return fig.mouse_event(event, name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mousedown',\n",
       "        on_mouse_event_closure('button_press')\n",
       "    );\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mouseup',\n",
       "        on_mouse_event_closure('button_release')\n",
       "    );\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'dblclick',\n",
       "        on_mouse_event_closure('dblclick')\n",
       "    );\n",
       "    // Throttle sequential mouse events to 1 every 20ms.\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mousemove',\n",
       "        on_mouse_event_closure('motion_notify')\n",
       "    );\n",
       "\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mouseenter',\n",
       "        on_mouse_event_closure('figure_enter')\n",
       "    );\n",
       "    rubberband_canvas.addEventListener(\n",
       "        'mouseleave',\n",
       "        on_mouse_event_closure('figure_leave')\n",
       "    );\n",
       "\n",
       "    canvas_div.addEventListener('wheel', function (event) {\n",
       "        if (event.deltaY < 0) {\n",
       "            event.step = 1;\n",
       "        } else {\n",
       "            event.step = -1;\n",
       "        }\n",
       "        on_mouse_event_closure('scroll')(event);\n",
       "    });\n",
       "\n",
       "    canvas_div.appendChild(canvas);\n",
       "    canvas_div.appendChild(rubberband_canvas);\n",
       "\n",
       "    this.rubberband_context = rubberband_canvas.getContext('2d');\n",
       "    this.rubberband_context.strokeStyle = '#000000';\n",
       "\n",
       "    this._resize_canvas = function (width, height, forward) {\n",
       "        if (forward) {\n",
       "            canvas_div.style.width = width + 'px';\n",
       "            canvas_div.style.height = height + 'px';\n",
       "        }\n",
       "    };\n",
       "\n",
       "    // Disable right mouse context menu.\n",
       "    this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
       "        event.preventDefault();\n",
       "        return false;\n",
       "    });\n",
       "\n",
       "    function set_focus() {\n",
       "        canvas.focus();\n",
       "        canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    window.setTimeout(set_focus, 100);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var toolbar = document.createElement('div');\n",
       "    toolbar.classList = 'mpl-toolbar';\n",
       "    this.root.appendChild(toolbar);\n",
       "\n",
       "    function on_click_closure(name) {\n",
       "        return function (_event) {\n",
       "            return fig.toolbar_button_onclick(name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    function on_mouseover_closure(tooltip) {\n",
       "        return function (event) {\n",
       "            if (!event.currentTarget.disabled) {\n",
       "                return fig.toolbar_button_onmouseover(tooltip);\n",
       "            }\n",
       "        };\n",
       "    }\n",
       "\n",
       "    fig.buttons = {};\n",
       "    var buttonGroup = document.createElement('div');\n",
       "    buttonGroup.classList = 'mpl-button-group';\n",
       "    for (var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            /* Instead of a spacer, we start a new button group. */\n",
       "            if (buttonGroup.hasChildNodes()) {\n",
       "                toolbar.appendChild(buttonGroup);\n",
       "            }\n",
       "            buttonGroup = document.createElement('div');\n",
       "            buttonGroup.classList = 'mpl-button-group';\n",
       "            continue;\n",
       "        }\n",
       "\n",
       "        var button = (fig.buttons[name] = document.createElement('button'));\n",
       "        button.classList = 'mpl-widget';\n",
       "        button.setAttribute('role', 'button');\n",
       "        button.setAttribute('aria-disabled', 'false');\n",
       "        button.addEventListener('click', on_click_closure(method_name));\n",
       "        button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
       "\n",
       "        var icon_img = document.createElement('img');\n",
       "        icon_img.src = '_images/' + image + '.png';\n",
       "        icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
       "        icon_img.alt = tooltip;\n",
       "        button.appendChild(icon_img);\n",
       "\n",
       "        buttonGroup.appendChild(button);\n",
       "    }\n",
       "\n",
       "    if (buttonGroup.hasChildNodes()) {\n",
       "        toolbar.appendChild(buttonGroup);\n",
       "    }\n",
       "\n",
       "    var fmt_picker = document.createElement('select');\n",
