DSB2.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "%matplotlib notebook\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "plt.style.use('ggplot')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "----\n",
    "## INHOUD:\n",
    "\n",
    "* [FFT](#Fast_Fourier_Transform)\n",
    "    \n",
    "----    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Fast Fourier Transform"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "- Een goede uitleg is [hier](http://betterexplained.com/articles/an-interactive-guide-to-the-fourier-transform/) gegeven\n",
    "\n",
    "![Fourier Explained](figures/fourier.gif)\n",
    "\n",
    "![Fourier Explained 2](figures/fourier2.gif)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Voorbeeld:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "window.mpl = {};\n",
       "\n",
       "\n",
       "mpl.get_websocket_type = function() {\n",
       "    if (typeof(WebSocket) !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof(MozWebSocket) !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        alert('Your browser does not have WebSocket support.' +\n",
       "              'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
       "              'Firefox 4 and 5 are also supported but you ' +\n",
       "              'have to enable WebSockets in about:config.');\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = (this.ws.binaryType != undefined);\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById(\"mpl-warnings\");\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent = (\n",
       "                \"This browser does not support binary websocket messages. \" +\n",
       "                    \"Performance may be slow.\");\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = $('<div/>');\n",
       "    this._root_extra_style(this.root)\n",
       "    this.root.attr('style', 'display: inline-block');\n",
       "\n",
       "    $(parent_element).append(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen =  function () {\n",
       "            fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
       "            fig.send_message(\"send_image_mode\", {});\n",
       "            if (mpl.ratio != 1) {\n",
       "                fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
       "            }\n",
       "            fig.send_message(\"refresh\", {});\n",
       "        }\n",
       "\n",
       "    this.imageObj.onload = function() {\n",
       "            if (fig.image_mode == 'full') {\n",
       "                // Full images could contain transparency (where diff images\n",
       "                // almost always do), so we need to clear the canvas so that\n",
       "                // there is no ghosting.\n",
       "                fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "            }\n",
       "            fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "        };\n",
       "\n",
       "    this.imageObj.onunload = function() {\n",
       "        fig.ws.close();\n",
       "    }\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_header = function() {\n",
       "    var titlebar = $(\n",
       "        '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
       "        'ui-helper-clearfix\"/>');\n",
       "    var titletext = $(\n",
       "        '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
       "        'text-align: center; padding: 3px;\"/>');\n",
       "    titlebar.append(titletext)\n",
       "    this.root.append(titlebar);\n",
       "    this.header = titletext[0];\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = $('<div/>');\n",
       "\n",
       "    canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
       "\n",
       "    function canvas_keyboard_event(event) {\n",
       "        return fig.key_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    canvas_div.keydown('key_press', canvas_keyboard_event);\n",
       "    canvas_div.keyup('key_release', canvas_keyboard_event);\n",
       "    this.canvas_div = canvas_div\n",
       "    this._canvas_extra_style(canvas_div)\n",
       "    this.root.append(canvas_div);\n",
       "\n",
       "    var canvas = $('<canvas/>');\n",
       "    canvas.addClass('mpl-canvas');\n",
       "    canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
       "\n",
       "    this.canvas = canvas[0];\n",
       "    this.context = canvas[0].getContext(\"2d\");\n",
       "\n",
       "    var backingStore = this.context.backingStorePixelRatio ||\n",
       "\tthis.context.webkitBackingStorePixelRatio ||\n",
       "\tthis.context.mozBackingStorePixelRatio ||\n",
       "\tthis.context.msBackingStorePixelRatio ||\n",
       "\tthis.context.oBackingStorePixelRatio ||\n",
       "\tthis.context.backingStorePixelRatio || 1;\n",
       "\n",
       "    mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
       "\n",
       "    var rubberband = $('<canvas/>');\n",
       "    rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
       "\n",
       "    var pass_mouse_events = true;\n",
       "\n",
       "    canvas_div.resizable({\n",
       "        start: function(event, ui) {\n",
       "            pass_mouse_events = false;\n",
       "        },\n",
       "        resize: function(event, ui) {\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "        stop: function(event, ui) {\n",
       "            pass_mouse_events = true;\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "    });\n",
       "\n",
       "    function mouse_event_fn(event) {\n",
       "        if (pass_mouse_events)\n",
       "            return fig.mouse_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    rubberband.mousedown('button_press', mouse_event_fn);\n",
       "    rubberband.mouseup('button_release', mouse_event_fn);\n",
       "    // Throttle sequential mouse events to 1 every 20ms.\n",
       "    rubberband.mousemove('motion_notify', mouse_event_fn);\n",
       "\n",
       "    rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
       "    rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
       "\n",
       "    canvas_div.on(\"wheel\", function (event) {\n",
       "        event = event.originalEvent;\n",
       "        event['data'] = 'scroll'\n",
       "        if (event.deltaY < 0) {\n",
       "            event.step = 1;\n",
       "        } else {\n",
       "            event.step = -1;\n",
       "        }\n",
       "        mouse_event_fn(event);\n",
       "    });\n",
       "\n",
       "    canvas_div.append(canvas);\n",
       "    canvas_div.append(rubberband);\n",
       "\n",
       "    this.rubberband = rubberband;\n",
       "    this.rubberband_canvas = rubberband[0];\n",
       "    this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
       "    this.rubberband_context.strokeStyle = \"#000000\";\n",
       "\n",
       "    this._resize_canvas = function(width, height) {\n",
       "        // Keep the size of the canvas, canvas container, and rubber band\n",
       "        // canvas in synch.\n",
       "        canvas_div.css('width', width)\n",
       "        canvas_div.css('height', height)\n",
       "\n",
       "        canvas.attr('width', width * mpl.ratio);\n",
       "        canvas.attr('height', height * mpl.ratio);\n",
       "        canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
       "\n",
       "        rubberband.attr('width', width);\n",
       "        rubberband.attr('height', height);\n",
       "    }\n",
       "\n",
       "    // Set the figure to an initial 600x600px, this will subsequently be updated\n",
       "    // upon first draw.\n",
       "    this._resize_canvas(600, 600);\n",
       "\n",
       "    // Disable right mouse context menu.\n",
       "    $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
       "        return false;\n",
       "    });\n",
       "\n",
       "    function set_focus () {\n",
       "        canvas.focus();\n",
       "        canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    window.setTimeout(set_focus, 100);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\n",
       "    for(var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            // put a spacer in here.\n",
       "            continue;\n",
       "        }\n",
       "        var button = $('<button/>');\n",
       "        button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
       "                        'ui-button-icon-only');\n",
       "        button.attr('role', 'button');\n",
       "        button.attr('aria-disabled', 'false');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "\n",
       "        var icon_img = $('<span/>');\n",
       "        icon_img.addClass('ui-button-icon-primary ui-icon');\n",
       "        icon_img.addClass(image);\n",
       "        icon_img.addClass('ui-corner-all');\n",
       "\n",
       "        var tooltip_span = $('<span/>');\n",
       "        tooltip_span.addClass('ui-button-text');\n",
       "        tooltip_span.html(tooltip);\n",
       "\n",
       "        button.append(icon_img);\n",
       "        button.append(tooltip_span);\n",
       "\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    var fmt_picker_span = $('<span/>');\n",
       "\n",
       "    var fmt_picker = $('<select/>');\n",
       "    fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
       "    fmt_picker_span.append(fmt_picker);\n",
       "    nav_element.append(fmt_picker_span);\n",
       "    this.format_dropdown = fmt_picker[0];\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = $(\n",
       "            '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
       "        fmt_picker.append(option)\n",
       "    }\n",
       "\n",
       "    // Add hover states to the ui-buttons\n",
       "    $( \".ui-button\" ).hover(\n",
       "        function() { $(this).addClass(\"ui-state-hover\");},\n",
       "        function() { $(this).removeClass(\"ui-state-hover\");}\n",
       "    );\n",
       "\n",
       "    var status_bar = $('<span class=\"mpl-message\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
       "    // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
       "    // which will in turn request a refresh of the image.\n",
       "    this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_message = function(type, properties) {\n",
       "    properties['type'] = type;\n",
       "    properties['figure_id'] = this.id;\n",
       "    this.ws.send(JSON.stringify(properties));\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_draw_message = function() {\n",
       "    if (!this.waiting) {\n",
       "        this.waiting = true;\n",
       "        this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
       "    }\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    var format_dropdown = fig.format_dropdown;\n",
       "    var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
       "    fig.ondownload(fig, format);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
       "    var size = msg['size'];\n",
       "    if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
       "        fig._resize_canvas(size[0], size[1]);\n",
       "        fig.send_message(\"refresh\", {});\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
       "    var x0 = msg['x0'] / mpl.ratio;\n",
       "    var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
       "    var x1 = msg['x1'] / mpl.ratio;\n",
       "    var y1 = (fig.canvas.height - msg['y1']) / mpl.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, 0, fig.canvas.width, fig.canvas.height);\n",
       "\n",
       "    fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
       "    // Updates the figure title.\n",
       "    fig.header.textContent = msg['label'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
       "    var cursor = msg['cursor'];\n",
       "    switch(cursor)\n",
       "    {\n",
       "    case 0:\n",
       "        cursor = 'pointer';\n",
       "        break;\n",
       "    case 1:\n",
       "        cursor = 'default';\n",
       "        break;\n",
       "    case 2:\n",
       "        cursor = 'crosshair';\n",
       "        break;\n",
       "    case 3:\n",
       "        cursor = 'move';\n",
       "        break;\n",
       "    }\n",
       "    fig.rubberband_canvas.style.cursor = cursor;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_message = function(fig, msg) {\n",
       "    fig.message.textContent = msg['message'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
       "    // Request the server to send over a new figure.\n",
       "    fig.send_draw_message();\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
       "    fig.image_mode = msg['mode'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function() {\n",
       "    // Called whenever the canvas gets updated.\n",
       "    this.send_message(\"ack\", {});\n",
       "}\n",
       "\n",
       "// A function to construct a web socket function for onmessage handling.\n",
       "// Called in the figure constructor.\n",
       "mpl.figure.prototype._make_on_message_function = function(fig) {\n",
       "    return function socket_on_message(evt) {\n",
       "        if (evt.data instanceof Blob) {\n",
       "            /* FIXME: We get \"Resource interpreted as Image but\n",
       "             * transferred with MIME type text/plain:\" errors on\n",
       "             * Chrome.  But how to set the MIME type?  It doesn't seem\n",
       "             * to be part of the websocket stream */\n",
       "            evt.data.type = \"image/png\";\n",
       "\n",
       "            /* Free the memory for the previous frames */\n",
       "            if (fig.imageObj.src) {\n",
       "                (window.URL || window.webkitURL).revokeObjectURL(\n",
       "                    fig.imageObj.src);\n",
       "            }\n",
       "\n",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                evt.data);\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "        else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
       "            fig.imageObj.src = evt.data;\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var msg = JSON.parse(evt.data);\n",
       "        var msg_type = msg['type'];\n",
       "\n",
       "        // Call the  \"handle_{type}\" callback, which takes\n",
       "        // the figure and JSON message as its only arguments.\n",
       "        try {\n",
       "            var callback = fig[\"handle_\" + msg_type];\n",
       "        } catch (e) {\n",
       "            console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        if (callback) {\n",
       "            try {\n",
       "                // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
       "                callback(fig, msg);\n",
       "            } catch (e) {\n",
       "                console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
       "            }\n",
       "        }\n",
       "    };\n",
       "}\n",
       "\n",
       "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
       "mpl.findpos = function(e) {\n",
       "    //this section is from http://www.quirksmode.org/js/events_properties.html\n",
       "    var targ;\n",
       "    if (!e)\n",
       "        e = window.event;\n",
       "    if (e.target)\n",
       "        targ = e.target;\n",
       "    else if (e.srcElement)\n",
       "        targ = e.srcElement;\n",
       "    if (targ.nodeType == 3) // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "\n",
       "    // jQuery normalizes the pageX and pageY\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    // offset() returns the position of the element relative to the document\n",
       "    var x = e.pageX - $(targ).offset().left;\n",
       "    var y = e.pageY - $(targ).offset().top;\n",
       "\n",
       "    return {\"x\": x, \"y\": y};\n",
       "};\n",
       "\n",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * http://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys (original) {\n",
       "  return Object.keys(original).reduce(function (obj, key) {\n",
       "    if (typeof original[key] !== 'object')\n",
       "        obj[key] = original[key]\n",
       "    return obj;\n",
       "  }, {});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.mouse_event = function(event, name) {\n",
       "    var canvas_pos = mpl.findpos(event)\n",
       "\n",
       "    if (name === 'button_press')\n",
       "    {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x * mpl.ratio;\n",
       "    var y = canvas_pos.y * mpl.ratio;\n",
       "\n",
       "    this.send_message(name, {x: x, y: y, button: event.button,\n",
       "                             step: event.step,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "\n",