       "    fmt_picker.classList = 'mpl-widget';\n",
       "    toolbar.appendChild(fmt_picker);\n",
       "    this.format_dropdown = fmt_picker;\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = document.createElement('option');\n",
       "        option.selected = fmt === mpl.default_extension;\n",
       "        option.innerHTML = fmt;\n",
       "        fmt_picker.appendChild(option);\n",
       "    }\n",
       "\n",
       "    var status_bar = document.createElement('span');\n",
       "    status_bar.classList = 'mpl-message';\n",
       "    toolbar.appendChild(status_bar);\n",
       "    this.message = status_bar;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
       "    // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
       "    // which will in turn request a refresh of the image.\n",
       "    this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.send_message = function (type, properties) {\n",
       "    properties['type'] = type;\n",
       "    properties['figure_id'] = this.id;\n",
       "    this.ws.send(JSON.stringify(properties));\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.send_draw_message = function () {\n",
       "    if (!this.waiting) {\n",
       "        this.waiting = true;\n",
       "        this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
       "    var format_dropdown = fig.format_dropdown;\n",
       "    var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
       "    fig.ondownload(fig, format);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
       "    var size = msg['size'];\n",
       "    if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
       "        fig._resize_canvas(size[0], size[1], msg['forward']);\n",
       "        fig.send_message('refresh', {});\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
       "    var x0 = msg['x0'] / fig.ratio;\n",
       "    var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
       "    var x1 = msg['x1'] / fig.ratio;\n",
       "    var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
       "    x0 = Math.floor(x0) + 0.5;\n",
       "    y0 = Math.floor(y0) + 0.5;\n",
       "    x1 = Math.floor(x1) + 0.5;\n",
       "    y1 = Math.floor(y1) + 0.5;\n",
       "    var min_x = Math.min(x0, x1);\n",
       "    var min_y = Math.min(y0, y1);\n",
       "    var width = Math.abs(x1 - x0);\n",
       "    var height = Math.abs(y1 - y0);\n",
       "\n",
       "    fig.rubberband_context.clearRect(\n",
       "        0,\n",
       "        0,\n",
       "        fig.canvas.width / fig.ratio,\n",
       "        fig.canvas.height / fig.ratio\n",
       "    );\n",
       "\n",
       "    fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
       "    // Updates the figure title.\n",
       "    fig.header.textContent = msg['label'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
       "    fig.rubberband_canvas.style.cursor = msg['cursor'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_message = function (fig, msg) {\n",
       "    fig.message.textContent = msg['message'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
       "    // Request the server to send over a new figure.\n",
       "    fig.send_draw_message();\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
       "    fig.image_mode = msg['mode'];\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
       "    for (var key in msg) {\n",
       "        if (!(key in fig.buttons)) {\n",
       "            continue;\n",
       "        }\n",
       "        fig.buttons[key].disabled = !msg[key];\n",
       "        fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
       "    if (msg['mode'] === 'PAN') {\n",
       "        fig.buttons['Pan'].classList.add('active');\n",
       "        fig.buttons['Zoom'].classList.remove('active');\n",
       "    } else if (msg['mode'] === 'ZOOM') {\n",
       "        fig.buttons['Pan'].classList.remove('active');\n",
       "        fig.buttons['Zoom'].classList.add('active');\n",
       "    } else {\n",
       "        fig.buttons['Pan'].classList.remove('active');\n",
       "        fig.buttons['Zoom'].classList.remove('active');\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function () {\n",
       "    // Called whenever the canvas gets updated.\n",
       "    this.send_message('ack', {});\n",
       "};\n",
       "\n",
       "// A function to construct a web socket function for onmessage handling.\n",
       "// Called in the figure constructor.\n",
       "mpl.figure.prototype._make_on_message_function = function (fig) {\n",
       "    return function socket_on_message(evt) {\n",
       "        if (evt.data instanceof Blob) {\n",