       "    /* This prevents the web browser from automatically changing to\n",
       "     * the text insertion cursor when the button is pressed.  We want\n",
       "     * to control all of the cursor setting manually through the\n",
       "     * 'cursor' event from matplotlib */\n",
       "    event.preventDefault();\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    // Handle any extra behaviour associated with a key event\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.key_event = function(event, name) {\n",
       "\n",
       "    // Prevent repeat events\n",
       "    if (name == 'key_press')\n",
       "    {\n",
       "        if (event.which === this._key)\n",
       "            return;\n",
       "        else\n",
       "            this._key = event.which;\n",
       "    }\n",
       "    if (name == 'key_release')\n",
       "        this._key = null;\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.which != 17)\n",
       "        value += \"ctrl+\";\n",
       "    if (event.altKey && event.which != 18)\n",
       "        value += \"alt+\";\n",
       "    if (event.shiftKey && event.which != 16)\n",
       "        value += \"shift+\";\n",
       "\n",
       "    value += 'k';\n",
       "    value += event.which.toString();\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, {key: value,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
       "    if (name == 'download') {\n",
       "        this.handle_save(this, null);\n",
       "    } else {\n",
       "        this.send_message(\"toolbar_button\", {name: name});\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
       "    this.message.textContent = tooltip;\n",
       "};\n",
       "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to  previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
       "\n",
       "mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
       "    // Create a \"websocket\"-like object which calls the given IPython comm\n",
       "    // object with the appropriate methods. Currently this is a non binary\n",
       "    // socket, so there is still some room for performance tuning.\n",
       "    var ws = {};\n",
       "\n",
       "    ws.close = function() {\n",
       "        comm.close()\n",
       "    };\n",
       "    ws.send = function(m) {\n",
       "        //console.log('sending', m);\n",
       "        comm.send(m);\n",
       "    };\n",
       "    // Register the callback with on_msg.\n",
       "    comm.on_msg(function(msg) {\n",
       "        //console.log('receiving', msg['content']['data'], msg);\n",
       "        // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
       "        ws.onmessage(msg['content']['data'])\n",
       "    });\n",
       "    return ws;\n",
       "}\n",
       "\n",
       "mpl.mpl_figure_comm = function(comm, msg) {\n",
       "    // This is the function which gets called when the mpl process\n",
       "    // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
       "\n",
       "    var id = msg.content.data.id;\n",
       "    // Get hold of the div created by the display call when the Comm\n",
       "    // socket was opened in Python.\n",
       "    var element = $(\"#\" + id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm)\n",
       "\n",
       "    function ondownload(figure, format) {\n",
       "        window.open(figure.imageObj.src);\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy,\n",
       "                           ondownload,\n",
       "                           element.get(0));\n",
       "\n",
       "    // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
       "    // web socket which is closed, not our websocket->open comm proxy.\n",
       "    ws_proxy.onopen();\n",
       "\n",
       "    fig.parent_element = element.get(0);\n",
       "    fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
       "    if (!fig.cell_info) {\n",
       "        console.error(\"Failed to find cell for figure\", id, fig);\n",
       "        return;\n",
       "    }\n",
       "\n",
       "    var output_index = fig.cell_info[2]\n",
       "    var cell = fig.cell_info[0];\n",
       "\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function(fig, msg) {\n",
       "    var width = fig.canvas.width/mpl.ratio\n",
       "    fig.root.unbind('remove')\n",
       "\n",
       "    // Update the output cell to use the data from the current canvas.\n",
       "    fig.push_to_output();\n",
       "    var dataURL = fig.canvas.toDataURL();\n",
       "    // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
       "    // the notebook keyboard shortcuts fail.\n",
       "    IPython.keyboard_manager.enable()\n",
       "    $(fig.parent_element).html('<img src=\"' + dataURL + '\" 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/mpl.ratio\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] = '<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 () { fig.push_to_output() }, 1000);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\n",
       "    for(var toolbar_ind in mpl.toolbar_items){\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) { continue; };\n",
       "\n",
       "        var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
       "    var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
       "    button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
       "    button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
       "    buttongrp.append(button);\n",
       "    var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
       "    titlebar.prepend(buttongrp);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(el){\n",
       "    var fig = this\n",
       "    el.on(\"remove\", function(){\n",
       "\tfig.close_ws(fig, {});\n",
       "    });\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(el){\n",
       "    // this is important to make the div 'focusable\n",
       "    el.attr('tabindex', 0)\n",
       "    // reach out to IPython and tell the keyboard manager to turn it's self\n",
       "    // off when our div gets focus\n",
       "\n",
       "    // location in version 3\n",
       "    if (IPython.notebook.keyboard_manager) {\n",
       "        IPython.notebook.keyboard_manager.register_events(el);\n",
       "    }\n",
       "    else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    var manager = IPython.notebook.keyboard_manager;\n",
       "    if (!manager)\n",
       "        manager = IPython.keyboard_manager;\n",
       "\n",
       "    // Check for shift+enter\n",
       "    if (event.shiftKey && event.which == 13) {\n",
       "        this.canvas_div.blur();\n",
       "        event.shiftKey = false;\n",
       "        // Send a \"J\" for go to next cell\n",
       "        event.which = 74;\n",
       "        event.keyCode = 74;\n",
       "        manager.command_mode();\n",
       "        manager.handle_keydown(event);\n",
       "    }\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    fig.ondownload(fig, null);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.find_output_cell = function(html_output) {\n",
       "    // Return the cell and output element which can be found *uniquely* in the notebook.\n",
       "    // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
       "    // IPython event is triggered only after the cells have been serialised, which for\n",
       "    // our purposes (turning an active figure into a static one), is too late.\n",
       "    var cells = IPython.notebook.get_cells();\n",
       "    var ncells = cells.length;\n",
       "    for (var i=0; i<ncells; i++) {\n",
       "        var cell = cells[i];\n",
       "        if (cell.cell_type === 'code'){\n",
       "            for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
       "                var data = cell.output_area.outputs[j];\n",
       "                if (data.data) {\n",
       "                    // IPython >= 3 moved mimebundle to data attribute of output\n",
       "                    data = data.data;\n",
       "                }\n",
       "                if (data['text/html'] == html_output) {\n",
       "                    return [cell, data, j];\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "}\n",
       "\n",
       "// Register the function which deals with the matplotlib target/channel.\n",
       "// The kernel may be null if the page has been refreshed.\n",
       "if (IPython.notebook.kernel != null) {\n",
       "    IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
       "}\n"
      ],
      "text/plain": [
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\" width=\"1000\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "Text(0,0.5,'Voltage (V)')"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Fs = 150.0;  # sampling rate\n",
    "Ts = 1.0/Fs; # sampling interval ()\n",
    "t = np.arange(0,10,Ts) # time vector\n",
    "\n",
    "f0 = np.array( [5, 16, 4.4, 40.3, 1.2, 770]) #frequencies\n",
    "phi = np.array([0, 0,  0,    0,   0,     0]) #phases\n",
    "A = np.array(  [1, 2,  6,    2,   7,    20]) #amplitudes\n",
    "\n",
    "y = sum([A_i*np.sin(2*np.pi*f0_i*t+phi_i) for f0_i,A_i,phi_i in zip(f0,A,phi)])\n",
    "\n",
    "plt.figure(figsize=(10,5))\n",
    "plt.plot(t,y)\n",
    "plt.xlabel('Time (s)')\n",
    "plt.ylabel('Voltage (V)')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "window.mpl = {};\n",
       "\n",
       "\n",
       "mpl.get_websocket_type = function() {\n",
       "    if (typeof(WebSocket) !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof(MozWebSocket) !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        alert('Your browser does not have WebSocket support.' +\n",
       "              'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
       "              'Firefox 4 and 5 are also supported but you ' +\n",
       "              'have to enable WebSockets in about:config.');\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = (this.ws.binaryType != undefined);\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById(\"mpl-warnings\");\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent = (\n",
       "                \"This browser does not support binary websocket messages. \" +\n",
       "                    \"Performance may be slow.\");\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = $('<div/>');\n",
       "    this._root_extra_style(this.root)\n",
       "    this.root.attr('style', 'display: inline-block');\n",
       "\n",
       "    $(parent_element).append(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen =  function () {\n",
       "            fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
       "            fig.send_message(\"send_image_mode\", {});\n",
       "            if (mpl.ratio != 1) {\n",
       "                fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
       "            }\n",
       "            fig.send_message(\"refresh\", {});\n",
       "        }\n",
       "\n",
       "    this.imageObj.onload = function() {\n",
       "            if (fig.image_mode == 'full') {\n",
       "                // Full images could contain transparency (where diff images\n",
       "                // almost always do), so we need to clear the canvas so that\n",
       "                // there is no ghosting.\n",
       "                fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "            }\n",
       "            fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "        };\n",
       "\n",
       "    this.imageObj.onunload = function() {\n",
       "        fig.ws.close();\n",
       "    }\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_header = function() {\n",
       "    var titlebar = $(\n",
       "        '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
       "        'ui-helper-clearfix\"/>');\n",
       "    var titletext = $(\n",
       "        '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
       "        'text-align: center; padding: 3px;\"/>');\n",
       "    titlebar.append(titletext)\n",
       "    this.root.append(titlebar);\n",
       "    this.header = titletext[0];\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = $('<div/>');\n",
       "\n",
       "    canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
       "\n",
       "    function canvas_keyboard_event(event) {\n",
       "        return fig.key_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    canvas_div.keydown('key_press', canvas_keyboard_event);\n",
       "    canvas_div.keyup('key_release', canvas_keyboard_event);\n",
       "    this.canvas_div = canvas_div\n",
       "    this._canvas_extra_style(canvas_div)\n",
       "    this.root.append(canvas_div);\n",
       "\n",
       "    var canvas = $('<canvas/>');\n",
       "    canvas.addClass('mpl-canvas');\n",
       "    canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
       "\n",
       "    this.canvas = canvas[0];\n",
       "    this.context = canvas[0].getContext(\"2d\");\n",
       "\n",
       "    var backingStore = this.context.backingStorePixelRatio ||\n",
       "\tthis.context.webkitBackingStorePixelRatio ||\n",
       "\tthis.context.mozBackingStorePixelRatio ||\n",
       "\tthis.context.msBackingStorePixelRatio ||\n",
       "\tthis.context.oBackingStorePixelRatio ||\n",
       "\tthis.context.backingStorePixelRatio || 1;\n",
       "\n",
       "    mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
       "\n",
       "    var rubberband = $('<canvas/>');\n",
       "    rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
       "\n",
       "    var pass_mouse_events = true;\n",
       "\n",
       "    canvas_div.resizable({\n",
       "        start: function(event, ui) {\n",
       "            pass_mouse_events = false;\n",
       "        },\n",
       "        resize: function(event, ui) {\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "        stop: function(event, ui) {\n",
       "            pass_mouse_events = true;\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "    });\n",
       "\n",
       "    function mouse_event_fn(event) {\n",
       "        if (pass_mouse_events)\n",
       "            return fig.mouse_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    rubberband.mousedown('button_press', mouse_event_fn);\n",
       "    rubberband.mouseup('button_release', mouse_event_fn);\n",
       "    // Throttle sequential mouse events to 1 every 20ms.\n",
       "    rubberband.mousemove('motion_notify', mouse_event_fn);\n",
       "\n",
       "    rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
       "    rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
       "\n",
       "    canvas_div.on(\"wheel\", function (event) {\n",
       "        event = event.originalEvent;\n",
       "        event['data'] = 'scroll'\n",
       "        if (event.deltaY < 0) {\n",
       "            event.step = 1;\n",
       "        } else {\n",
       "            event.step = -1;\n",
       "        }\n",
       "        mouse_event_fn(event);\n",
       "    });\n",
       "\n",
       "    canvas_div.append(canvas);\n",
       "    canvas_div.append(rubberband);\n",
       "\n",
       "    this.rubberband = rubberband;\n",
       "    this.rubberband_canvas = rubberband[0];\n",
       "    this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
       "    this.rubberband_context.strokeStyle = \"#000000\";\n",
       "\n",
       "    this._resize_canvas = function(width, height) {\n",
       "        // Keep the size of the canvas, canvas container, and rubber band\n",
       "        // canvas in synch.\n",
       "        canvas_div.css('width', width)\n",
       "        canvas_div.css('height', height)\n",
       "\n",
       "        canvas.attr('width', width * mpl.ratio);\n",
       "        canvas.attr('height', height * mpl.ratio);\n",
       "        canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
       "\n",
       "        rubberband.attr('width', width);\n",
       "        rubberband.attr('height', height);\n",
       "    }\n",
       "\n",
       "    // Set the figure to an initial 600x600px, this will subsequently be updated\n",
       "    // upon first draw.\n",
       "    this._resize_canvas(600, 600);\n",
       "\n",
       "    // Disable right mouse context menu.\n",
       "    $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
       "        return false;\n",
       "    });\n",
       "\n",
       "    function set_focus () {\n",
       "        canvas.focus();\n",
       "        canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    window.setTimeout(set_focus, 100);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\n",
       "    for(var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            // put a spacer in here.\n",
       "            continue;\n",
       "        }\n",
       "        var button = $('<button/>');\n",
       "        button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
       "                        'ui-button-icon-only');\n",
       "        button.attr('role', 'button');\n",
       "        button.attr('aria-disabled', 'false');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "\n",
       "        var icon_img = $('<span/>');\n",
       "        icon_img.addClass('ui-button-icon-primary ui-icon');\n",
       "        icon_img.addClass(image);\n",
       "        icon_img.addClass('ui-corner-all');\n",
       "\n",
       "        var tooltip_span = $('<span/>');\n",
       "        tooltip_span.addClass('ui-button-text');\n",
       "        tooltip_span.html(tooltip);\n",
       "\n",
       "        button.append(icon_img);\n",
       "        button.append(tooltip_span);\n",
       "\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    var fmt_picker_span = $('<span/>');\n",
       "\n",
       "    var fmt_picker = $('<select/>');\n",
       "    fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
       "    fmt_picker_span.append(fmt_picker);\n",
       "    nav_element.append(fmt_picker_span);\n",
       "    this.format_dropdown = fmt_picker[0];\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = $(\n",
       "            '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
       "        fmt_picker.append(option)\n",
       "    }\n",
       "\n",
       "    // Add hover states to the ui-buttons\n",
       "    $( \".ui-button\" ).hover(\n",
       "        function() { $(this).addClass(\"ui-state-hover\");},\n",
       "        function() { $(this).removeClass(\"ui-state-hover\");}\n",
       "    );\n",
       "\n",
       "    var status_bar = $('<span class=\"mpl-message\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
       "    // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
       "    // which will in turn request a refresh of the image.\n",
       "    this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_message = function(type, properties) {\n",
       "    properties['type'] = type;\n",
       "    properties['figure_id'] = this.id;\n",
       "    this.ws.send(JSON.stringify(properties));\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_draw_message = function() {\n",
       "    if (!this.waiting) {\n",
       "        this.waiting = true;\n",
       "        this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
       "    }\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    var format_dropdown = fig.format_dropdown;\n",
       "    var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
       "    fig.ondownload(fig, format);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
       "    var size = msg['size'];\n",
       "    if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
       "        fig._resize_canvas(size[0], size[1]);\n",
       "        fig.send_message(\"refresh\", {});\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
       "    var x0 = msg['x0'] / mpl.ratio;\n",
       "    var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
       "    var x1 = msg['x1'] / mpl.ratio;\n",
       "    var y1 = (fig.canvas.height - msg['y1']) / mpl.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, 0, fig.canvas.width, fig.canvas.height);\n",
       "\n",
       "    fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
       "    // Updates the figure title.\n",
       "    fig.header.textContent = msg['label'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
       "    var cursor = msg['cursor'];\n",
       "    switch(cursor)\n",
       "    {\n",
       "    case 0:\n",
       "        cursor = 'pointer';\n",
       "        break;\n",
       "    case 1:\n",
       "        cursor = 'default';\n",
       "        break;\n",
       "    case 2:\n",
       "        cursor = 'crosshair';\n",
       "        break;\n",
       "    case 3:\n",
       "        cursor = 'move';\n",
       "        break;\n",
       "    }\n",
       "    fig.rubberband_canvas.style.cursor = cursor;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_message = function(fig, msg) {\n",
       "    fig.message.textContent = msg['message'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
       "    // Request the server to send over a new figure.\n",
       "    fig.send_draw_message();\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
       "    fig.image_mode = msg['mode'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function() {\n",
       "    // Called whenever the canvas gets updated.\n",
       "    this.send_message(\"ack\", {});\n",
       "}\n",
       "\n",
       "// A function to construct a web socket function for onmessage handling.\n",
       "// Called in the figure constructor.\n",
       "mpl.figure.prototype._make_on_message_function = function(fig) {\n",
       "    return function socket_on_message(evt) {\n",
       "        if (evt.data instanceof Blob) {\n",
       "            /* FIXME: We get \"Resource interpreted as Image but\n",
       "             * transferred with MIME type text/plain:\" errors on\n",
       "             * Chrome.  But how to set the MIME type?  It doesn't seem\n",
       "             * to be part of the websocket stream */\n",
       "            evt.data.type = \"image/png\";\n",
       "\n",
       "            /* Free the memory for the previous frames */\n",
       "            if (fig.imageObj.src) {\n",
       "                (window.URL || window.webkitURL).revokeObjectURL(\n",
       "                    fig.imageObj.src);\n",
       "            }\n",
       "\n",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                evt.data);\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "        else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
       "            fig.imageObj.src = evt.data;\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var msg = JSON.parse(evt.data);\n",
       "        var msg_type = msg['type'];\n",
       "\n",
       "        // Call the  \"handle_{type}\" callback, which takes\n",
       "        // the figure and JSON message as its only arguments.\n",
       "        try {\n",
       "            var callback = fig[\"handle_\" + msg_type];\n",
       "        } catch (e) {\n",
       "            console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        if (callback) {\n",
       "            try {\n",
       "                // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
       "                callback(fig, msg);\n",
       "            } catch (e) {\n",
       "                console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
       "            }\n",
       "        }\n",
       "    };\n",
       "}\n",
       "\n",
       "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
       "mpl.findpos = function(e) {\n",
       "    //this section is from http://www.quirksmode.org/js/events_properties.html\n",
       "    var targ;\n",
       "    if (!e)\n",
       "        e = window.event;\n",
       "    if (e.target)\n",
       "        targ = e.target;\n",
       "    else if (e.srcElement)\n",
       "        targ = e.srcElement;\n",
       "    if (targ.nodeType == 3) // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "\n",
       "    // jQuery normalizes the pageX and pageY\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    // offset() returns the position of the element relative to the document\n",
       "    var x = e.pageX - $(targ).offset().left;\n",
       "    var y = e.pageY - $(targ).offset().top;\n",
       "\n",
       "    return {\"x\": x, \"y\": y};\n",
       "};\n",
       "\n",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * http://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys (original) {\n",
       "  return Object.keys(original).reduce(function (obj, key) {\n",
       "    if (typeof original[key] !== 'object')\n",
       "        obj[key] = original[key]\n",
       "    return obj;\n",
       "  }, {});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.mouse_event = function(event, name) {\n",
       "    var canvas_pos = mpl.findpos(event)\n",
       "\n",
       "    if (name === 'button_press')\n",
       "    {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x * mpl.ratio;\n",
       "    var y = canvas_pos.y * mpl.ratio;\n",
       "\n",
       "    this.send_message(name, {x: x, y: y, button: event.button,\n",
       "                             step: event.step,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "\n",
       "    /* This prevents the web browser from automatically changing to\n",
       "     * the text insertion cursor when the button is pressed.  We want\n",
       "     * to control all of the cursor setting manually through the\n",
       "     * 'cursor' event from matplotlib */\n",
       "    event.preventDefault();\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    // Handle any extra behaviour associated with a key event\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.key_event = function(event, name) {\n",
       "\n",
       "    // Prevent repeat events\n",
       "    if (name == 'key_press')\n",
       "    {\n",
       "        if (event.which === this._key)\n",
       "            return;\n",
       "        else\n",
       "            this._key = event.which;\n",
       "    }\n",
       "    if (name == 'key_release')\n",
       "        this._key = null;\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.which != 17)\n",
       "        value += \"ctrl+\";\n",
       "    if (event.altKey && event.which != 18)\n",
       "        value += \"alt+\";\n",
       "    if (event.shiftKey && event.which != 16)\n",
       "        value += \"shift+\";\n",
       "\n",
       "    value += 'k';\n",
       "    value += event.which.toString();\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, {key: value,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
       "    if (name == 'download') {\n",
       "        this.handle_save(this, null);\n",
       "    } else {\n",
       "        this.send_message(\"toolbar_button\", {name: name});\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
       "    this.message.textContent = tooltip;\n",
       "};\n",
       "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to  previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
       "\n",
       "mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
       "    // Create a \"websocket\"-like object which calls the given IPython comm\n",
       "    // object with the appropriate methods. Currently this is a non binary\n",
       "    // socket, so there is still some room for performance tuning.\n",
       "    var ws = {};\n",
       "\n",
       "    ws.close = function() {\n",
       "        comm.close()\n",
       "    };\n",
       "    ws.send = function(m) {\n",
       "        //console.log('sending', m);\n",
       "        comm.send(m);\n",
       "    };\n",
       "    // Register the callback with on_msg.\n",
       "    comm.on_msg(function(msg) {\n",
       "        //console.log('receiving', msg['content']['data'], msg);\n",
       "        // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
       "        ws.onmessage(msg['content']['data'])\n",
       "    });\n",
       "    return ws;\n",
       "}\n",
       "\n",
       "mpl.mpl_figure_comm = function(comm, msg) {\n",
       "    // This is the function which gets called when the mpl process\n",
       "    // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
       "\n",
       "    var id = msg.content.data.id;\n",
       "    // Get hold of the div created by the display call when the Comm\n",
       "    // socket was opened in Python.\n",
       "    var element = $(\"#\" + id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm)\n",
       "\n",
       "    function ondownload(figure, format) {\n",
       "        window.open(figure.imageObj.src);\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy,\n",
       "                           ondownload,\n",
       "                           element.get(0));\n",
       "\n",
       "    // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
       "    // web socket which is closed, not our websocket->open comm proxy.\n",
       "    ws_proxy.onopen();\n",
       "\n",
       "    fig.parent_element = element.get(0);\n",
       "    fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
       "    if (!fig.cell_info) {\n",
       "        console.error(\"Failed to find cell for figure\", id, fig);\n",
       "        return;\n",
       "    }\n",
       "\n",
       "    var output_index = fig.cell_info[2]\n",
       "    var cell = fig.cell_info[0];\n",
       "\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function(fig, msg) {\n",
       "    var width = fig.canvas.width/mpl.ratio\n",
       "    fig.root.unbind('remove')\n",
       "\n",
       "    // Update the output cell to use the data from the current canvas.\n",
       "    fig.push_to_output();\n",
       "    var dataURL = fig.canvas.toDataURL();\n",
       "    // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
       "    // the notebook keyboard shortcuts fail.\n",
       "    IPython.keyboard_manager.enable()\n",
       "    $(fig.parent_element).html('<img src=\"' + dataURL + '\" 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/mpl.ratio\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] = '<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 () { fig.push_to_output() }, 1000);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\n",
       "    for(var toolbar_ind in mpl.toolbar_items){\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) { continue; };\n",
       "\n",
       "        var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
       "    var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
       "    button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
       "    button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
       "    buttongrp.append(button);\n",
       "    var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
       "    titlebar.prepend(buttongrp);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(el){\n",
       "    var fig = this\n",
       "    el.on(\"remove\", function(){\n",
       "\tfig.close_ws(fig, {});\n",
       "    });\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(el){\n",
       "    // this is important to make the div 'focusable\n",
       "    el.attr('tabindex', 0)\n",
       "    // reach out to IPython and tell the keyboard manager to turn it's self\n",
       "    // off when our div gets focus\n",
       "\n",
       "    // location in version 3\n",
       "    if (IPython.notebook.keyboard_manager) {\n",
       "        IPython.notebook.keyboard_manager.register_events(el);\n",
       "    }\n",
       "    else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    var manager = IPython.notebook.keyboard_manager;\n",
       "    if (!manager)\n",
       "        manager = IPython.keyboard_manager;\n",
       "\n",
       "    // Check for shift+enter\n",
       "    if (event.shiftKey && event.which == 13) {\n",
       "        this.canvas_div.blur();\n",
       "        event.shiftKey = false;\n",
       "        // Send a \"J\" for go to next cell\n",
       "        event.which = 74;\n",
       "        event.keyCode = 74;\n",
       "        manager.command_mode();\n",
       "        manager.handle_keydown(event);\n",
       "    }\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    fig.ondownload(fig, null);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.find_output_cell = function(html_output) {\n",
       "    // Return the cell and output element which can be found *uniquely* in the notebook.\n",
       "    // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
       "    // IPython event is triggered only after the cells have been serialised, which for\n",
       "    // our purposes (turning an active figure into a static one), is too late.\n",
       "    var cells = IPython.notebook.get_cells();\n",
       "    var ncells = cells.length;\n",
       "    for (var i=0; i<ncells; i++) {\n",
       "        var cell = cells[i];\n",
       "        if (cell.cell_type === 'code'){\n",
       "            for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
       "                var data = cell.output_area.outputs[j];\n",
       "                if (data.data) {\n",
       "                    // IPython >= 3 moved mimebundle to data attribute of output\n",
       "                    data = data.data;\n",
       "                }\n",
       "                if (data['text/html'] == html_output) {\n",
       "                    return [cell, data, j];\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "}\n",
       "\n",