       "            var img = evt.data;\n",
       "            if (img.type !== 'image/png') {\n",
       "                /* FIXME: We get \"Resource interpreted as Image but\n",
       "                 * transferred with MIME type text/plain:\" errors on\n",
       "                 * Chrome.  But how to set the MIME type?  It doesn't seem\n",
       "                 * to be part of the websocket stream */\n",
       "                img.type = 'image/png';\n",
       "            }\n",
       "\n",
       "            /* Free the memory for the previous frames */\n",
       "            if (fig.imageObj.src) {\n",
       "                (window.URL || window.webkitURL).revokeObjectURL(\n",
       "                    fig.imageObj.src\n",
       "                );\n",
       "            }\n",
       "\n",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                img\n",
       "            );\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        } else if (\n",
       "            typeof evt.data === 'string' &&\n",
       "            evt.data.slice(0, 21) === 'data:image/png;base64'\n",
       "        ) {\n",
       "            fig.imageObj.src = evt.data;\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var msg = JSON.parse(evt.data);\n",
       "        var msg_type = msg['type'];\n",
       "\n",
       "        // Call the  \"handle_{type}\" callback, which takes\n",
       "        // the figure and JSON message as its only arguments.\n",
       "        try {\n",
       "            var callback = fig['handle_' + msg_type];\n",
       "        } catch (e) {\n",
       "            console.log(\n",
       "                \"No handler for the '\" + msg_type + \"' message type: \",\n",
       "                msg\n",
       "            );\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        if (callback) {\n",
       "            try {\n",
       "                // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
       "                callback(fig, msg);\n",
       "            } catch (e) {\n",
       "                console.log(\n",
       "                    \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
       "                    e,\n",
       "                    e.stack,\n",
       "                    msg\n",
       "                );\n",
       "            }\n",
       "        }\n",
       "    };\n",
       "};\n",
       "\n",
       "// from https://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
       "mpl.findpos = function (e) {\n",
       "    //this section is from http://www.quirksmode.org/js/events_properties.html\n",
       "    var targ;\n",
       "    if (!e) {\n",
       "        e = window.event;\n",
       "    }\n",
       "    if (e.target) {\n",
       "        targ = e.target;\n",
       "    } else if (e.srcElement) {\n",
       "        targ = e.srcElement;\n",
       "    }\n",
       "    if (targ.nodeType === 3) {\n",
       "        // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "    }\n",
       "\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    var boundingRect = targ.getBoundingClientRect();\n",
       "    var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
       "    var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
       "\n",
       "    return { x: x, y: y };\n",
       "};\n",
       "\n",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * https://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys(original) {\n",
       "    return Object.keys(original).reduce(function (obj, key) {\n",
       "        if (typeof original[key] !== 'object') {\n",
       "            obj[key] = original[key];\n",
       "        }\n",
       "        return obj;\n",
       "    }, {});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.mouse_event = function (event, name) {\n",
       "    var canvas_pos = mpl.findpos(event);\n",
       "\n",
       "    if (name === 'button_press') {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x * this.ratio;\n",
       "    var y = canvas_pos.y * this.ratio;\n",
       "\n",
       "    this.send_message(name, {\n",
       "        x: x,\n",
       "        y: y,\n",
       "        button: event.button,\n",
       "        step: event.step,\n",
       "        guiEvent: simpleKeys(event),\n",
       "    });\n",
       "\n",
       "    /* This prevents the web browser from automatically changing to\n",
       "     * the text insertion cursor when the button is pressed.  We want\n",
       "     * to control all of the cursor setting manually through the\n",
       "     * 'cursor' event from matplotlib */\n",
       "    event.preventDefault();\n",