       "// Register the function which deals with the matplotlib target/channel.\n",
       "// The kernel may be null if the page has been refreshed.\n",
       "if (IPython.notebook.kernel != null) {\n",
       "    IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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CBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgULpAV+k96IAAgUoFJiYmDsYAVsQ6Huu+SgejcwIECBAgQIAAAQIECBAgQIAAAQIECBAgQKBqgbUxgO5YD3d1dT2s6sHon0BqAgL01GbEeAgssUAE6KPRZM8SN6s5AgQIECBAgAABAgQIECBAgAABAgQIECBAoLMFxiJA7+3sj2D0BJZewE2x9KZaJJCaQP7keU8E6dn4eF60ECDQikBPz4N/dzI2NtZKdXUIEAgB940fAwILE3DvLMzNVQTcO34GCMxfwH0zfzNXEMgF3Dt+DggsTMC9szC3dlzV3d2dRXCedyU0aAe4PjpOQIDecVNmwATmLZC/tv2UPDwfGRmZ98UuILAcBfL/A9nf3z/50ffv3++PT5bjD4HPPG8B9828yVxAYFLAveMHgcDCBNw7C3Nz1fIWcN8s7/n36Rcu4N5ZuJ0rl7eAeyft+e/r66v/cZCvfU17qoyuIoH8+w0sBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBg2QsI0Jf9jwAAAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEMgFBOh+DggQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQAgI0P0YECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEBCg+zEgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIhIED3Y0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBEJAgO7HgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIhIAA3Y8BAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAIAQG6HwMCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIBACAnQ/BgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAIAQE6H4MCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBACAjQ/RgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEQEKD7MSBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAiEgQPdjQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEQkCA7seAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAiEgADdjwEBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEAgBAbofAwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgEAICdD8GBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgBATofgwIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAICND9GBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgRAQoPsxIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECISBA92NAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRCoJcCgU4S2LRp069NTEy8JNbnxbifFuvaWB+I9c449vXYfnJoaOgfYtvSsnHjxpdExW2xnhvrmlj3x/pPsV42ODj4N7FdkuXCCy88ceXKlW+KxjbGekasx8d6e1dX1+di3B+Lvm6LfQsBAgQIEOhYgYlD92UP3PbTbDy2EwdjPenRWdcJJ3bs5zFwAgQIECBAgAABAgQIECBAgAABAgSWp0DX8vzYPnUnCkTYfUOM+/ktjP3TUecNEUofaVK3K9r78zifh+eNljxE/89xcqJRhVaOR+j/hPHx8c9F3Sc3qH93BOmv2Llz5+cbnF/U4Qjo74gGThkbG8tGRkYW1ZaLCSwXge7u7qy/v3/y4+7duzeLe3i5fHSfk8C8BOJ3TJbd8t1s/MvxK+w7/5jFzfLQ9XEfZec8O+u+4GXxG/DpWfyue+icEgECRwX8zjlKoUBgXgLunXlxqUxgUsB94weBwMIE3DsLc3MVAfdO2j8DfX19WU9PTz7IPfHfbE5Ne7RGR6D9Al7h3n5zPS5c4JTapXfG9qPxP+oD8Uv43FjPi/Lb4tie2vlXxX/Qv7xWnnUzMDDwgThRD8+/HfW35G3l2zj+7dpF2yJkf/+sDbR4MK5/eARv10X1yfA82v+LKL8w1v8YY35PbO+N9aQ4Prhhw4azo2whQIAAAQIdITBx60+y8UvfnI3/8Xuz7P99fWp4nn+CPEz/569Pns/r5fUtBAgQIECAAAECBAgQIECAAAECBAgQSF3AK9xTnyHjKwr8MELn34uweVc8GT5WPBHlf9yyZcunR0dHvxblJ0W9LRGSf3y217lHqJ2/Qv13a9d/K7bPj3qHavs3xuvWr4nXredPuz8z1nfGE+SfuvLKKxf0X/1jHO+I8T6l1vbvRj8fqpXzzTdiLF+O7VdiPTEC/I/E9jditRAgQIAAgaQFJr7/7Wz8z/4gyw7f39o477wtG//Qu7Pu33l31nXmOa1doxYBAgQIECBAgAABAgQIECBAgAABAgQqEPAEegXoulyYQITmL4/XnO+cJTyfbHD79u13RVj99kLrA4Xy0WKE2m+Nnck/HonQ+s3RXj08n6xz7bXX3pcfr13QG0+Qv+XoxfMobNu27bgYz3+tXfKDs84664+nXx59fyPG88na8RdEoP6M6XXsEyBAgACBlAQmnzyfT3heH3yE7Xno7kn0OogtAQIECBAgQIAAAQIECBAgQIAAAQIpCgjQU5wVY1qwQITRu+sXR/kJ9XJh2xWh9m/X9n8YT5bHF7bOXGrHb6mduTi28/7i1l/+8pcXxHWr8jZiLFdceumlhS+GzY8+uMS5y+vlGNv6etmWAAECBAikJhC/p7Lxv/pw60+eT/8AeYj+qY9keTsWAgQIECBAgAABAgQIECBAgAABAgQIpCggQE9xVoxpMQLHFy6eEVjH94w/Ls5Pfpd6BNf5a9qbLfXzp8aT4ac3qzjbuQgHnlc/3qyvkZGR/DXyB/O6Ue+59WtsCRAgQIBAcgK3fDfL4nXsi1r23JplP7p5UU24mAABAgQIECBAgAABAgQIECBAgAABAmUJCNDLktVuVQLnFzr+YaE8WYxXsz+1fixezT7jfP1cvo0w++j5KB+9rlinWbl4zeHDh4+2Nf2a3bt3j8ax+nesz7uf6e3ZJ0CAAAECZQmM7/787E3HE+Xdhx+YssZj5rPXjaMTX27QTsMrnCBAgAABAgQIECBAgAABAgQIECBAgEB7BCa/B7o9XemFQLkC8Yr07u9973vvqvcSAfnOerm+jVD7tPprY6N8R/34bNuod3v9eLR1Wr08j239moNXX331gTmuy/s6O9Y1L33pS1dcf/31h+eoP3l6/fr1p85Vb2xsrCeWyWrxBwRzVXeeAIEQKN4rxTIcAstZYOLQfVn27Vm/+STrPjKanfJ3N03h2fPCs7PxFcdNOVbfmfj2N7KueJ171wkn1g/ZEli2AsXfM8XysgXxwQm0KFC8X4rlFi9XjcCyFCjeK8XyssTwoQnMQ6B4vxTL82hCVQLLUqB4vxTLyxLDhyZAoOMEBOgdN2UG3Ejg5ptvfmuE4ufWzl+1a9eu/NXoU5YIxR9ROHBvoTyjGHUPRnv14w+vF+axrffVtJ+8vWJfK1euzPtqKUCPYPxoyN9oXAcOHMhWr16d5SF6f39/o2qOEyDQQGDt2rUNzjhMYHkJPHDbT7O94zO+HWVhCNHOyT1d2XF+Ly3Mz1XHrIDfOcfs1PpgJQu4d0oG1vwxKeC+OSan1Ydqg4B7pw3IujgmBdw7x+S0+lAEjmkBj6Me09O7fD5cfEf5+RF2/2HtE+/r7e1942yfPuqsLBw/UijPKEbdYoh9wowKcx+o99W0n7yZYl9RXkhfc49GDQIECBAgsAiB8fwJ9CVcxg8dXMLWNEWAAAECBAgQIECAAAECBAgQIECAAIGlEfAE+tI4aqVCgQ0bNpwV3V8Va/7znIfel2zfvn0ktjOWeNL7/sLB4wvlGcWouyLC7PrxQ/XCPLb1vpr2k7dX7CvKLfcVr2evvya+4bBWrVp1Y5zsj7rZ/v37G9ZzggCBhwTy10rV/zJ23759WXyNw0MnlQgsU4GJg0sboP/bwUNZ1969y1TTxybwkIDfOQ9ZKBGYj4B7Zz5a6hJ4UMB94yeBwMIE3DsLc3MVAfdO2j8Da9asmXxrbdqjNDoC1QkI0Kuz1/MSCMST54+LZr4Y66NiHYt1y+Dg4A2xnXWJQPyeCKjr55q+lj3qPqxeMbZzvoa9ULdevKdWaNpPXqfY1/33399yX8PDw3fUO2u0jVe35y6TixCwLmFLoHWB/L5x77TupeaxKzBx0qOzLP64JG6IxX/I+FqR8ZMelXUtRVuLH40WCCQj4HdOMlNhIB0m4N7psAkz3CQE3DdJTINBdKCAe6cDJ82QkxBw7yQxDQZBgMA8BLzCfR5YqqYlsHnz5sfEiP421nwbufjE6yI8z59Eb7jEL+qjgXPUP7VhxTgRofbRp7vjr+Xm/K7xWdqq9/Wwiy++eNUs54uH6n3tv/7664uvji/WUSZAgAABApUJdJ1wYpad8+wl6b/rPzw7m2xvSVrTCAECBAgQIECAAAECBAgQIECAAAECBJZOQIC+dJZaaqPAli1bTo5Xkn8punx83m2E3W8eGhr667mGEKH59+t1IhR/Sr082zbqHj0f5R/MVqfZsWJfK1asONrW9GsuuOCC/E0QT6gdn3c/09uzT4AAAQIEyhLovuBlS9J01wuWpp0lGYxGCBAgQIAAAQIECBAgQIAAAQIECBAgUBAQoBcwFDtDIF7bftLo6OgXYrRn5iOO8PxdO3fu/NNWRr9r166fRb0787oRcJ8/xzXPr53fE0+2/3yOurOd/mr9YLO++vr6nhn1Jl8XH5/la/VrbAkQIECAQHICT356vPflVxc3rFMem2VPetri2nA1AQIECBAgQIAAAQIECBAgQIAAAQIEShIQoJcEq9lyBC688MJ4f2z2uVh/rdbDByM8/6N59JZ/Afpna/WfsmnTplnfRVs7PvnUeITaef38unktcd3uuODu/KII0F8Tm668PH2Jc1vrx+Kapq+gr9ezJUCAAAECVQjE76ms+3VvzbIVKxfWfVzX/dq35H/8trDrXUWAAAECBAgQIECAAAECBAgQIECAAIGSBQToJQNrfukE4snz41euXJkHzM+ptfrReDL8vfPtIV7d/pG4ZjS/Lr4T/X9HuycU28j38+O1Y6Pxqvi8/oxlYGDg8qg7ka9RvmB6hRjbkQjHP1Y7/tSo947pdeLYeVHn9bXjN1x55ZU3Tq9jnwABAgQIpCTQ9dgnZN2/8+75h+h5eB7X5ddbCBAgQIAAAQIECBAgQIAAAQIECBAgkKpA/t3LFgKdIrA9Bvqi2mD/PrafjCfFm70D9kgE0j+a/uHyYxFc/684/q5Y89enfy32/yhC859EuJ7/V/13xnpOrPkTch+K177/S15eyHLkyJEPxfefb4prnxTr/4x+zog2d8R6KIL5F8Sx34s1vw8PxfqWWC0ECBAgQCB5ga4zz8m6/9sfZON/9eH4YpTb5h5vvLZ98slz4fncVmoQIECAAAECBAgQIECAAAECBAgQIFCpgAC9Un6dz1NgfaH+b0T5pgi9C4dmFG+NI6fPOBoHzjrrrPfcfPPNayPIfl3s5mH5jgjPp1f95JlnnjnvJ9yLjVxzzTX3RGj+W3Hs87E+MdZt8cR5vhZfX/vvsf+fhoaGvlO8VpkAAQIECKQsMPkk+qXxwpYf3Zxl1w1l2d/dNHW4PT1Z1zOek3W94GWT33kev3OnnrdHgAABAgQIECBAgAABAgQIECBAgACBBAUE6AlOiiGVL3DppZfmyfvrL7nkkl15oB3lZ8V6cqx3xXpjHPtEBNrXx2vYY3dxS7Tx41e96lXnHDp06E0RHmyM1s6I9fhYb49+Ph9/BPDR4eHhPOy3ECBAgACBjhKYDMWf/PSs++THZNmf/OWUsXe//+PZxKmnTTlmhwABAgQIECBAgAABAgQIECBAgAABAqkLeBQo9RkyPgKLFIiQ/o5o4pR4ZXw2MjKyyNZcTmB5CORvpOjv75/8sHv37s3meNvF8kDxKQk0Eej+xS+y/rPPnlJj7003ZeOrV085ZocAgZkCfufMNHGEQCsC7p1WlNQhMFXAfTPVwx6BVgXcO61KqUdgqoB7Z6pHant9fX1ZT7w9MJY98YDEqamNz3gIVC0w453VVQ9I/wQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoAoBAXoV6vokQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgeQEBOjJTYkBESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAVAgL0KtT1SYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLJCQjQk5sSAyJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBKgQE6FWo65MAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEkhMQoCc3JQZEgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAlUICNCrUNcnAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECCQnIEBPbkoMiAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSqEBCgV6GuTwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBITkCAntyUGBABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIVCEgQK9CXZ8ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkJyAAD25KTEgAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEKhCQIBehbo+CRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCA5AQF6clNiQAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQhYAAvQp1fRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAcgIC9OSmxIAIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoAoBAXoV6vokQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgeQEBOjJTYkBESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAVAgL0KtT1SYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLJCQjQk5sSAyJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBKgQE6FWo65MAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEkhMQoCc3JQZEgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAlUICNCrUNcnAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECCQnIEBPbkoMiAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSqEBCgV6GuTwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBITkCAntyUGBABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIVCEgQK9CXZ8ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkJyAAD25KTEgAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEKhCQIBehbo+CRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCA5AQF6clNiQAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQhYAAvQp1fRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAcgIC9OSmxIAIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoAoBAXoV6vokQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgeQEBOjJTYkBESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAVAgL0KtT1SYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLJCQjQk5sSAyJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBKgQE6FWo65MAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEkhMQoCc3JQZEgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAlUICNCrUNcnAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECCQnIEBPbkoMiAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSqEBCgV6GuTwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBITkCAntyUGBABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIVCEgQK9CXZ8ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkJyAAD25KTEgAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEKhCQIBehbo+CRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCA5AQF6clNiQAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQhYAAvQp1fRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAcgIC9OSmxIAIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoAoBAXoV6vokQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgeQEBOjJTYkBESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAVAgL0KtT1SYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLJCQjQk5sSAyJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBKgQE6FWo65MAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEkhMQoCc3JQZEgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAlUICNCrUNcnAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECCQnIEBPbkoMiAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSqEBCgV6GuTwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBITkCAntyUGBABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIVCEgQK9CXZ8ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkJyAAD25KTEgAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEKhCQIBehbo+CRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCA5AQF6clNiQAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQhYAAvQp1fRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAcgIC9OSmxIAIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoAoBAXoV6vokQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgeQEepMbkQERaCKwbt26tT09PedGlXO7urqeFdt8XZ1fMjExccXQ0NDWvNxo2bx58+ljY2M/a3S+wfFbBwcHT29wrunhjRs3/jwqPLZppQdPLriPFtpWhQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBFgQE6C0gqZKOQG9v70gFo7mlgj51SYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAmwUE6G0G192SCtwerf0g1he12uojH/nIPXfffffT56o/Pj7+7qjzilq9K+aq38L5z3Z3d7+3Sb0jTc45RYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAGwQE6G1A1sWSCvx+vKr9xuOOO+7G7du3j8z3leyXXXbZAzGam5uNKF673hPnL6jVuef++++/uln9Vs7FmA9ceeWVTfttpR11CBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAoT0CAXp6tlksQiO8if18JzU5pMr5b/Tcj8H5MfjDKQ9dee+19UyrYIUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEDgmBToPiY/lQ9FYBECEZ6/un55lJfi9e315mwJECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEEhYQICe8OQYWvsFLrrookdErxfXer41nnj/SvtHoUcCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBKoQ8Ar3KtT1mazA8ccfPxCDOzEfYDx9/tf5Ji8vdolXwT8/vlv9pmjnCbF2xToS7f9Td3f39p07d3429pekn2jHQoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAAgUE6AuEc9mxKRBB99HXt0c5D9CXannctIZOj/ZPjxD9kgjWvxbnNsXT7num1Zlzd/369afOVWlsbKwnlslqEdjPVd15AgRCoHivFMtwCBCYXSB+p804kR9z/8xgcYDADIHifVIsz6joAAECUwSK90uxPKWSHQIEpggU75VieUolOwQIzBAo3i/F8oyKDhAgMEWgeL8Uy1Mq2SFAgECiAgL0RCfGsNovEEH2r0av59d6/noE2j9eglEciTauiRDhixGW3xzlu2O7KrbnxbE3xva0WJ8T65ei//Oiz7uj3PISwfjtc1U+cOBAtnr16iwP0fv7++eq7jwBAtME1q5dO+2IXQIEZgjU/lCreLyvry/L1qwpHlImQGAOAb9z5gBymkADAfdOAxiHCTQRcN80wXGKQBMB904THKcINBFw7zTBcYoAgSQFBOhJTotBVSEQgfYrI9yefIQutkvy9PkDDzxw7tVXX31gls+zO75v/f+sWLFiKM69KNanRp/vi+3bZqnrEAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECbRAQoLcBWRedIRAB9qtqIz08Ojp65VKMukF4Ptn0Nddcc088dX5J7Pwk1tUR4G+L/XfFU+j5U+stLfF69vwJ9qbLqlWrbowK/VE3279/f9O6ThIg8KBA/lqp+l/G7tu3LxsfH0dDgEATga677sriefMpy8jISDYRv3ssBAg0F/A7p7mPswQaCbh3Gsk4TqCxgPumsY0zBJoJuHea6ThHoLGAe6exTQpn1sRbA+tf/ZrCeIyBQGoCAvTUZsR4KhGI4Prc6PgpeecRZF/TLPheygHmr2wfGBjYEX2+Kdp9WIT4z4zt11vtY3h4+I656sYvwaPphRBwLi3nCcwUyO8b985MF0cIFAW6JyaKu5Pl+J3m3pmh4gCB5gJ+5zT3cZZAIwH3TiMZxwk0FnDfNLZxhkAzAfdOMx3nCDQWcO80tnGGAIE0BbrTHJZREWivQPxH/lfXe4xf5kvy+vZ6ey1sv1+oc0qhrEiAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQBsFBOhtxNZVmgLbtm07Lp4A31Qb3b677rrrb9o50niVzeT3rrezT30RIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIDBTQIA+08SRZSZw4MCB34qPfHL+sSNI/7+7d+8ebTPBmfX+Iky/s162JUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgvQIC9PZ66y1BgeLr26N8RTuHGN+9flL0WX/6/b577rnnW+3sX18ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECDwk0PtQUYnA8hOIAPvR8anzJ9Dz5buDg4PfebA4979x7e6odX5es6en53E7duz4eV6uL3H+JVG+Ido8VD9W3F500UWPiP2dsa7Oj8fT75+8/vrrD+dlCwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAEC7RcQoLffXI+LEIhQ+rlx+Rn1JsbHxydfvZ7vRwB9RpzfWj+XbyO8vry4P70cT39vjuuOz4+X8PT5u6LZz1xyySXDsf1qtP+T2N4b21WxPS/6fWNsT4s1X26J45dOlvxDgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAlAgL0Sth1ulCBCJnfEMHza+rXx369mG+fU1uLxy4v7kwvR1uvrh0bi/Jnpp9fgv1H52OOdvJ1col+6sX69itReEWE/f9WP2BLgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgED7BQTo7TfXYyICGzZseGIM5ddrw/lSBNh7l3Jo8XT8O+LV7i+MAP28aPfJseZPy+dPn98X651x/Jvd3d3bd+7c+cXYn/KXALFvIUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgzQIC9DaD625xAkNDQ1ujhXxd9LJr165/iUZmPA7easMRuF/QrG60/604n68WAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQ6QKC7A8ZoiAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoHQBAXrpxDogQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgU4QEKB3wiwZIwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAiULiBAL51YBwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQCQIC9E6YJWMkQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgdIFBOilE+uAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBDpBQIDeCbNkjAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQuoAAvXRiHRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAJwgI0DthloyRAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBEoXEKCXTqwDAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgEAQF6J8ySMRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBA6QIC9NKJdUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECnSAgQO+EWTJGAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEChdQIBeOrEOCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKATBATonTBLxkiAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECpQsI0Esn1gEBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIdIKAAL0TZskYCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKB0AQF66cQ6IECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIFOEBCgd8IsGSMBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIlC4gQC+dWAcECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0AkCAvROmCVjJECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHSBQTopRPrgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQ6QUCA3gmzZIwECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgULqAAL10Yh0QIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQCcICNA7YZaMkQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKFxCgl06sAwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoBAEBeifMkjESIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQOkCAvTSiXVAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAp0gIEDvhFkyRgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAoXUCAXjqxDggQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgEwQE6J0wS8ZIgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAqULCNBLJ9YBAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECHSCgAC9E2bJGAkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgdAEBeunEOiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBThAQoHfCLBkjAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECJQuIEAvnVgHBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINAJAgL0TpglYyRAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACB0gUE6KUT64AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEOkFAgN4Js2SMBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIFC6gAC9dGIdECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAnCAjQO2GWjJEAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEShcQoJdOrAMCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6AQBAXonzJIxEiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEDpAgL00ol1QIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQKdICBA74RZMkYCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQKF1AgF46sQ4IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoBMEBOidMEvGSIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQKlCwjQSyfWAQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAh0goAAvRNmyRgJECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoHQBAXrpxDogQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgU4QEKB3wiwZIwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAiULiBAL51YBwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQCQIC9E6YJWMkQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgdIFBOilE+uAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBDpBQIDeCbNkjAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQuoAAvXRiHRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAJwgI0DthloyRAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBEoXEKCXTqwDAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgEAQF6J8ySMRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBA6QIC9NKJdUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECnSAgQO+EWTJGAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEChdQIBeOrEOCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKATBATonTBLxkiAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECpQsI0Esn1gEBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIdIKAAL0TZskYCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQAnHeakAAEAASURBVKB0gd7Se9ABgSUUWLdu3dqenp5zo8lzu7q6nhXbfF2ddzExMXHF0NDQ1rzcbNm4cePWOP+pZnUK5147ODh4eWF/QcUY9+re3t7/EhdfHOvpsXbF+rNYrx4dHf3YVVdd9YsoWwgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQqFBAgF4hvq7nLxAh9Mj8r6r2ik2bNj1rfHz8szGKX5k2krNj/+z4TG/YsGHDb+/atetb087bJUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgjQIC9DZi62rJBW6PFn8Q64sW2nI8tf7ieKL9zkbXHz58+I5G51o5Hk+7nxLh+bVRty/W0Xhq/k9i/7r82u7u7pdH/2+L4mOifF3UfUY87b4nP2chQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKD9AgL09pvrcXECvx+h843HHXfcjdu3bx/ZvHnz6WNjY/mr0Be0xNPfP9qxY8fPF3RxCxfFWD8YoXkenuevmH9FBOSDhcv+YWBg4Ftxfmcc64vt+2P7usJ5RQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE2ijQ3ca+dEVg0QKRP78vvuf8ujw8X3RjJTewZcuWPBR/Za2bL8S4i+H55OHasS/kOxGwvzq/plbfhgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBNgsI0NsMrrvlIxBPxl8Un7an9ok/1eiTR3B+ee1cT+2aRlUdJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgRAEBeom4ml7eAhGMP68gcEOhPKUY34lePPfcKSftECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQNgHfgd42ah2lKBBPfF++cePGp8bYHhXrv8f641j/NtaPx+vi98R2MUvebr7cHW3tfbA489/h4eF/jTHkfT8yQvf6NTMrOkKAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQKkCAvRSeTXeAQLnF8a4Osr5+uuxvn1gYOAt8R3lnyicn2/xtNoFd7Rw4e1R56xY69e0cEmWrV+//tS5KsYfCfTEMlmtu9tLJ+bycp5ALlC8V4plOgQIzC7Q1dU140R+zP0zg8UBAjMEivdJsTyjogMECEwRKN4vxfKUSnYIEJgiULxXiuUplewQIDBDoHi/FMszKjpAgMAUgeL9UixPqWSHAAECiQoI0BOdGMMqXeCn8bT3cPTyjQiX8/A6i1epPz7+Y/+GOD4Quyuj/OfxZPhEPD1+WX5+Acsjatfc28K1B2t1Ht5C3aNV6mM/emCWwoEDB7LVq1dneYje398/Sw2HCBBoJrB27dpmp50jQCAXqP2hVhGjr68vy9asKR5SJkBgDgG/c+YAcppAAwH3TgMYhwk0EXDfNMFxikATAfdOExynCDQRcO80wXGKAIEkBQToSU6LQZUscFWE4ldEHxPT+rkx9q+MJ89fHuF5Hq4fF+uHI0S/ptkr2Ke1UdxdWds5UjzYoHy4dvyEBucdJkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgZAEBesnAmk9PIMLwu5uNKl7bfl2E5v8j6nwg1hNjfX2sH4x1vsv9cUF+/fEtXLiiVudQC3WPVonXs8/5yvdVq1blfxjQH3Wz/fv3H71WgQCBxgL5a6Xqfxm7b9++/A0VjSs7Q4BA1nXXXVk8bz5lGRkZySbid4+FAIHmAn7nNPdxlkAjAfdOIxnHCTQWcN80tnGGQDMB904zHecINBZw7zS2SeHMmnhrYP2rX1MYjzEQSE1AgJ7ajBhPEgKjo6N/0dvb+/4YTP6lrvn3pC8kQL8nrssD9FZey/6wqJcvrbzu/cGa8e/w8PAdR3caFOKX4NH0QgjYAMlhAk0E8vvGvdMEyCkCIdA9Mf2lLvGalzjm3vHjQWB+An7nzM9LbQJ1AfdOXcKWQOsC7pvWrdQkUBRw7xQ1lAm0LuDead1KTQIE0hDoTmMYRkEgLYGrrrpqX4zortqoTlng6Orh9qktXF9/knzy+9hbqK8KAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJLLCBAX2JQzR1TAvnT54tZvl+7+KR4JXx/o4bWr1//K3Hukfn5+O71HzSq5zgBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAuUKCNDL9dV6hwqsW7dubQx9dW34dy7wY3y1cF3+GvhZl/gumKPn4nW3X5u1koMECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECJQuIEAvnVgHnSgQ3xu+LcY9+QR6hNo3LPAzXBPXjdeufW2jNuKp8621c3nd/BoLAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIVCAjQK0DXZXUCmzdvPn3Dhg3nNBvBwMDAyyPU/u+1OvdH+VOz1Y/Xsu+OdSJf83an1xkcHNwbxz5TO/7iqDcwvU70tTGOvTg/HkH9p2vXTK9mnwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBNgj0tqEPXRBYMoEIoZ8bjZ1Rb3B8fPzkejmC7jPi/Nb6fr6NQPry4v7o6Ojp8cr0L0e9b0RgfW2c+05cty/a6Yqnzh8f+wNxPA+6J58+j3Pv2Llz555iG/MpR5vvGRsbe0lcsybW7RGYPzPavC5vI/rJg/q35+VY9scY3vtg0b8ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECFQhIECvQl2fCxaI0PkNETq/pt5A7NeL+fY5tbV47PLiTqF8XrRzXn0/QvU80K7v5tv7Yn1rhOeXFQ/Ot7xjx47b44n3C6P9q+Pa/ujznbHN1yzK+SZf9kZ4fvHw8PAdD+76lwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBKgS8wr0KdX1WJnDkyJF/jqD8lbH+aQzim7HeFmselh+JdSTWv49g+z3xpPrj4un1RYXn0dbksmvXrm/29vY+Pdr9QBy4OdZ7a+t382PR19PyOpOV/UOAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQGUCRx+BrWwEOiZAoFSB+GOB/Mn2U+JV8tnISP43AhYCBOYSyN9K0d/fP1lt7969WbwlYq5LnCewrAW6f/GLrP/ss6cY7L3ppmx89eopx+wQIDBTwO+cmSaOEGhFwL3TipI6BKYKuG+metgj0KqAe6dVKfUITBVw70z1SG2vr68vi6+gzYe1Jx70OzW18RkPgaoFPIFe9QzonwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSSEBCgJzENBkGAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECVQsI0KueAf0TIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQBICAvQkpsEgCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKBqAQF61TOgfwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBIQkCAnsQ0GAQBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIVC0gQK96BvRPgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAkkICNCTmAaDIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGqBQToVc+A/gkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgCQEBehLTYBAECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgULWAAL3qGdA/AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECCQhIEBPYhoMggABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSqFhCgVz0D+idAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBJAQE6ElMg0EQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQNUCAvSqZ0D/BAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIJCEgAA9iWkwCAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBCoWkCAXvUM6J8AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEkhAQoCcxDQZBgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAlULCNCrngH9EyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEASAgL0JKbBIAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgagEBetUzoH8CBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQSEJAgJ7ENBgEAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECFQtIECvegb0T4AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJJCAjQk5gGgyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBqgUE6FXPgP4JECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAIAkBAXoS02AQBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIFC1gAC96hnQPwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgkISBAT2IaDIIAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEqhYQoFc9A/onQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgSQEBOhJTINBECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEDVAgL0qmdA/wQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECCQhIAAPYlpMAgCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQqFpAgF71DOifAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBJIQEKAnMQ0GQYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJVCwjQq54B/RMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAEgIC9CSmwSAIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoGoBAXrVM6B/AgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEEhCQICexDQYBAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAhULSBAr3oG9E+AAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECSQgI0JOYBoMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgaoFBOhVz4D+CRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCAJAQF6EtNgEAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQtYAAveoZ0D8BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIJCEgQE9iGgyCAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBKoWEKBXPQP6J0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEkBAToSUyDQRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBA1QIC9KpnQP8ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkISAAD2JaTAIAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEKhaQIBe9QzonwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSSEBCgJzENBkGAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECVQsI0KueAf0TIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQBICAvQkpsEgCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKBqAQF61TOgfwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBIQkCAnsQ0GAQBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIVC0gQK96BvRPgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAkkICNCTmAaDIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGqBQToVc+A/gkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgCQEBehLTYBAECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgULWAAL3qGdA/AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECCQhIEBPYhoMggABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSqFhCgVz0D+idAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBJAQE6ElMg0EQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQNUCAvSqZ0D/BAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIJCEgAA9iWkwCAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBCoWkCAXvUM6J8AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEkhAQoCcxDQZBgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAlUL9FY9AP0TmI/AunXr1vb09Jwb15zb1dX1rNjm6+q8jYmJiSuGhoa25uVmy9atW1fee++9L47rfzPq5W09MdZHxHpPrLfE8S+Mjo5+Ynh4+F9jf1HLxo0bfx4NPLaFRm4dHBw8vYV6qhAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgUJKAAL0kWM2WI9Db2zuymJY3bNhw9sGDB78aIXkemE9f/j979wIuV1UfCnzPnDwBNWkIiTz1QguioKi1KFaCqLdg4UI454SgVBCK2t5W6cOqrZ+xttev1VauqL3koqJcSM4jITw0rV4KWh8ItXoR8FXrg4eEQBOFEJKcc+b+92EmmfOYOY/MY8/Mb3/fYu+91tpr/fdvs4mf/6w9i6Pi5EjEnxxJ+j/q7e29tD+28Z2cEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQngIS6O35XDvlru6PG/1ulNdN94bz+fwzo28pef7VOL4lkun/Ojw8/Fjsl0b7ykigX5r2if313d3dj8eq9s3THb9Kvxtj7L+o0r67SpsmAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQaICCB3gBkU9RU4C8jsX3X3Llz71q3bt2W888//zmR/P7xdGeIa0eib38ky98fn0y/b5LrvhBJ883RfkO0dcX+ytinn3gvTNJ32lUx7/a+vr57pn2BjgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQINFxAAr3h5CbcH4FIer9vf66P1eRfi+vTUnGLPjfGb5dvjA7nRTk6Pvv+og0bNnyr4gUaCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoC4F8W9yFmyBQY4FYeX5bacj49PrRpWN7AgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgTaV0ACvX2frTvbD4H45Pr80uXFz76XTu0JECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGhTAZ9wb9MH67b2W+DU0gixGv17pePZ7mOMV8Vn4e+O69PV7LkoWyIxf2esbl/X399/Y5zv12+sx/U2AgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT2U0ACfT8BXd5+AqtWrXrhyMjI64t3dm/87vp9NbjL544b4zmRVH9OJNF7I7H+1WhbFfM8OK7PlKcrV648fKpOw8PDXbGNdouE/VTdtRMgEALl70r5MRwCBCYXiD/TJjSkdd6fCSwqCEwQKH9Pyo8ndFRBgMAYgfL3pfx4TCcnBAiMESh/V8qPx3RyQoDABIHy96X8eEJHFQQIjBEof1/Kj8d0ckKAAIGMCkigZ/TBCKs5Amecccb8SJ5fHbM/nXFOkvfsZyS74/qbIonwhUiW3xPHv4j9oti/POreFvsjopwS5YuRSH95JNF/EcfT3iIxfv9Unbdv354sWbIkSZPoy5cvn6q7dgIExgkccsgh42qcEiAwQaD4F7XK65ctW5YkS5eWVzkmQGAKAX/mTAGkmUAFAe9OBRjVBKoIeG+q4GgiUEXAu1MFRxOBKgLenSo4mggQyKSABHomH4ugmiXwjGc842OR4H5pOn/sPzM4OHjT/sSyZ8+el23atGn7JGPcfvbZZ39s/vz5g9H2uijPi/neF/s/mqSvKgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEGiAggd4AZFO0hkB3d/e7I4l9aTHaby5cuPD39zfyCsnz0WFvuummx2PVeW+c/CjKkliRflmcvytWoaer1qe1xefZ0xXsVbdFixbdFR2WR99k69atVftqJEDgaYH0s1Klvxn7yCOPJPFlCjQECFQRyD36aBLrzcdsW7ZsSQrxZ4+NAIHqAv7Mqe6jlUAlAe9OJRn1BCoLeG8q22ghUE3Au1NNRxuBygLenco2WWhZGl8NLP30axbiEQOBrAlIoGftiYinKQKRPH9LJLD/R3Hy78f+jGuvvXZHvYNJP9kec6+PudNk/YHF1e9fm+68GzdufGCqvvGH4N7shSTgVFraCUwUSN8b785EFzUEygXyhUL56ehx/Jnm3ZmgooJAdQF/5lT30UqgkoB3p5KMegKVBbw3lW20EKgm4N2ppqONQGUB705lGy0ECGRTQAI9m89FVA0U6O3tXR3/J/8nilP+NFZqvyYS041cqn1f2e0eVnbskAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBBgrkGziXqQhkTiA+mX52JM8/G4Gl78LP47Myp09nVXctbyTmzNVyPGMRIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIDA7ASvQZ+fmqjYQiE+nnx630R8lfQ8ei8/IvDY+qZ7+Hnmjt+NLE0Yy/aHSsT0BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAo0VsAK9sd5my4hAJM9fEb87fmOEMz/KL6P81w0bNtzb6PBiBfyzYgX8quK8Tz7++OP/2ugYzEeAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwNMCVqD7N6HjBCJp/aK46c9FOTDKjkikn9nf3//NmULEOLfHNaem13V1dT13/fr1P0mPS1u0/1YcfylWte8s1ZXvzz777GfEeboCfklaH3F8cvPmzbvSYxsBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAo0XkEBvvLkZ90MgktKvjMuPKQ0Rn10/uHQcCehjov2i0nm6j+T1NeXnq1atOjqu+aeoW5TWx+rvv4jPpv8i6l9Q3q/8ePfu3Y/ccMMNj5TXTfP4XdHvut7e3o2x/0rMlX4e/onYp3O/POJ9W+yPiJJu34/6NaNH/kGAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQFMEJNCbwm7S2QpEkvnSSDy/qXR9nJcO0/0pxVJed035SSTPfzPODynVxVgfibrS6aT7uXPnvj8a1kzaOHXlr6QxR7e0jG4xZ+mwtP9yHFwQyf7/LFXYEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQeAEJ9Mabm7FDBCIx/yfxaffTI4H+8rjlY6Okq+XT1edPRnko6r8Rq9/XxefjvxDnY/4mQJzbCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBosMCEpbANnt90BAjUWSAS9Q/EFIcNDw8nW7ZsqfNshifQHgLxl1uS5cuXj97Mww8/nEz1pYr2uGt3QWD2AvnHHkuWn3jimAEevvvuZGTJkjF1TggQmCjgz5yJJmoITEfAuzMdJX0IjBXw3oz1cEZgugLenelK6UdgrIB3Z6xH1s6WLVuWxALANKwH46u5h2ctPvEQaLZAvtkBmJ8AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECGRBQAI9C09BDAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQdAEJ9KY/AgEQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQBYEJNCz8BTEQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJNF5BAb/ojEAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIZEFAAj0LT0EMBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINB0AQn0pj8CARAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAFgQk0LPwFMRAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAk0XkEBv+iMQAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAhkQUACPQtPQQwECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0HQBCfSmPwIBECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAWBCTQs/AUxECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECTReQQG/6IxAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECGRBQAI9C09BDAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQdAEJ9KY/AgEQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQBYEJNCz8BTEQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJNF5BAb/ojEAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIZEFgThaCEENzBHp7ez/VnJn3zToyMlIYHBy8ZF+NIwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECDRHQAK9Oe6ZmLVQKFwUgRSaGUwul0unl0Bv5kMwNwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECowIS6P5FGM1gN5GhqQn8Jt63qQkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQyJiABHrGHkgjwxkeHn5uI+czFwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBLIsIIGe5adT59g2btz40zpPYXgCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAi0jEC+ZSIVKAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQqKOABHodcQ1NgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAq0jIIHeOs9KpAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQRwEJ9DriGpoAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEWkdAAr11npVICRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCOAnPqOLah20Dg3HPPPaSrq+tlcSsvivLcXC63PPYHFm9tR+x/XigUfhL7bw8PD995ww03PFJssyNAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEBLCUigt9TjakywPT09x0ai/I2RGP/tmPHEqWaNvqNd5syZk8S1d8f5LZFMv27Dhg3fm+pa7QQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEMiKgAR6Vp5Ek+NYs2ZN/r777uuOpPnbI5STY1+K6OnseOls6v2Jce2J+Xz+PZFM/0Yk0684/vjjB2P8kakv1YMAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLNE5BAb559Zmbu7u5+w7333vu+COjoYlDlSfNfRt09kQj/buwfjOT4o7HfGfuoyi2I46VRDotyXJQXRHlmlNL2G9FvXYz91zHHmsHBwetKDfYECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDImoAEetaeSAPjiRXiL4/proxyUnHaNHGerhT/SiS+b4jfPr+tr6/v/xXbprVbtWrVC+Pz7adFcv3cuOCUKPkoR8f5Z2O+y2Nl+n+PMe+Y1mA6ESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoIECEugNxM7gVF+NmNJvtaeJ8/ujrI2k+afXr1//UBzPaism3NOk+xUrV658diTML4nk+aVxfmSUF4+MjHwl9v69CwQbAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLZEpDIzNbzaEY0P4zV5v/j0Ucfvf72228fqmUAGzdu/HmM91ex8vyDMccbIpH+njj/1VrOYSwCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAjUSkACvVaSLThOJLXfFkntq+O3yYfrGf7AwEA6fvoJ9/Q30C+p51zGJkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwGwFJNBnK9cG10Xi/KpG3kYxkb62kXOaiwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAtMVyE+3o34ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCdBSTQ2/npujcCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmLaABPq0qXQkQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgXYWkEBv56fr3ggQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBg2gJzpt1Tx44S6O3t/VS9b3hkZKQwODh4Sb3nMT4BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSmIyCBPh2lDuxTKBQuitsu1PPWc7lcOrwEej2RjU2AAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwLQFJNCnTdWRHUcz3GV3nibUx9eVNY8m3Ku1l/dNj+uaoB8/mXMCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAhUE5BAr6bTwW2xOvzi9PZjJfpRsXtPlHnpeWxfjbo78vn8/bHfEf0OjE+xHxH7k6PtFaM9kmRX7D8YdT8tntsRIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAg8wIS6Jl/RM0JsL+//zPd3d2viCT4RyKCuVE+H0nzt/f19f2oUkQ9PT3HRNv/jHJGlLdHYv2s+I3zr1Xqr54AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJZEshnKRixZEfg3HPPXRLJ84GI6Fmx0vzagYGBs6olz9PIo8+/R3l9HP6fKIvT61evXn1w2mYjQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBA1gUk0LP+hJoU35w5c343pn52lMcXLlz4+7Gfye+V/170/2WU5cPDw5fF3kaAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHMC0igZ/4RNS3A82LmNGn+z9dee+2OmUQRq9CfSK+LkovV6ytncq2+BAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaJaABHqz5LM/73OKIW6dZail646a5fUuI0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQEMFJNAbyt1Skx1QjPbwWUZduq40ziyHcRkBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQaIyCB3hjnVpzlwQg6F+W0np6epTO5gdWrVy+L/q+Okn4CPh3HRoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgcwLSKBn/hE1J8D47fIvFGeeH/trzzjjjHQ/5Zb2Gxoa+mx0HO1fNs6U1+pAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBZgpIoDdTP8NzR+L7YxHe7mKIrz3ooIPu6O3tfU21kGOletrvG9Gn1G93cZxql2kjQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAJgTmZCIKQWROYMOGDd+LhPk7IwF+RQSXfor9xDj+p0iSb4nju6L8LJfLPRl16W+cHxnl16Okn25Pt/TT70m0vTsdJz22ESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAIOsCEuhZf0JNjK+/v/+jkUQfjkT4hyOM0ifcl8fxb6dhRX26K22jSfPiya5oe+fg4OCVpUZ7AgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIZF3AJ9yz/oSaHF8k0T+ez+dfGAnx9RHKrmI4abJ8fEmb0k+2rx8ZGTlJ8rwoZUeAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQMsIWIHeMo+qeYH29fX9IGa/4Jxzzlk0b968V8Txi6IsjXJQlCeibI3y7d27d39t06ZN2+PYRoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgZYTkEBvuUfWvICLyfHPRwRpsREgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCtBHzCva0ep5shQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgdkKSKDPVs51BAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINBWAj7h3laPs343c9FFFy148sknfytmeOXIyMgRuVxucRx3DQwMnD5u1txZZ521MK179rOfvWft2rV7xrU7JUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQCYFJNAz+ViyFVRvb++f7Nix450R1ZI0skiej+7iH4X0oHw799xzf2XOnDk/jbqF27Zt+0bsX1He7pgAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJZFfAJ96w+mQzEddlll83t6en5XKFQ+JsIJ02ep5nzUpk0whtuuOGx6H9Nsd9vxPXHTNpRJQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBDImIIGesQeSpXBiBfk/RDxnREmT5rsiMX5VlFVxfGOUiltXV9f/KTXGavUzS8f2BAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQyLKABHqWn04TY4uV4y+J6S+Okn6m/YH43fMXDw4Ovi3KQHoepeLW19d3RzRuTztEwv03K3bUQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgQwJ+A30DD2MLIUSie+LY/V4uvI8TaBfuGHDhu/NML5vRf/TojxvhtdV7R6/sX5IrHB/WXR6WYT367FPy+hvs0fMn4kE/0VxPu0t/qLAb0Xny6KkYy6NsjXKnVHWDgwM/GPsa7KdddZZByxYsOD3Y7CeKOln7edFuT/uIf1E/kdjrp/FuY0AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgSYKWIHeRPwsTx2J3TT5nW73RHL3S08fzuifDxZ7Hzajq6boPGfOnC0R281R3htd0+T3aPJ8issma85F8vyqaNgc5dwoaZxpUjvdp+ebi+3pXyLYr23VqlVHR/L832KQv42SJvwXRzkwynGRPP/j2N/d29vrU/cBYSNAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQTAEJ9GbqZ3vuQyO8yO8W0pXkM97iuh3Fi9JEcb22+2PgL8xm8O7u7r+K69KV5+n2rYh3dT6ff1m6T89Ha6M9kugfKB7PahfXHxSfv78lLj42HSDG/9+xOz3KK+IvAfx57J+I8qyoHzjvvPNOjGMbAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJNEvAJ9ybBt8C0C9IYI6n81GxijeTwM4vXpQniWm5/Gcnmu+bOnXvXunXrtpx//vnPGR4e/vFMJoikdvoJ9XcWr/nX2L8qPv2+s3h+V3xu/aZYMZ6uun9plD+LFeSfjt91/1GxfUa7cPiTiPe44kXvjHk+VDbA1yOW2+L8y1EOCOsrYv/qsnaHBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAg0UMAK9AZit9hUW9N4I/mbrkSfzfaC4kWj48xmgMmuic/Jvy+S0LekyfPJ2qdTF0nty6Pf6F8eiaT1H8SYpeT56OU333zzk2l9caw5sYL8HdMZd3yfyy67bG74vb1Y/93nP//5fze+T8z99Yjnk8X60yKh/pLxfZwTIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINAYAQn0xji34izfi6DT3/8+ecWKFTP6UkEkgdPPlacJ9EIkh++KfZa2XCS1/1sxoO/FyvI7JguuWP/9Yts5sZ/xb6Fv27ZtRVy3KB0jHD6zZs2akfR4/BZt15TqIraVpWN7AgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQaKyCB3ljvVprtH4vBLjnkkEMunmHgH47+ownnSAj/0wyvrWv3+J3x58YEh6WTROL6S1NMVmo/PP5SwHOm6DuhOe79N0uV1ebasmVL+hn50d+Mj36vLF1jT4AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAYwUk0Bvr3UqzXRPB/iINOBLBH+7t7T0lPa62RZJ5XpSro8/roxSiPLR48eL11a5pdFt8mv15pTnj0+zpKvuKWySz97bH8d7rKl4wrqH8ml27du0da1y35Pbbbx+KutJvrM94nvHjOSdAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYHYCM/o09+ymcFUrCsRvc/9nJM3/IpLnV0b8B8X+tkiOfzqO+yIx/Mw4H72tqDsoktK/Njw8/F+j4q1RDh9tePofl69du3ZP2XnTDyP2I0qxx/ED1QKKfveX2iPZfkTpeAb70jU7Nm3atH2K69K5Toyy9Iwzzpi/efPmXVP0H21euXJlufekl8Sz6YpttC2e1aR9VBIgMFag/F0pPx7byxkBAiWB+DO1dLh3n9Z5f/ZyOCBQUaD8PSk/rniBBgIERgXK35fyYzwECFQWKH9Xyo8rX6GFAIFUoPx9KT+mQ4BAdYHy96X8uPpVWgkQIJANAQn0bDyHTEbR39//8UiiHxOJ5LdHgGkG9tK0lBLQcZz+v+W/iORy+jn0OBzdRg/i/ANx/WCpMiv7iP0ZZbE8UXY84TD67ii7r4MmdJi6ojRX1XnSYcrnWrBgQTrXtBLokRjfm+SvFM727duTJUuWJGkSffny5ZW6qSdAoIJA/IxFhRbVBAjsFSj+Ra2953GwbNmy+GthS8urHBMgMIWAP3OmANJMoIKAd6cCjGoCVQS8N1VwNBGoIuDdqYKjiUAVAe9OFRxNBAhkUsBy1Ew+luwEFUnwyyOJnCbO08+5p8nxUqY8XYKellJdab89+l8c162JtsxtEduCsqB2lx1POIy+5UnshRM6TF1RmqvqPOkw5XPF8WzmmjoaPQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQqCpgBXpVHo2pQCTDPxWfau+PxO6bY6X0mVH18iil1dVplzTRfGeUW+bNm3fVdddd98u0MotbxP9UWVzzyo4nHEbf+XHPpfqdpYMZ7EtzVZ0nHa98rjie9lzxefbSZ+IrhrVo0aK7onF59E22bt1asZ8GAgT2CaSflSr9zdhHHnkkSb+0YSNAoLJA7tFHk1hvPmbbsmVLUog/e2wECFQX8GdOdR+tBCoJeHcqyagnUFnAe1PZRguBagLenWo62ghUFvDuVLbJQsvS+Gpg6adfsxCPGAhkTUACPWtPJKPxxG+ip58h/2ixJBdeeOGBe/bseVYkZXdEW7o6vSW2SIg/HgnqUqxVP8sefQ8sdYz9lJ9hL+tbOny8eFB1nrRP+VxPPfXUtOfauHHjA6XJKu3jD8G92QtJwEpK6glUFkjfG+9OZR8tBFKB/L4/W/eCpH/eenf2cjggMC0Bf+ZMi0knAhMEvDsTSFQQmFLAezMlkQ4EJhXw7kzKopLAlALenSmJdCBAIGMCEugZeyCtEs611167I2JNS0tt8Qf1A6VV5fF/7B9eLfjod0Qp2R5/W27K3xqfZKw0uf0bUQ4855xzFm3atGn7JH1KVaWV5Fs3b95c/un4Urs9AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJ1FpBArzNwqw4fn2z/z2Ls2xcvXnzs2rVr97TqvZTHHQnx+0oJ9EiKH1feNv44+u5tj+Pvjm+f6rw413lpv/nz56dj3THZNStWrEjfw6OLbTOeZ7Ix1REgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgMHOB/MwvcUWHCDwz7vNZUb7dLsnz9Llt2LDhx7F7KD2OBPep6b7K9qpi24PxmfqfVOlXqekrpYZqcy1btuyl0W/0c/GR3P9q6Rp7AgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQaKyCB3ljvVpptaxpsJHQfaaWgpxFr+gPoNxb7Hbdq1aqTJ7umWD+6Aj0M0v57fzh9sv6T1cV1t0f96O/DRwL9TXGcm6xftF1Uqo9rbigd2xMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0FgBCfTGerfSbD9Lg43k7sGtFPR0Yo1Pt18R/YbSvvGb6FfG5+oXll+Xnqf1xbqh4eHhtP+Erbu7+5roW0hLHK8Y3yFWre8Ov48W658X/f5kfJ+oe3n0uaRY/6W+vr67xvdxToAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAYwT8BnpjnFtulnTVdSR2fz0Cf1UkebsiGTychZuIWF4ZcRxTiiUS3XsT/BHzMdF+Uakt3Ufc15Sfp8eRpP5B9PtwHL4rSvr59K/G+d/EWD+K5Hr6W+R/FuWkKOkK/A/FZ99/mB7PZtu9e/eH4vfPV8W1vxblb2OeY2LM9VF2RmL+tKh7T5T0PdwZ5R1RbAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQINElAAr1J8FmfNpLnn4oY0xXTS+L4nbH/YBZijlgujeRz+jn00S3OS4fp/pRiKa+7pvykdPz85z//z++5555DYqw3R12aLF8fyfNSc2n/yeOPP/4vSiez2d90002PR9L89XHt56P8apTLIua0pMn50pC/jPM3DA4OfrtUYU+AAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQOMFJmQMGx+CGbMoECu3H46k7sUR21Akej8QSeB3rVmzpm3+fYl7GYmE9SVxb2lyO/2N84ei7C7u09X3Z4bBpWm/qNuvLcb59wULFpwUY6Yr2/81yvYoT0b5ftR9JFainxix3BLnNgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEmiiwdwlsE2MwdQYFent7X5WGFZ81PyWSzO+Pw64oD8bxhth/M8rWKOlnx6fc+vv7vzxlJx3qJhBJ+gdi8MMiUZ9s2bKlbvMYmEA7CaRfpFi+fPnoLT388MPpfwvb6fbcC4GaC+QfeyxZfuKJY8Z9+O67k5ElS8bUOSFAYKKAP3MmmqghMB0B7850lPQhMFbAezPWwxmB6Qp4d6YrpR+BsQLenbEeWTtbtmxZ0tWVpn1G8z6HZy0+8RBotoBPuDf7CWR0/ki63h6hFSJhXoowPTg86v+wVDHNffqNdf+eTRNLNwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEmicgsdk8+1aYeW/2vCzYyerKmh0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgNQUk0FvzuTUi6vSz6+nqcRsBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQ6QkACvSMe88xvcmBgYMXMr3IFAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEWlcg37qhi5wAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECNROwAr02lm23Eg9PT3/kQZdKBQ+Mzg4+P6WuwEBEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoIYCEug1xGzBoZ4TMRfy+fyS8bFHcn0kbcvlch/v7+//w/HtzgkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINBuAj7h3m5P1P0QIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwKwEJNBnxdY2Fz1VvJNntc0duRECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAjMUkACfZZwbXLZlvQ+4jfQT2qT+3EbBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmLWA30CfNV3rXxiJ8zvjN86Pijt5fnd399o4/nRXV9fPh4eH098/H92izzPi99CPLJ3PZj8wMPCz2VznGgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECDRSQAK9kdrZm2tthNSThhXJ80tid0kkz9PT0paLg98pllLdTPeFuMC/ZzNV058AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgYYL+IR7w8mzM+Hg4OCtkTj/64goTZSPL6VAx9fP5rw0lj0BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQyK2BlcGYfTWMC6+/vf++qVas+FyvP3xTJ9BfHrIujzI2Sfto9XT3+RJT/jGIjQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAWwtIoLf1453ezfX19d0RPdOyd4vfPR/9HfRIqn8mkux/uLfBAQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBNpUwCfc2/TBui0CBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmJmAFegz8+qk3l+Omy2MjIz8sJNu2r0SIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINC5AhLonfvsq975wMDAiqodNBIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKDNBHzCvc0eqNshQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgdkJSKDPzs1VBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINBmAhLobfZAZ3I7vb29H77gggsWz+Sa/embztXT0/N3+zOGawkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIFAvAb+BXi/ZFhi3UCj80Z49ey7p7u6+cu7cuR9dt27do/UIO5LmS2Pct8dcvx/7Z0b543rMY0wCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAjsj4AE+v7otf61O+MWnpXL5f58aGjojyORPhDnnxwcHPyXWtxarHB/VSTpL42xuqPMj5KLsiOKjQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABApkTkEDP3CNpXEBdXV3HDQ8P/33MeF6UhZFIvzD2F8aK8Z/H/qYo/xzlKwMDAw/Hfspt5cqVz87n86+Mjq+Osc6O5Pny4kVp4jyJusFot/q8iGJHgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEC2BCTQs/U8GhrN+vXr748Je1atWnXyyMjIX8Xxq4sBPDv2bymWJBLqj8Xx9yIh/kAkwdPjnbGP08IBsT849odH3bFRlkQp30YT51Hxf2P8927YsOHklvnUAABAAElEQVQb5Y2OCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkCUBCfQsPY0mxdLX13dHTP2aSJS/JBLil0dCfGWcLygL5+A4PiXa9lZFn9Hj0j5O9jU+3eup2KUrzq+I8f/t6Sr/JECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQHYFJNCz+2waHll8qv2bMekb3/CGNzxz9+7daRL9rCinR3lmlPEJ8qiasP0iatLPvt88b968jdddd90vJ/RQQYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgYwKSKBn9ME0M6xi4vuaiCEtufjE+3HxCfYT4/i5sQp9WRwfGMdJrC7fEbuHYxX6T6Lu/8Un2r8f508vTU872AgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINBCAhLoLfSwmhRqIT7B/t2YOy02AgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQItK1Avm3vzI0RIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEZCEigzwCrHbv29PS8uh3vyz0RIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgpgIS6DMVa7/+/7e3t/d/nX322c9ov1tzRwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEJi+gAT69K3atmehUPjd+fPn3xur0X+rbW/SjREgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGAKAQn0KYA6qPnwuNfPdXd3X3POOecs6qD7dqsECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAYFZBA7/B/EWL1+WuD4Mclhlwud+HcuXPvi8+6n1OqsydAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAnCEigd8JTrnKPg4ODt0bzCZE4/5+xLxS7Lo/E+ob4pPv61atXH1zlck0ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoGwEJ9LZ5lLO/kYGBgZ39/f2XxwiviHJf2Ug9Q0ND98Vn3c8vq3NIgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBthSQQG/Lxzq7m4pE+p2LFy9+caxG/8sYYU+UXJSD4/y6WI2+aeXKlc+e3ciuIkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQPYFJNCz/4waGuHatWv3xGr0NSMjIy+Jie8sm/ysrq6ueyORflFZnUMCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAi0jcCctrkTN1JTgQ0bNtwbA768t7f3HfF76OmK9AOjLIryyUiifzL2090KsbLdv2fT1dKPAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGmCViB3jT6lpi4EKvRPxKR/kaUx6MUoqSfdZ9piUtsBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQyLaABHq2n0/To4vV5q+MIG6IclDTgxEAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE6ijg09p1xG3loS+88MIDd+7c+TdxD2+NUlpxnsTn3K/L5XJXt/K9iZ0AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQKTCUigT6bS4XXd3d2ve+qpp66KRPmRQZEmz9PtwShvHRwc/NzomX8QIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgzQQk0Nvsge7P7cTn2p8VSfOPxCrzNxXHGU2eR90n586d+8fXXXfdL/dnfNcSIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAgywIS6Fl+Og2MLVad/7eY7hORPF8e+9Kq85/E+e8ODAzc2sBQTEWAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGmCEigN4U9O5OuXr364KGhoY9FRD3FqNLkeSHKJxYsWPCua6+9dkex3o4AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJtLSCB3taPd+qbi+T5d6PXr0QprTr/YRxfEqvOvzL11XoQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgfQTy7XMr7mSWAkuK143E59r/7sADD3yh5PksJV1GgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEBLC1iB3tKPr2bBp6vQ3zw4OHhnzUY0EAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBFpMwAr0FntgtQ43l8v99eLFi0+KVeeS57XGNR4BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAi0lYAV6Sz2u2gfb39//3tqPakQCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAi0noAV6K33zERMgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAnUQkECvA6ohCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKD1BHzCvfWeWc0i7unpGa7ZYLMfqBC/v+7fw9n7uZIAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgRoJSFzWCLJFh8m1aNzCJkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQM0FJNBrTtpSA345oi20VMSCJUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQJ0EJNDrBNsKw8an01e0QpxiJECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQCME8o2YxBwECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCDrAhLoWX9C4iNAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBhghIoDeE2SQECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkHUBCfSsPyHxESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEBDBCTQG8JsEgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDIuoAEetafkPgIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoCECEugNYTYJAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECGRdQAI9609IfAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQEIE5DZnFJAQyJNDT03N7hHPqTEIqFAqnDQ4OptdNe+vt7V0T171vOhfMZvzpjKsPAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLTF7ACffpWenauwEgul/th596+OydAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQGQJWoHfGc3aXYwUuzufzB46tGnsWK8KPj9JXrL11YGDgwbE9ZnYW851Q7Yp58+b9uFq7NgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE6i8ggV5/YzNkTCCS4VMmq+Pz6xeWwo7V558tHc9239fXd89sr3UdAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQKNEfAJ98Y4m6WFBNasWZOP1edvKIb8xM6dOze2UPhCJUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBglgIS6LOEc1n7Ctx7772nx90dVrzDwZtvvvnJ9r1bd0aAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQElAAr0kYU+gKBCrz3+nhFGLz7eXxrInQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCDbAn4DPdvPR3QNFujp6Tkopjy3OO3P+vv7b69FCDHuF2OcF0d5RpTtUe6L8o9z58696vrrr98WxzYCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBJosIIHe5Adg+mwJxIrz82IF+oHFqK6NfaFGEb6mbJylcXxqWvbs2fNn3d3dFw0ODt5Y1j7tw5UrVx4+Vefh4eGu2Ea75fM+OjGVl3YCqUD5u1J+TIcAgckF4s/PCQ1pnfdnAosKAhMEyt+T8uMJHVUQIDBGoPx9KT8e08kJAQJjBMrflfLjMZ2cECAwQaD8fSk/ntBRBQECYwTK35fy4zGdnBAgQCCjAhLoGX0wwmqOQPnn2+MP9c/WIIrvxJibYpw7I4n90NDQ0NxIKBwb5Q1R97ooi+J4QyTRz4ok+uaZzhdj3j/VNdu3b0+WLFmSpEn05cuXT9VdOwEC4wQOOeSQcTVOCRCYIFD8i1rl9cuWLUuSpenfGbMRIDBdAX/mTFdKPwJjBbw7Yz2cEZiOgPdmOkr6EJgo4N2ZaKKGwHQEvDvTUdKHAIEsCUigZ+lpiKWpAsXV3CuKQdzR19f3g/0JaPfu3Vds2rRpzSRjfCPqPhtJ87dE8vx/xXFX7K+Oz7wfMzAwsHOS/qoIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGiAgAR6A5BN0RoCsUL7jRHp6DfOI6H9mf2NOpLn6W+dV9xixflVvb29L40V6pdGp0NjvzL211W8YJKG+Dz7EZNUj6latGjRXVGxPPomW7duHdPmhACByQXSz0qV/mbsI488koyMjEzeUS0BAqMCuUcfTWK9+Zhty5YtSSH+7LERIFBdwJ851X20Eqgk4N2pJKOeQGUB701lGy0Eqgl4d6rpaCNQWcC7U9kmCy1L46uB6VdrbQQITC4ggT65i9rOFLiweNu75syZ09cIgkhqXxX/QyJNoKdb+rvoM0qgb9y48YHRK6v8I/4Q3Ju9kASsAqWJQAWB9L3x7lTAUU2gKJAvFCZYxF8M8+5MUFFBoLqAP3Oq+2glUEnAu1NJRj2BygLem8o2WghUE/DuVNPRRqCygHenso0WAgSyKTC62jaboYmKQOMEzjvvvJfGbMcXZ7zl+uuv39aI2eMz7/eV5olV74eVju0JECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGi8gAR6483NmEGBWKX9O6WwavH59tJYU+3j8+q5qfpoJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgMQIS6I1xNkuGBS677LK58ZnZ84shbo3fO97cqHBjBXpp1XsSifuHGjWveQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmCgggT7RRE2HCWzbtu2MuOWlxdu+/vbbbx9qFEH89stbyub6UtmxQwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEGiwwp8HzmY5AFgX2fr49n89/djoB9vT0XBT9Pp32jZXj7+/v71+THpe2aD8hjncODAz8e6lu/L67uztNnl9SrH94/vz5N4zv0wrnhZ1PJsm2R5Nk11NJMn9Bkiw+OMktPKAVQhcjAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgTECEuhjOJx0msAFF1yweM+ePb9dvO97+vr6/q1GBi+Jca6ORPptsU8/Cf+dSM4/FivO58Tn4o+LpPsbo+61UdJtOMpbrr322h2jZy3wj7iHJPn+d5KR2z6fJN++I0lGRvZFnY8PW5x0cpJfcWaSHHtC+hcM9rU5IkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIJBhAQn0DD8codVfYGhoaFXMMr8407RWn88gqq7o+5piiRzz00nmcQnlxyIZfcng4OBNMxi3qV0LP/1RMvKpjyTJQz+bPI70Pr/5tWQkSnLokUn+zZcnuaOOnryvWgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIZEoilojYCnSsQyesLi3c/3NXVdV2tJCIx//lIlF8S5eoY85tRHoiyM0p85zx5KMrmaHv7vHnz/kskz2+M85bYCvd9Kxn50LsrJ8/H30Uk2dP+6XU2AgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAlkXsAI9609IfHUViN8oP2U2E8R118R1aZl0u+GGGx6Jhk8Vy6R9Wq1ydOX5Jz749G+dzyT4+G30kbgu/6cftBJ9Jm76EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQINFzACvSGk5uQQOsJpL95PvrZ9kiGz2pLk+ifviIZ/e30WQ3gIgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQL1F5BAr7+xGQi0vsD3vzP9z7ZXutsHf5okP7inUqt6AgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAk0XkEBv+iMQAIHsC4zc/vnJg4yV6flde8aUWGY+ed+oLdxWYZyKV2ggQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