       "    return false;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
       "    // Handle any extra behaviour associated with a key event\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.key_event = function (event, name) {\n",
       "    // Prevent repeat events\n",
       "    if (name === 'key_press') {\n",
       "        if (event.key === this._key) {\n",
       "            return;\n",
       "        } else {\n",
       "            this._key = event.key;\n",
       "        }\n",
       "    }\n",
       "    if (name === 'key_release') {\n",
       "        this._key = null;\n",
       "    }\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.key !== 'Control') {\n",
       "        value += 'ctrl+';\n",
       "    }\n",
       "    else if (event.altKey && event.key !== 'Alt') {\n",
       "        value += 'alt+';\n",
       "    }\n",
       "    else if (event.shiftKey && event.key !== 'Shift') {\n",
       "        value += 'shift+';\n",
       "    }\n",
       "\n",
       "    value += 'k' + event.key;\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
       "    return false;\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
       "    if (name === 'download') {\n",
       "        this.handle_save(this, null);\n",
       "    } else {\n",
       "        this.send_message('toolbar_button', { name: name });\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
       "    this.message.textContent = tooltip;\n",
       "};\n",
       "\n",
       "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n",
       "// prettier-ignore\n",
       "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n",
       "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n",
       "\n",
       "mpl.default_extension = \"png\";/* global mpl */\n",
       "\n",
       "var comm_websocket_adapter = function (comm) {\n",
       "    // Create a \"websocket\"-like object which calls the given IPython comm\n",
       "    // object with the appropriate methods. Currently this is a non binary\n",
       "    // socket, so there is still some room for performance tuning.\n",
       "    var ws = {};\n",
       "\n",
       "    ws.binaryType = comm.kernel.ws.binaryType;\n",
       "    ws.readyState = comm.kernel.ws.readyState;\n",
       "    function updateReadyState(_event) {\n",
       "        if (comm.kernel.ws) {\n",
       "            ws.readyState = comm.kernel.ws.readyState;\n",
       "        } else {\n",
       "            ws.readyState = 3; // Closed state.\n",
       "        }\n",
       "    }\n",
       "    comm.kernel.ws.addEventListener('open', updateReadyState);\n",
       "    comm.kernel.ws.addEventListener('close', updateReadyState);\n",
       "    comm.kernel.ws.addEventListener('error', updateReadyState);\n",
       "\n",
       "    ws.close = function () {\n",
       "        comm.close();\n",
       "    };\n",
       "    ws.send = function (m) {\n",
       "        //console.log('sending', m);\n",
       "        comm.send(m);\n",
       "    };\n",
       "    // Register the callback with on_msg.\n",
       "    comm.on_msg(function (msg) {\n",
       "        //console.log('receiving', msg['content']['data'], msg);\n",
       "        var data = msg['content']['data'];\n",
       "        if (data['blob'] !== undefined) {\n",
       "            data = {\n",
       "                data: new Blob(msg['buffers'], { type: data['blob'] }),\n",
       "            };\n",
       "        }\n",
       "        // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
       "        ws.onmessage(data);\n",
       "    });\n",
       "    return ws;\n",
       "};\n",
       "\n",
       "mpl.mpl_figure_comm = function (comm, msg) {\n",
       "    // This is the function which gets called when the mpl process\n",
       "    // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
       "\n",
       "    var id = msg.content.data.id;\n",
       "    // Get hold of the div created by the display call when the Comm\n",
       "    // socket was opened in Python.\n",
       "    var element = document.getElementById(id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm);\n",
       "\n",
       "    function ondownload(figure, _format) {\n",
       "        window.open(figure.canvas.toDataURL());\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
       "\n",
       "    // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
       "    // web socket which is closed, not our websocket->open comm proxy.\n",
       "    ws_proxy.onopen();\n",
       "\n",
       "    fig.parent_element = element;\n",
       "    fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
       "    if (!fig.cell_info) {\n",
       "        console.error('Failed to find cell for figure', id, fig);\n",
       "        return;\n",
       "    }\n",
       "    fig.cell_info[0].output_area.element.on(\n",
       "        'cleared',\n",
       "        { fig: fig },\n",
       "        fig._remove_fig_handler\n",
       "    );\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function (fig, msg) {\n",
       "    var width = fig.canvas.width / fig.ratio;\n",
       "    fig.cell_info[0].output_area.element.off(\n",
       "        'cleared',\n",
       "        fig._remove_fig_handler\n",
       "    );\n",
       "    fig.resizeObserverInstance.unobserve(fig.canvas_div);\n",
       "\n",
       "    // Update the output cell to use the data from the current canvas.\n",
       "    fig.push_to_output();\n",
       "    var dataURL = fig.canvas.toDataURL();\n",
       "    // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
       "    // the notebook keyboard shortcuts fail.\n",
       "    IPython.keyboard_manager.enable();\n",
       "    fig.parent_element.innerHTML =\n",
       "        '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "    fig.close_ws(fig, msg);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.close_ws = function (fig, msg) {\n",
       "    fig.send_message('closing', msg);\n",
       "    // fig.ws.close()\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
       "    // Turn the data on the canvas into data in the output cell.\n",
       "    var width = this.canvas.width / this.ratio;\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] =\n",
       "        '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function () {\n",
       "    // Tell IPython that the notebook contents must change.\n",
       "    IPython.notebook.set_dirty(true);\n",
       "    this.send_message('ack', {});\n",
       "    var fig = this;\n",
       "    // Wait a second, then push the new image to the DOM so\n",
       "    // that it is saved nicely (might be nice to debounce this).\n",
       "    setTimeout(function () {\n",
       "        fig.push_to_output();\n",
       "    }, 1000);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function () {\n",
       "    var fig = this;\n",
       "\n",
       "    var toolbar = document.createElement('div');\n",
       "    toolbar.classList = 'btn-toolbar';\n",
       "    this.root.appendChild(toolbar);\n",
       "\n",
       "    function on_click_closure(name) {\n",
       "        return function (_event) {\n",
       "            return fig.toolbar_button_onclick(name);\n",
       "        };\n",
       "    }\n",
       "\n",
       "    function on_mouseover_closure(tooltip) {\n",
       "        return function (event) {\n",
       "            if (!event.currentTarget.disabled) {\n",
       "                return fig.toolbar_button_onmouseover(tooltip);\n",
       "            }\n",
       "        };\n",
       "    }\n",
       "\n",
       "    fig.buttons = {};\n",
       "    var buttonGroup = document.createElement('div');\n",
       "    buttonGroup.classList = 'btn-group';\n",
       "    var button;\n",
       "    for (var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            /* Instead of a spacer, we start a new button group. */\n",
       "            if (buttonGroup.hasChildNodes()) {\n",
       "                toolbar.appendChild(buttonGroup);\n",
       "            }\n",
       "            buttonGroup = document.createElement('div');\n",
       "            buttonGroup.classList = 'btn-group';\n",
       "            continue;\n",
       "        }\n",
       "\n",
       "        button = fig.buttons[name] = document.createElement('button');\n",
       "        button.classList = 'btn btn-default';\n",
       "        button.href = '#';\n",
       "        button.title = name;\n",
       "        button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
       "        button.addEventListener('click', on_click_closure(method_name));\n",
       "        button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
       "        buttonGroup.appendChild(button);\n",
       "    }\n",
       "\n",
       "    if (buttonGroup.hasChildNodes()) {\n",
       "        toolbar.appendChild(buttonGroup);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = document.createElement('span');\n",
       "    status_bar.classList = 'mpl-message pull-right';\n",
       "    toolbar.appendChild(status_bar);\n",
       "    this.message = status_bar;\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = document.createElement('div');\n",
       "    buttongrp.classList = 'btn-group inline pull-right';\n",
       "    button = document.createElement('button');\n",
       "    button.classList = 'btn btn-mini btn-primary';\n",
       "    button.href = '#';\n",
       "    button.title = 'Stop Interaction';\n",
       "    button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
       "    button.addEventListener('click', function (_evt) {\n",
       "        fig.handle_close(fig, {});\n",
       "    });\n",
       "    button.addEventListener(\n",
       "        'mouseover',\n",
       "        on_mouseover_closure('Stop Interaction')\n",
       "    );\n",
       "    buttongrp.appendChild(button);\n",
       "    var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
       "    titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._remove_fig_handler = function (event) {\n",
       "    var fig = event.data.fig;\n",
       "    if (event.target !== this) {\n",
       "        // Ignore bubbled events from children.\n",
       "        return;\n",
       "    }\n",
       "    fig.close_ws(fig, {});\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function (el) {\n",
       "    el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function (el) {\n",
       "    // this is important to make the div 'focusable\n",
       "    el.setAttribute('tabindex', 0);\n",
       "    // reach out to IPython and tell the keyboard manager to turn it's self\n",
       "    // off when our div gets focus\n",
       "\n",
       "    // location in version 3\n",
       "    if (IPython.notebook.keyboard_manager) {\n",
       "        IPython.notebook.keyboard_manager.register_events(el);\n",
       "    } else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
       "    // Check for shift+enter\n",
       "    if (event.shiftKey && event.which === 13) {\n",
       "        this.canvas_div.blur();\n",
       "        // select the cell after this one\n",
       "        var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
       "        IPython.notebook.select(index + 1);\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
       "    fig.ondownload(fig, null);\n",
       "};\n",
       "\n",
       "mpl.find_output_cell = function (html_output) {\n",
       "    // Return the cell and output element which can be found *uniquely* in the notebook.\n",
       "    // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
       "    // IPython event is triggered only after the cells have been serialised, which for\n",
       "    // our purposes (turning an active figure into a static one), is too late.\n",
       "    var cells = IPython.notebook.get_cells();\n",
       "    var ncells = cells.length;\n",
       "    for (var i = 0; i < ncells; i++) {\n",
       "        var cell = cells[i];\n",
       "        if (cell.cell_type === 'code') {\n",
       "            for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
       "                var data = cell.output_area.outputs[j];\n",
       "                if (data.data) {\n",
       "                    // IPython >= 3 moved mimebundle to data attribute of output\n",
       "                    data = data.data;\n",
       "                }\n",
       "                if (data['text/html'] === html_output) {\n",
       "                    return [cell, data, j];\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "// Register the function which deals with the matplotlib target/channel.\n",
       "// The kernel may be null if the page has been refreshed.\n",
       "if (IPython.notebook.kernel !== null) {\n",
       "    IPython.notebook.kernel.comm_manager.register_target(\n",
       "        'matplotlib',\n",
       "        mpl.mpl_figure_comm\n",
       "    );\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ipos = [10,20]  # 10 or 20\n",
    "fig = plt.figure(figsize=(9.5,4))\n",
    "ax = plt.subplot(121)\n",
    "#for i in range(default_processing_unit.get_stack_size()):\n",
    "for i in range(50):\n",
    "    x = [v[1] for v in p.position_history[i]]\n",
    "    y = [v[2] for v in p.position_history[i]]\n",
    "    plt.scatter(x,y, 1)\n",
    "    plt.text(x[0], y[0], '%d' % i)\n",
    "    #print(\"%3d  dr = %5.3f\" % (i, np.sqrt((x[0]-x[-1])**2 + (y[0]-y[-1])**2)))\n",
    "ax.set_aspect(1)\n",
    "\n",
    "for i in range(len(ipos)):\n",
    "    plt.subplot(2,2,2 + 2 *i)\n",
    "    ix, x, y = [v[0] for v in p.position_history[ipos[i]]], [v[1] for v in p.position_history[ipos[i]]], \\\n",
    "               [v[2] for v in p.position_history[ipos[i]]]\n",
    "    plt.plot(ix,x,'b.', label='x[%d]'%ipos[i])\n",
    "    plt.xlabel('cycle')\n",
    "    plt.twinx()\n",
    "    plt.plot(ix,y,'r.', label='y[%d]'%ipos[i])\n",
    "    fig.legend(loc=\"center right\")\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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