0DgBv4HeOGszEWhJgcLOJ5PkW3dMGnt+91By2K13j2l78PQTk5H5c8fUlU4K3/p6ko6XW3hAqcqeAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQGYErEDPzKMQCIGMCmx7NElGRmoTXDrO9sdqM5ZRCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECNRYQAK9xqCGI9B2Aruequ0tPbWztuMZjQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgECNBCTQawRpGAJtKzB/QW1vbcHC2o5nNAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQI1EpBArxGkYQi0rcDig5MkX6P/VHR1JcmiJW1L5cYIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRaW6BGWbHWRhA9AQKVBXILD0iSk06u3GEGLbkXnZyMjjeDa3QlQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0CgBCfRGSZuHQAsL5FecWZPoc6fVZpyaBGMQAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAuMEJNDHgTglQGASgWNPSJJDj5ykYQZVhx2VJL/2ghlcoCsBAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBxgpIoDfW22wEWlIgl8sl+TdfniTzF8wu/rguf/E7knQcGwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGsCkigZ/XJiItAxgRyRx2d5H/v3TNPoqfJ87guvd5GgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAIMsCEuhZfjpiI5AxgdzxJyX5P/3g9D/nHp9tT/un19kIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIZF1gTtYDFB8BAtkSGF2JvubKJPnBPUlyy2CS3Hr32AC7upLcS05JcqedOfqb5z7bPpbHGQECBAgQIECAAAECBAgQIECAAAECBAgQIECAQHYFJNCz+2xERiCzAqNJ8WNPSPIHH5okf3/1mDjzH/iHpHD4EWPqnBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoBQGfcG+FpyRGAi0kkFt4QAtFK1QCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAEC+wQk0PdZOCJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBDhaQQO/gh+/WCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGCfgAT6PgtHBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINDBAhLoHfzw3ToBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQI7BOQQN9n4YgAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEOlhAAr2DH75bJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF9AhLo+ywcESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAHC0igd/DDd+sECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgsE9AAn2fhSMCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6GABCfQOfvhunQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT2CUig77NwRIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIdLCCB3sEP360TIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwD4BCfR9Fo4IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoIMF5nTwvbt1AgQI1EygsPPJJNn2aJLseipJ5i9IksUHJ7mFB9RsfAMRIECAAAECBAgQIECAAAECBAgQIECAAAECBAjUX0ACvf7GZiBAoE0FCoVCknz/O8nIbZ9Pkm/fkSQjI/vuNB8f+Djp5CS/4swkOfaEJJfL7WtzRIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgkEkBCfRMPhZBESCQdYHCT3+UjHzqI0ny0M8mDzVNpn/za8lIlOTQI5P8my9PckcdPXlftQQIECBAgAABAgQIECBAgAABAgQIECBAgAABApkQ8BvomXgMgiBAoJUECvd9Kxn50LsrJ8/H30wk2dP+6XU2AgQIECBAgAABAgQIECBAgAABAgQIECBAgACB7ApIoGf32YiMAIEMCoyuPP/EB5/+rfOZxBe/jT4S16XX2wgQIECAAAECBAgQIECAAAECBAgQIECAAAECBLIpIIGezeciKgIEMiiQ/ub56GfbIxk+qy1Non/6imT0t9NnNYCLCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE6ikggV5PXWMTINBeAt//zvQ/217pzh/8aZL84J5KreoJECBAgAABAgQIECBAgAABAgQIECBAgAABAgSaKCCB3kR8UxMg0FoCI7d/fvKAY2V6fteeMSWWmU/eN2oLt1UYp+IVGggQIECAAAECBAgQIECAAAECBAgQIECAAAECBBohMKcRk5iDAAECrS5Q2PlkknzrjklvI797KDns1rvHtD14+onJyPy5Y+pKJ4VvfT1Jx8stPKBUZU+AAAECBAgQIECAAAECBAgQIECAAAECBAgQIJABASvQM/AQhECAQAsIbHs0SUZGahNoOs72x2ozllEIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRqJiCBXjNKAxEg0NYCu56q7e09tbO24xmNAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgvwUk0Peb0AAECHSEwPwFtb3NBQtrO57RCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE9ltAAn2/CQ1AgEBHCCw+OEnyNfpPZldXkixa0hFsbpIAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0EoCNcoGtdIti5UAAQIzF8gtPCBJTjp55hdOckXuRScno+NN0qaKAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgeQIS6M2zNzMBAi0mkF9xZk0izp1Wm3FqEoxBCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE9gpIoO+lcECAAIEpBI49IUkOPXKKTlM0H3ZUkvzaC6bopJkAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKAZAhLozVA3JwECLSmQy+WS/JsvT5L5C2YXf1yXv/gdSTqOjQABAgQIECBAgAABAgQIECBAgAABAgQIECBAIHsCEujZeyYiIkAgwwK5o45O8r/37pkn0dPkeVyXXm8jQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDIpoAEejafi6gIEMiwQO74k5L8n35w+p9zj8+2p/3T62wECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLZFZiT3dBERoAAgewKjK5EX3NlkvzgniS5ZTBJbr17bLBdXUnuJackudPOHP3Nc59tH8vjjAABAgQIECBAgAABAgQIECBAgAABAgQIECCQRQEJ9Cw+FTERINASAqNJ8WNPSPIHH5okf3/1mJjzH/iHpHD4EWPqnBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECGRbwCfcs/18REeAQIsK5BYe0KKRC5sAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0LkCEuid++zdOQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAiUCUigl2E4JECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHOFZBA79xn784JECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoExAAr0MwyEBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIdK6ABHrnPnt3ToAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJlAhLoZRgOCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKBzBSTQO/fZu3MCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQKBOQQC/DcEiAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECnSsggd65z96dEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgECZgAR6GYZDAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOhcAQn0zn327pwAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEygQk0MswHBIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBA5wpIoHfus3fnBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIFAmMKfs2CGBjhDo6ekpTPNGvzQwMLBimn0rduvu7j4/l8tdHB1OjLI4ysOFQuFfurq6Pt7X13dHxQs1ECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQUAEr0BvKbbJOErjooosWRLL+5kier4v7fl2U5VHmRzkq6t44MjLy1d7e3vfGuY0AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgQwISKBn4CEIoWkC/5DP50+oVCKqdNX4rLcdO3Z8Mi7+7eIAt8Wq83NirpdF8vySqPtRlHzU/WWsUL+02MeOAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEmCviEexPxTd1cgUhkPxKfUL+nHlHEyvNTY9wLimPfHPtzBwcHh4vnd61evfqmoaGhb8b5kRHH355zzjmDmzZt2l5styNAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoAkCVqA3Ad2UHSHwzuJdDsf2e/Fb6qXk+Wj1unXrHo3V539W7LN4zpw56ap0GwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECTRSQQG8ivqnbUyBWnx8Ud3Z68e6+uHHjxgcmu9NYeb4x6n+ZtsXxysn6qCNAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoHECEuiNszZT5wi8LG51fvF2v1TptmNV+u5ou6PY/rLLLrtsbqW+6gkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQqL+A30Cvv7EZMioQn1CPxeI9qyO8I6MMRXk4VoJ/LfbX9Pf33xb7WW0xxvNi7NFr4/h71QaJft+LPq+LPnO2bdv2q7G/r1p/bQQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQI1E9AAr1+tkbOvsDx40I8JhLax0Td70RifVPsL4pV4r8Y12fK05GRkSMiKT7aL37/fNLPt5cGyefz95cl24+I+hkl0FeuXHl4aaxK+4ihK7bR5pivUrdZ1Zfus/zitK7W85SPn8VjDll8KvsXU/m/w+XH+zeqqwm0r4D/Drbvs3Vn9Rco/3Om/Lj+M5uBQGsLlL8v5cetfVeiJ1BfgfJ3pfy4vrManUDrC5S/L+XHrX9n7oBAfQXK35fy4/rOanQCBAjURkACvTaORmktgSfj/+i/KRLdt8Y+XSH+RJSlUU6N8tYoS6KcE+XG+Kz6a9euXbsnjqe9xf8YeEYpKR4XpWNX3KLfjrLG9LfTZ7RFYvz+qS7Yvn17smTJkiRNoi9fvnyq7jNrLybmyy9atmxZaKacHbRxaOuHfcghh7T1/bk5AjUR8N/BmjAahIA/c/w7QGB2At6d2bm5qrMFvDed/fzd/ewFvDuzt3NlZwt4dzr7+bt7Aq0oIIHeik9NzPslsGfPnsM2bdq0fZJBvrh69eorh4aGNkfbSVFOjeTz22L/0Un6VqyKxPyCspV46e+cV9yi366yZPvCih01ECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQdwEJ9LoTmyBrAhWS56Nhrlu3bst5553XHavIvxsV8yK5/Qexn1ECPa59qiwpPq/a/Ue/+WXtO8uOp3UYn2dPP/tedVu0aNFd0WF59E22bt1ate9MG3OPPprEevMx25YtW5JCzNVJG4f2e9rpZ6VKfzP2kUceSeIvxrTfTbojAjUU8N/BGmIaquME/JnTcY/cDddIwLtTI0jDdJSA96ajHrebraGAd6eGmIbqKAHvTrYf99L4imzpp1+zHanoCDRHQAK9Oe5mzbDAhg0b/iN+A/2LEeLroxxz/vnnH7p+/fqHphtyJNoeL1uBXvWz7NHvwLJke9XPvU82/8aNGx+YrL68Lv4Q3JvNrnUSMF8olE81epzeT63nmTBJxio4ZOyB1Dic9N/nTvt3usaEhusAAf8d7ICH7BYbIuDPnIYwm6QNBbw7bfhQ3VLdBbw3dSc2QZsKeHfa9MG6rboLeHfqTmwCAgRqLJCv8XiGI9AuAveVbiQSwoeVjqezj6T43qR2JK8Pr3ZN/A+HvSvIY54pf8+82ljaCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDYPwEJ9P3zc3WbCkQyO7cft1aefD+u2jiRbC+1D0W/f6/WVxsBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAvUVkECvr6/RW1QgEtvHl0KPVeLT/nx7es2uXbvS3xzfXbz+1OJ+wi4+E5/+PvrJxYa7BgYGStdM6KuCAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIH6C0ig19/YDC0mcN555/2XCPm1xbD/IxLbD87kFm666abHo/+txWtes3Llykk/4x6r3FdGn2cW+91Q3NsRIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINAkAQn0JsGbtjkCvb29Z61YsWJOpdlXr169LJ/PD0b73GKfj4/vGyvHL4pSSEuMt2Z8e/H8w8X9nPgd9I9H367yfjHPwbHK/W+Kddvnzp17dXm7YwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEGi9QMZHY+FDMSKD+ArHq+8qlS5fOjcT3hpjt63H+k9jvjGT2wXG8Ymho6K1xviRKun3liSeemJBAf7qp+j9j1fo/xxzrY8zzo+fZUb4YSfQr0s/Bx1wnxDx/HnVHpqNEn3ddf/3129JjGwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECzROQQG+evZmbJ3BoJK3/IKZPy+gW56XD0n7Dnj17Lt28efOuUsVM9zHmm+Oa9BPtZ0Y5LS2xuj12e7eRSKZ/IJLtV+2tcUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQNMEJNCbRm/iJgm8KeY9NcrLo6S/dX5wlDTJ/USU+yOh/bVIfH8mktpfj/P92mKMnTHA62Pl+QWxvyjKC6MsirIlyr9E+Vh/f/9+zxPj2AgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQqIGABHoNEA3ROgKR1P5SRJuWWW8xxjVxcVqmtUX/66NjWmwECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECGRYYMz3pDMcp9AIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEBdBSTQ68prcAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoFQEJ9FZ5UuIkQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgboKSKDXldfgBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINAqAhLorfKkxEmAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECdRWQQK8rr8EJECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoFUEJNBb5UmJkwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgTqKiCBXldegxMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAqwhIoLfKkxInAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECNRVQAK9rrwGJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIFWEZBAb5UnJU4CBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQqKuABHpdeQ1OgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAq0iIIHeKk9KnAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBQVwEJ9LryGpwAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEWkVAAr1VnpQ4CRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCuAhLodeU1OAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAi0ioAEeqs8KXESIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQF0FJNDrymtwAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGgVAQn0VnlS4iRAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBugpIoNeV1+AECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0CoCEuit8qTESYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJ1FZBAryuvwQkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgVQQk0FvlSYmTAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBOoqIIFeV16DEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgECrCEigt8qTEicBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQI1FVAAr2uvAYnQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgVYRkEBvlSclTgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBCoq4AEel15DU6AAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECrSIggd4qT0qcBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIFBXAQn0uvIanAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRaRUACvVWelDgJECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoK4CEuh15TU4AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECLSKgAR6qzwpcRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAXQUk0OvKa3ACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaBUBCfRWeVLiJECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIG6Ckig15XX4AQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQKgIS6K3ypMRJgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAnUVkECvK6/BCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKBVBCTQW+VJiZMAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE6ioggV5XXoMTIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQKsISKC3ypMSJwECBAgQIECAAAECBAgQIECAAAECBAgQ+P/t3QmcZGV9L+7TPTu4sCmEVcWFgBqJ0b9xA+JyI2ZyZRhmWGKCGzEmRkyuURPvzZho1JhFr4lG44IaGWYDZVySqAFjXK4ml0QBkWhcACMIl0kCDLN1/79vT52huqerp6q7eqmq5/A5c97znve8532fUy+nqn91ThEgQIAAAQIEZlVAAH1WeVVOgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAr0iIIDeK2dKOwkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgVgUE0GeVV+UECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0CsCAui9cqa0kwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRmVUAAfVZ5VU6AAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECvSIggN4rZ0o7CRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGBWBQTQZ5VX5QQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQKwIC6L1yprSTAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBGZVQAB9VnlVToAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQK9IiCA3itnSjsJECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYFYFBNBnlVflBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINArAgLovXKmtJMAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEZlVAAH1WeVVOgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAr0iIIDeK2dKOwkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgVgUE0GeVV+UECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0CsCAui9cqa0kwABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRmVUAAfVZ5VU6AAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECvSIggN4rZ0o7CRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGBWBQTQZ5VX5QQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQKwIC6L1yprSTAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBGZVQAB9VnlVToAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQK9IiCA3itnSjsJECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYFYFBNBnlVflBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINArAgLovXKmtJMAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEZlVAAH1WeVVOgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAr0isLhXGqqdBLolsHbt2p8cHR392cxPS52PzvzgzLsy/yB5X8zyfZs3b/58ljOa1qxZsy71/W47laTcGTnm1e2UVYYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgdkREECfHVe1LlCBc84553MjIyNPn6R5S5P3iKGhoUdk+Usp9+EsX7xp06adk5SVRYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAHwoIoPfhSdWlKQWOaWz9QZabEjD/fObvJ70od4H/dObfTLqUeX7SZXycn3nG0/Dw8GOmqmTp0qXfmWq7bQQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIzL6AAPrsGzvCwhK4IQHz305wfEvuLt8zoWlfPu+88z68e/fuLyT/kSl33urVq9/Vjce5b9iw4doJx7JKgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMACExBAX2AnRHNmVyBB85+b6gjr16+/PUHz30zwfGuj3OosZ/x76FMd0zYCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBBaGwPDCaIZWEFg4AgmeX123JukT67QlAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQL9LSCA3t/nV++mJ7C0abeRprQkAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJ9LOAR7n18cnVt2gKnNe15Q1N62slzzjnn09n5JzPfP/O2zNdn/uslS5a8+9JLL70zaRMBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAvMsIIA+zyfA4ReWwLp164avu+6619StGhkZ2VinZ7h8ZtP+D0q6BOlP27Vr16vzm+sXbt68+WNN29tOrlq16tgDFd6zZ8+iTGPFhoe7+9CJPOJ+v8OXvG4fZ7+DLLAMDgvshHShOc2v4eZ0F6pWBYG+FPD/wb48rTo1RwLN15nm9Bwd3mEI9KxA83hpTvdshzScwBwINI+V5vQcHNohCPS0QPN4aU73dKc0nsAcCDSPl+b0HBzaIQgQIDBjAQH0GROqoJ8Err322lcmCPDERp+u2LJlyz/OsH9fHx0d/Wjq+EqC2D/YvXv3ktT/qMwXJO/ZmQ9JekuC6CsTRP9Up8dKnTcdaJ9t27ZVhx9+eFWC6EcdddSBine2vRGYb97pyCOPrKoHle8IDNDEoa9P9oMf/OC+7p/OEeiKgP8PdoVRJQRcc7wGCExPwNiZnpu9BlvAuBns86/30xcwdqZvZ8/BFjB2Bvv86z2BXhQQQO/Fs6bNsyKQx6yXu8Lf3Kj8tsWLF//KTA60c+fOt330ox9dN0kd/yd5H0rQ/JcTPP+LpBdl+d4c/+GbNm3aPkl5WQQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIzIGAAPocIDvEwhc4++yzT0krr8hcxsSOzGvWr19/a5bTnhI8L7913nLKHefvXrNmzU/lDvUXp9DRWa7K8iMtd5hkQx7Pftwk2eOyDjnkkK8m46iUrX70ox+N2zbTlaHbb69yv/m46dZbb61Gc6xBmjj039kuj5Wqvxl72223Vfk5h/7rpB4R6KKA/w92EVNVAyfgmjNwp1yHuyRg7HQJUjUDJWDcDNTp1tkuChg7XcRU1UAJGDsL+3Q/KE+RrX/6dWG3VOsIzI+AAPr8uDvqAhLInd8PTXP+NvOhmUvk97zcCf65LGd9SlD73XkjUQLoZSp3wHcUQL/88stvHttzin9yEdwXze52EHB4dHS/I+eLAAMXbOSw38ugrzLKuOn22OkrIJ0hEAH/H/QyINAdAdec7jiqZfAEjJ3BO+d6PHMB42bmhmoYTAFjZzDPu17PXMDYmbmhGggQmFuB4bk9nKMRWFgC55577tFp0Wcyl2Viv6MvTPC83Ik+J1Me8359faA8xv2YOm1JgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMDcCwigz725Iy4QgfPOO++I3AH+6TTnYaVJCWC/PI9V/9BcNi+PVx+ay+M5FgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECrQUE0Fvb2NLHAnls+wN37979N+niyaWbCZ6/ZuPGjX8+113OHehjx2+04QdzfXzHI0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEDgPgEB9PsspAZEYOXKlQelq5/I/JONLr8xwfO3zEf389svv9x03Dn53fWm40kSIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINAksLgpLUmg7wVy5/nSdLL8xvlTGp19e37z/HWddjz1XJh9PlD2y93rr08Afl1J11O2Pybp7an7W3XexOXq1atL8PxFjfwfLlu2bM5+e31iW6wTIEBgkAVGt99TVXfeXlU77q2qZcur6tAjqqEV5btWJgIECBAgQKDXBFzXe+2MaS8BAgQIECBAgAABAgQWnoAA+sI7J1o0uwLrU/2zG4f4uyzft3bt2kdPccidGzZsuHGK7a02PT4b3ptA+lVZfirz14eHh+/IHeeLR0dHT0rQ/ReS96zMZdqT+Zc//OEP3z225h8CBAgQmHWB/L+4qr759Wrkqk9W1T9/uapGRu475nAe0HPqk6rh08+sqkc9pnxR6r5tUgQIECBAgMCCEyjX9dEbvua6vuDOjAYRIECAAAECBAgQIECgNwUE0HvzvGn19AVWNe36M0l/LUHtpqz9kt9LzkP2y20vY1GKPbMxJzaz9zgTAjF35I89L9q8efOV7VWpFAECBAjMVGD0e9+uRt7/p1X1g+9PXlX5//U/fbEayVwdfXw1/MJXVkMnnDh5WbkECBAgQIDAvArs/NYN1e63/Lbr+ryeBQcnQIAAAQIECBAgQIBAfwn4DfT+Op96s0AEdu/e/ckEyl+U+b1p0j9lvjnz9sx5PnD1g8yfyrZXLF269GEJnn8s6yYCBAgQmAOB0euvqUbe+trWf2Sf2IYE2Uv5sp+JAAECBAgQWFgC917z5eq2V7/EdX1hnRatIUCAAAECBAgQIECAQM8LuAO950+hDnQikN8k78pzeFPPJTlumSedrrjiituy4f2NedIyMgkQIEBgbgXG7jx/55v2/tZ5J4fOb6OPZL/hV73JneiduClLgAABAgRmUWD0e9+qbv/DfMnt3vI95Q4m1/UOsBQlQIAAAQIECBAgQIDAYAq4A30wz7teEyBAgACBgRIov4069tj2/NF8WlP5Y/sH3laN/Xb6tCqwEwECBAgQINAtgXI93v3eP+k8eF43wHW9lrAkQIAAAQIECBAgQIAAgUkEBNAnQZFFgAABAgQI9JnAN7/e/uNdW3X9lu9V1Y3XttoqnwABAgQIEJgrAdf1uZJ2HAIECBAgQIAAAQIECAykgAD6QJ52nSZAgAABAoMlMHL1JyfvcO5gG96xa9yc28wnL5vc0ata1NNyDxsIECBAgACBbgu4rndbVH0ECBAgQIAAAQIECBAg0CzgN9CbNaQJECBAgACBvhMY3X5PVV3z5Un7Nbxzd3XMZ782btstz3hsNbJsybi8emX0mi9Vpb6hFQfVWZYECBAgQIDAHAq4rs8htkMRIECAAAECBAgQIEBgQAXcgT6gJ163CRAgQIDAwAjceXtVjYx0p7ulnm13dKcutRAgQIAAAQKdC7iud25mDwIECBAgQIAAAQIECBDoSEAAvSMuhQkQIECAAIGeE9hxb3ebfO/27tanNgIECBAgQKB9Adf19q2UJECAAAECBAgQIECAAIFpCQigT4vNTgQIECBAgEDPCCxb3t2mLl/R3frURoAAAQIECLQv4LrevpWSBAgQIECAAAECBAgQIDAtAQH0abHZiQABAgQIEOgZgUOPqKrhLr3lWbSoqg45vGe6rqEECBAgQKDvBFzX++6U6hABAgQIECBAgAABAgQWmkCX/pq80LqlPQQIECBAgACBvQJDKw6qqlOf1BWOocc9qRqrryu1qYQAAQIECBDoVMB1vVMx5QkQIECAAAECBAgQIECgUwEB9E7FlCdAgAABAgR6TmD49DO70uahM7pTT1caoxICBAgQIDCgAq7rA3ridZsAAQIECBAgQIAAAQJzJCCAPkfQDkOAAAECBAjMo8CjHlNVRx8/swYcc0JVPfLRM6vD3gQIECBAgMDMBVzXZ26oBgIECBAgQIAAAQIECBBoKSCA3pLGBgIECBAgQKBfBIaGhqrhF76yqpYtn16Xst/wCy6uSj0mAgQIECBAYH4FyvV48Yt/oxpavmJ6DXFdn56bvQgQIECAAAECzBk/iwAAQABJREFUBAgQIDAgAgLoA3KidZMAAQIECAy6wNAJJ1bDL3tt50H08kf27Ff2NxEgQIAAAQILQ2DohIdXR7zurZ0H0V3XF8YJ1AoCBAgQIECAAAECBAgsYAEB9AV8cjSNAAECBAgQ6K7A0MmnVsOvelP7j3PPY9tL+bKfiQABAgQIEFhYAstPfVL14Lf8pev6wjotWkOAAAECBAgQIECAAIGeF1jc8z3QAQIECBAgQIBABwJjd6Kve0dV3XhtVX18c1V99mvj9160qBp6/FOqoTPOHPvNc49tH89jjQABAgQILCSBpQ8/qVr8e39ejdyQ67nr+kI6NdpCgAABAgQIECBAgACBnhUQQO/ZU6fhBAgQIECAwHQFxoLij3pMNXzE0VX1J+8dV83w77+rGj32uHF5VggQIECAAIGFK1Cu60Ou6wv3BGkZAQIECBAgQIAAAQIEekzAI9x77IRpLgECBAgQIDC7AkMrDprdA6idAAECBAgQmDMB1/U5o3YgAgQIECBAgAABAgQI9I2AAHrfnEodIUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGZCAigz0TPvgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQNwIC6H1zKnWEAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBGYiIIA+Ez37EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEDfCAig982p1BECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmImAAPpM9OxLgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAn0jIIDeN6dSRwgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgJgIC6DPRsy8BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQI9I2AAHrfnEodIUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGZCAigz0TPvgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQNwIC6H1zKnWEAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBGYiIIA+Ez37EiBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEDfCAig982p1BECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmInA4pnsbF8CBAgQmJ7A6PZ7qurO26tqx71VtWx5VR16RDW04qDpVWYvAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBrggIoHeFUSUECBA4sMDo6GhVffPr1chVn6yqf/5yVY2M3LfTcB4IcuqTquHTz6yqRz2mGhoaum+bFAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwJwICKDPCbODECAw6AKj3/t2NfL+P62qH3x/cooSTP+nL1Yjmaujj6+GX/jKauiEEycvK5cAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGBWBPwG+qywqpQAAQL3CYxef0018tbXtg6e31d0bypB9lK+7GciQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBCYOwEB9LmzdiQCBAZQYOzO83e+ae9vnXfS//w2+kj2K/ubCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE5kZAAH1unB2FAIEBFCi/eT722PYEw6c1lSD6B95Wjf12+rQqsBMBAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAnAgLonWgpS4AAgU4Evvn19h/b3qreW75XVTde22qrfAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgS4KCKB3EVNVBAgQaBYYufqTzav3pXNn+vCOXePm3GZ+3/YJqdGrWtQzoZxVAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBmQksntnu9iZAgACByQRGt99TVdd8ebJN1fDO3dUxn/3auG23POOx1ciyJePy6pXRa75UlfqGVhxUZ1kSIECAAAECBAgQIECAAAECBAgQIECAAAECBAjMgoA70GcBVZUECBCo/uP/VdXISHcgSj3b7uhOXWohQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoKSCA3pLGBgIECMxAYMeOGew8ya73bp8kUxYBAgQIECBAgAABAgQIECBAgAABAgQIECBAgEA3BQTQu6mpLgIECNQCy5bVqe4sl6/oTj1qIUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQaCkggN6SxgYCBAjMQOCBh1XVcJf+F7toUVUdcvgMGmNXAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBdgS6FN1p51DKECBAYHAEhlYcVFWnPqkrHR563JOqsfq6UptKCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEWgkIoLeSkU+AAIEZCgyffuYMa9i7+9AZ3amnK41RCQECBAgQIECAAAECBAgQIECAAAECBAgQIECgjwUE0Pv45OoaAQLzLPCox1TV0cfPrBHHnFBVj3z0zOqwNwECBAgQIECAAAECBAgQIECAAAECBAgQIECAQFsCAuhtMSlEgACBzgWGhoaq4Re+sqqWLe9857JH9ht+wcVVqcdEgAABAgQIECBAgAABAgQIECBAgAABAgQIECAw+wIC6LNv7AgECAywwNAJJ1bDL3tt50H0EjzPfmV/EwECBAgQIECAAAECBAgQIECAAAECBAgQIECAwNwICKDPjbOjECAwwAJDJ59aDb/qTe0/zj2PbS/ly34mAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBuRNYPHeHciQCBAgMrsDYnejr3lFVN15bVR/fXFWf/dp4jEWLqqHHP6UaOuPMsd8899j28TzWCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJzISCAPhfKjkGAAIEIjAXFH/WYaviIo6vqT947zmT4999VjR573Lg8KwQIECBAgAABAgQIECBAgAABAgQIECBAgAABAnMr4BHuc+vtaAQIEJhUYGjFQZPmyyRAgAABAgQIECBAgAABAgQIECBAgAABAgQIEJg7AQH0ubN2JAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBYwAIC6Av45GgaAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECMydgAD63Fk7EgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgsYAEB9AV8cjSNAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBOZOQAB97qwdiQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQWsIAA+gI+OZpGgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAnMnIIA+d9aORIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQILWEAAfQGfHE0jQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgbkTEECfO2tHIkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEFLCCAvoBPjqYRIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwNwJCKDPnbUjESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMACFhBAX8AnR9MIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYO4EBNDnztqRCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGABCyxewG3TNAKzLnDOOeccPzQ09Oujo6PPzcGOz7wj87eSt3H79u3v3Lp16z3daESO87Op56LMT8z8oMw/yvyVzO/ZtGnTX2c5+9OundWef/lKNTQ6Wo0ODbW1rJavqKqly9K2oaraeW9V3bt93L7Vtm37tXvkX6+rRm5aNq5cJ8es23agY0+nzrruAy07PXanDlOV7/TY3XRw7KbX+fCiavuhh1SjeYWP3HlntSfjppvW9WuQeZN5m/9fqu2mu9zP/NYfztr/xya2cb9jT/h/6my8xuo2zPax/X9t/2vrbJtP9Xpx7AXw/5ZOxvcMrznOd4+d7xle75zvpvM9ydiZ6npUXxM7XTJvMp/h67dde+azaD7JuCnvKZjPonmLccO8x8xbjB3/X5v674te5z32Om/x/6sZvc5nOHZmdOwZ9qffjz02Po84o6oWLdrv72IyCBDYK5D/i5sIDKZAgtolaP6RzA9sIfDNkZGRM7ds2fJvLba3kz2U4/xFCpbgeaupBNFfmo0lVtf1KV8OuDmVHrP79lurf/+l0uXuTcM7dlXHfPZr4yq85RmPrUaWLRmX1+8rnTp0Wr7f/fSPwHwKGI/d0efYHUe1ECBAgMDMBFyPZuZnbwIECBAgQIAAgcER+LEPfqJafMSRpcO35IbCYwen53pKoD0Bj3Bvz0mpPhNYu3btT6RLGzOX4PlduUD8TpZPzvyMBJz/MssyPWp4ePgTCYDfb+9q5/+uXr36DdmrDp5fk7rPS51PLMvkX9Oo8aIc4/c7r90eBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAh0U8Aj3Lupqa6eEcid5W9LYw/KvDvzszdu3Pilpsb/XQLa/5r1P8x8UubfyPx7mTuaUsfDs8NvNXb6xyyfvnnz5u2N9a+uXLnyyuXLl38u6z+V+dUJ6n9gw4YN325styBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYI4F3IE+x+AON/8CCVQ/Ia04vbQkd56/L49Pbw6el+zqlFNO+eMsvjG2UlUXX3TRRR0/kzx1vzL7j31JJXedvzzHqYPnY9WW31cv+Y1jLE5Q/+JG2oIAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgXkQEECfB3SHnF+BPXv2PK9uQdIfqNPNy3Xr1o1k/UONvEPvvPPO05u3t5EeymPa/3uj3A25s/zLk+3TyP9mY1tp19Bk5eQRIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIDD7AgLos2/sCAtMIHeGP63RpLvvuOOOf5qieeXx6vX01DrRzvLss89+aModU8rmeM31TLZ7vf3YPPb9IZMVkEeAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwOwL+A302Td2hIUn8OONJn3r6quvLr+BPum0ZMmSG3bt2jW2LUHwep9Jy07MzKPZ95XPo9lvmLi9eT1135C71ceyGsf5TvP2bqVHc3P79kUdP4l+ysMPLx6q7lqxYlyZ7YuXViOLBut/LZ06dFp+HLAVAgS6KmA8doeTY3cc1UKAAAECMxNwPZqZn70JECBAgAABAgQGR6DEC0wECLQWGKwoV2sHWwZE4MILL1x+9913H9Ho7s1TdfvSSy+9M3eE350yByfAfdxUZSduSyD8uKag+JTHSbmb6v0TbO/oOKtWrTq23rfVMo+pX5SpumfJsur9J5/Wqtj08x/3jOnv2097durQafl+stIXAgtNwHjszhnh2B1HtRAgQIDAzARcj2bmZ28CBAgQIECAAIGBEHht4gUPHIie6iSB6QkIoE/PzV49KpDg+f2bmn5XU7pVciyAno33a1VgsvwExds+TsrenYB7XU1Hx0lgfF/wva5g4nLbtm3V4YcfPjHbOgECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECEwT8BvoEEKv9LZCA8/KmHu5sSrdK7mhsGP+c8lalG/kJiLd9nJStj1H27ug4B2iGzQQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIdCDgDvQOsBTtfYE8zvzepl4sbUq3Si5rbNjeqsBk+bmrvO3jpOyypjvQOzpO+nPAR74fcsghX00bj5qsnfIIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIELhPQAD9PgupARA4+OCD/yuPca972s7j0g9uFG7nce91vVUC4v+VwHi9PuVxUrY+Rinf0XEuv/zyKX9fvVSYu+73lOVBu3ZUL7z+cyXZvSl9HN41Vv2+OkeWLKoCsG99IBKdOnRafiAQdZLAPAkYj92B59gdR7UQIECAwMwEXI9m5mdvAgQIECBAgACBgRE4aNdvDExfdZTAdAQE0KejZp+eFbjkkkvuPeecc25PB47IfOxUHTn//PMP3bVr11hwO0HuA/7WeHNdIyMjN9d3lSeQPuVxUu64Otg+PDzc0XGaj3mg9FA1Wq3Ys+tAxTrfnnj5uGlk97jVgVnp1KHT8gMDqaME5kHAeOwOOsfuOKqFAAECBGYm4Ho0Mz97EyBAgAABAgQIDIRAiReYCBBoLeA30Fvb2NK/At9odO3hp59+essvkSR4flJNkAB3vU+dNeUy5a+vCyQovq+eOq95mbL7tnd6nOZ6pAkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmJmAAPrM/OzdgwK54/sfGs0++PDDD3/8FF04rd6WwPYX6nQ7yy1btnwn5X5QymbfffW02PfpjfxbNm3a9N0WZWQTIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIDDLAgLoswys+oUnkID2R+tW5ffBX1Cnm5fr1q0rY+MXG3nbDjvssKuat7eRHk2ZjzXKnbR27donTbZPI3/sDvQE9kv5sp+JAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF5EBBAnwd0h5xfgdzl/ZW04POlFQmmvyi/if7TE1t03XXX/WbyfrzkJ7D99ve85z3jfjx89erVp2e/0TInfUkpN3HKo9vflryxHwTPb6K/I2VXNJcp6yW/kbd7z549pbyJAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF5Emj5+8/z1B6HJTAnAglcvyIB7vJY9hLU/tsEwf8gd6NflYD6isznJu+iRkNuvPfee/+4ke5osWHDhhsTJP+j7PSazD+V+QtZf0uO/e0c+8SsvzrzqZlLkP6teez7v5a0iQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACB+RFwB/r8uDvqPAskWH1NgtZr04z/zHy/pP8gge0vJXj+d1nfFzxP+rlXXnnlf2U5remUU075ndT5/sbOJVh+WYLnXy3LzGPB8yzfd/LJJ78uSxMBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAvMoMDSPx3ZoAvMusGrVqhMS0H5FAujPTWOOzbwz87cS9N60Y8eOP9u6des9kzWyPMI9+4z9LnrKfnDz5s0XTlauzluzZs2ZKVcC80/IfETm2zN/NXnvzr6fSnrWphzj5lR+zJ57t1c/uOpvyt3u5dH1bS2rpcuqatny7J7/VezYHp0d++1bygw98NBqdNmKaihlRv/jzknLtXvMulw7x67Ldns5nWN36tCq/HSO3a3+O/Z9r/OhvOYPOzSv6/y37c5t1Z7RkbbGTKfngvl95p3aTbf8ZOYlbzb+PzaxjZMde2KZ2Vqfi2MP5zrwoBMfUQ0ddFD1o+9/v9qz7Y6x68FcHLuVm2MvjDHW6vx0O79Xz/dMrzm92u+Znn/9Nr5bjZ3y2ujmdd1rzWttpv+/anf/uXitTTVuDvTZv91+dFpuLvrdqk2ObXy3em1MzG81diaWa7Xutea11uq10e38hfZam+nYaddnofW73XbPtNxM+l32/bGn/ky1aOnSEpe4JTGDEhsxESDQJJCrl4kAgX4WyIV4bwB9z57q1ltv7eeu6huBrgnkizXVUUcdNVbfD3/4wypPqOha3Soi0K8Cxk2/nln9mm0BY2e2hdXfrwLGTr+eWf2aTQHjZjZ11d3PAsZOP59dfZtNAWNnNnVnXveRRx5Z5WdtS0UC6DPnVEMfCniEex+eVF0iQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgc4FBNA7N7MHAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECPShgAB6H55UXSJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBzgUE0Ds3swcBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQI9KGAAHofnlRdIkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHOBQTQOzezBwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAj0oYAAeh+eVF0iQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgc4FBNA7N7MHAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECPShgAB6H55UXSJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBzgUE0Ds3swcBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQI9KGAAHofnlRdIkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHOBQTQOzezBwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAj0oYAAeh+eVF0iQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgc4FBNA7N7MHAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECPShgAB6H55UXSJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBzgUE0Ds3swcBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQI9KGAAHofnlRdIkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIHOBQTQOzezBwECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAj0oYAAeh+eVF0iQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgc4FBNA7N7MHAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECPShgAB6H55UXSJAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBzgUE0Ds3swcBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQI9KHAUB/2SZcIEGgSGB0d3ZnVJVlWIyMjTVskCRCYSmDRokVjm/fs2TNVMdsIEGgSMG6aMCQJdCBg7HSApSiBJgFjpwlDkkCbAsZNm1CKEZggYOxMALFKoE0BY6dNqHkoNjw8XA0NjYUId2W5dB6a4JAEFrTA4gXdOo0jQGBGAqtWrTo2wb8l5Y1KuRjWb1hmVKmdCQyYgHEzYCdcd7siYNx0hVElAyhg7AzgSdflrggYO11hVMmACRg3A3bCdbdrAsZO1yhVNGACxs6CPuGeVL2gT4/GzZeAAPp8yTsugTkS2LVr19iR8o2y8k2y2+bosA5DoKcF8sWTRdu2bTuqdOKQQw75Yd7kuw29p8+oxs+FgHEzF8qO0Y8Cxk4/nlV9mgsBY2culB2j3wSMm347o/ozVwLGzlxJO06/CRg7C/6MPjgtLMHzHQu+pRpIYB4EPMJ9HtAdksBcCZQ70BP4u6kcL29Yjrv88stvnqtjOw6BXhYwdnr57Gn7fAkYN/Ml77i9LmDs9PoZ1P75EjB25kvecXtZwLjp5bOn7fMpYOzMp75j97KAsdPLZ0/bCRDwaAavAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgEAEBdC8DAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECAQAQF0LwMCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIBABAXQvAwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgEAEBdC8DAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECAQAQF0LwMCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIBABAXQvAwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBxQYOiAJRQgQKAnBc4555zjh4aGfn10dPS56cDxmXdk/lbyNm7fvv2dW7duvacnO6bRBDoUOOussx68aNGiJ2a3J+b1/4Qsy3x4qSbj44ObN2++sKTbnTK2fjZlL8pc6nxQ5h9l/krm92zatOmvszQR6AuBtWvX/mTGyM9mflo69OjMD868K/MPkvfFLN+X8fP5LNuajJ22mBTqYYELLrjgATt27Dizca35qXTlmMzlOrEi87bM12fsfHLPnj3vu+KKK+7I+pRTxsxPp/zLUl8Zg0dlvjPzvyTvkoy9y6bc2UYCfSKQcfCH6cqr6u7k9X9GXv9X1+uTLV1vJlOR168Ceb2Pttm3z+WzyulTlTV2ptKxrV8FzjvvvCN27dr1wrzf+u/p44mZD81c3qfdlGvO3yf/8oydL2W95ZSx4z1bSx0b+kUgr/Or05fTOunPVO/bXHM6kVSWAIH5EhBAny95xyUwiwJ5E1KC5h/J/MAWh/nmyMjImVu2bPm3FttlE+gbgYyHln9Uypv5TgLoQ6nrLwJTguetphJEf2k2tjxmqx3lE1hIAnmtfy7teXobbfpwyrw4r/udU5Q1dqbAsal/BNasWfPMXFc+3UaPbs8fY39h48aNf9OqbMbg/8q238083KLM1oMPPnjNJZdccm+L7bIJ9LxAvsj1E/nM8o/pyOK6M1P9ITZlXG9qKMuBEZjqs84EhKkC6MbOBCyrgyGwevXqc/Ke7F3p7dgX7Fv0+mP5rPO8Ftsq79laycjvN4G81q9OnzoJoI+k/PEZP7dMsHDNmQBilQCBhSvQ6g8yC7fFWkaAwJQC5Q9NKbAxcwme35UPA7+T5ZMzPyN/cPrLLMv0qOHh4U/kzc/99q76l8DACNyUnv7tdHqbD9dvyH518PyajKfzMo6eWJbJv6ZR50UZV78/nfrtQ2CBCZQ7Z8v0g8xvz7VkdXm9Z/7ppH8jefWH4OdnDFyS9ZaTsdOSxob+FLgpY+RDmV+R7q0qYyZj5ClZX5t5U/L2ZD4ieVeeffbZj52MIGPmxcl/febyWe3b2e9FjetN+ePtVZnLtPKee+55796kfwn0n8C6deuGEzwvn11K8Py2dnroetOOkjJ9LPCuXCse02pOv1/Qqu/GTisZ+f0skNf9L+Y9VnmiTwme35b06zM/K2Po8Vk+N+/Vfj35n868K/Okk/dsk7LI7F+BF7S6xtT5GTtrm7r/2UmC55VrTpOQJAECC17AHegL/hRpIIHOBBK8K39YPT3z7sxPz5uVcY+ayvbyCMTyKMQy/W62/97epH8J9KdAXvOvz4ffry5ZsuSr69evv/Xcc899SB6f+53S2+S3dQd66nh4in8jc/kjbrkTqoyt7VmOTStXrjxo+fLl5Y7d8sje3fnwcNKGDRu+vXerfwn0nkBe8x/Ph98PZYxsyWu9BPzGTeVRh7t37/5CMh9ZNqTc0yd7nLuxM47NSp8L5PW+aLLx0tzt3KX+vIyXKxp55ZGgZzdvf97znndIrlflGnVI5u8vXrz48bl23V6XKcdIuuy/suRlnJ6WO9n/vqRNBPpJIH9cvTiv7z9Nn27I8oqMm9eW/mU56SPcXW/66ezrSycCee2PlvIZJ6/P9WBdJ/uWssZOp2LK94NAbjz58XxJ65r0ZVnmz2demfdk/zFZ3zJGlmbbfk/b8p5tMi15gy6QzzpvyXu13yoOuS49P9elv2o2cc1p1pAmQKAXBMpdDSYCBPpEIB8CnpCunF66kzcq78ub/HHB85J/yimn/HEWJRBYposvuuiiJXuT/iXQnwIZB7+bwN7HS/B8uj3MeHpl9i3B8yrB8Zenzn3B85K3devWe0p+SWdanA/jF+9N+pdAbwrkNf5z+bC7Mcv9guelRyWglw/Gv9nUu9VN6X1JY2cfhcQACLQaL81dz7D6aNZvaOTt9zMJCZ6/JNtK8LwECl/dHDwveeUYmV6W5NjYTJl9vw1dtpsI9INAvux4XK4fY0/0yWv8V9Kn/QIXE/vpejNRxDqB9gSMnfaclOovgXxef0d6VILnt+fLiqvy/mrS4HnpdbZNeg3ynq3omAjcJ1CeHpT3bRc0cu7avn375fdt3ZtyzZkoYp0AgYUuIIC+0M+Q9hHoQCB/UH1eXTzpD9Tp5mXe0JTfoPlQI+/QO++88/Tm7dIECOwnMJQPAf+9kXtD7iz/8n4lktHI/2ZjWxmLnvIyGZS8vhHIh9+r684kfWKdbloaO00YkgSaBO5upJc35dXJ+r3cf2Zc7fdHp1Lo8ssvvzmLzzR2eFbu5PCTPA0Mi/4QyOeYd6Yn98v7r/KkoKvb6JXrTRtIihCYRMDYmQRFVn8L5Cd0TkoPn1F6mevMn038smIHvfeerQMsRftf4Lrrrivj6phGTzeXG00m9No1ZwKIVQIEFr6AAPrCP0daSKBtgfyh9WmNwnffcccd/zTFjuVR0/X01DphSYDA/gL5gP3Q5I59CMgYax47+xeuqnr7sQloPGSyAvII9JHA0qa+lC9njZuMnXEcVgiMCZRHhibxuAZHfSf62Gp5RGgST2xs+1KrO57K9vzBt77eLMu1qTyByESgLwTy6M816cjPZf5/eW239YQF15u+OPU6MQ8Cxs48oDvkvAssWrTonLoRuc5sqtPnn3/+oRkTjzjrrLPKb6JPOXnPNiWPjQMqkM8nv1h3PWOrvnGrzqpcc/ZRSBAg0EMCY4+j7aH2aioBAlMLlD/KlulbV199dfkN9EmnPGrqhl27do1ty5uaep9Jy8okMOgCeTT7vjGSR72NC3ZMtMl4uiEfGsayG2Or/I6tiUC/CpzW1LH9xoax06QjOdACK1euPGjp0qXHZEyszHXkt4KxqIDkOvH2Zphse0TK1J/P9htTzWXL9aZez37lOnVVvW5JoFcFyu/J5n3U2LjI8tW5+/xH7fTF9aYdJWX6XSBjJjG9c85LP4/PXP4W8MNcK76Y5SX5+ZBJrxHGTnRMAyeQsfKkRqf/I19W/Mbq1asvyFj5rfyN7LEZE+Un26qMpe+k3AeT/8cpc9dEJO/ZJopYH3SBjJnyRKyzGg7fz3Xn6okmrjkTRawTINALAu5A74WzpI0E2hC48MILy2NAj2gULY/2bDldeumld2bj2OND86HguJYFbSBAoAQ49o2RpKccWxlPN9Vk+VC9b786z5JAvwiU3zdLX15T9yev9411ul4aO7WE5SAK5I9IF2Yu0YzR5cuX350/GN0Yhz/OfGTxyPXij/KHpY+UdD2lzL7rxoGuNxlz+643zWOtrsuSQC8K5Hdo/zDtPirzFxM8f1+7fWgeAwcaO96rtauqXA8KnJw2PzJz+btACWQ8PK/3X8z8d7kWXZH5gckbNxk74zisDI5AGStl+m6C5+/IOPirpB87lnPfPw9N/rqsfuncc889+r7svSnv2SaKWB90gYyXs2NwcMPhw1mOTjRJmbY/63i/NlHPOgEC8yUggD5f8o5LoMsCd9999/2bqtzvG7JN2+rkWAA9K+XDtYkAgRYCeePe9thK2XpcldqMrRamsntf4Nprr31lelE/avqKLVu2/OPEXhk7E0WsExgT+OcEv5+U4OCrsjbuD0udjJkEGl1vvKD6SiDBvafmD6svTqfKnbMvzTxufEzV2U7GjvdqU0na1qMC92TsXJbX9kvS/qdlPjXzszO/MfMdmctUfqv5YxdddNGSsbXGP8ZOs4b0AAkc1ujrSRk7v5r0toyFct158F133bU879OekPSnGmUevWfPnk2NLw83ssa+CNn23wi8Z9vHJtHHAhlD+x7fni+Y7Pf49tJ115w+fgHoGoE+Fljcx33TNQIDJZDfcVqeN/Z1n3fWiSmWOxrbVkxRxiYCAy+QD9XL80a/dphybKVsPa5KeWOrVrPsK4EEOU5Lh97c6NRt+aPQr0zWQWNnMhV5gyKQx4B+dNmyZfUXS1bkPdqJGRPlt53Pyh+VPpI7ni5OEP3jzR5lzDStT3m92b17947UUxd3vaklLHtSINeVpWn4ezIPZf7TPC736510xPWmEy1l+00g15tjPvrRj26bpF+fPu+8896R60UJBJag+mnbtm0r79n+d13W2KklLAdMoL5Ldln6vSfvp56zYcOGLzcZ/GMC5j933XXXlfdpz8n85KRXZbm5LuM9Wy1hSaCqVq1adWwcTm9YfDnj6cbJXFxzJlORR4DAQhfY91eXhd5Q7SNAYGqB/GH23qYS5Y9QB5rKh4Uybd+78C8BApMJJHje9thK2XpclaqMrclA5fW0wNlnn31KOnBF5vIlzPKFkTXr16+/Ncv9JmNnPxIZAyRQghn549G1jfmrCZZflqBg+eNruTvjYfkD0scSNLywmaSTMZMvrrjeNONJ97RAxsNvpwM/nvn7+cmD13famU7Gjvdqneoqv9AFWgTPx5pd3qPlbtrVWRn7UlZe/y9v7o+x06whPUAC+z7f5/qzaULwfIwhAfQMnZHytKB6Oq9OlGUnY8d7tmY56X4UyA1dv5B+jcWYMqY+2KqPnYyblPVZpxWkfAIE5lRAAH1OuR2MwOwJHHzwwf/VVHs7j46uv3XbzuPem6qWJDBYAvkA0PbYStl6XBUkY2uwXip939sE+x6aOzT+Nh09NHN55Ml5CQh+rlXHjZ1WMvIHWSBj5sP5g9CmGJTPYX92/vnnl/E0NnUyZnJHoetNDWfZ0wL5YtZJGROvbXTi5R/+8Iebf56grb51Mna8V2uLVKE+EsjP7PxbuvPpRpce3vx7zsZOH51oXelEYN/n+wTJ60e177d/xs51ybylsaE81n3f1MnY8Z5tH5tE/wo8v9G1HfnCyIZW3exk3Hi/1kpRPgECcy3gEe5zLe54BGZJ4JJLLrk3wY3bU/0Rmcvjc1pO5Y+1edTb2B9e86bkppYFbSBAoMqH6pszTsYk8gfeKcdWyh2XMmNlE2g0trx++kag/LE1Tzr5TDp0dOa8zEdfmDtqy53oLSdjpyWNDQMukGvFx0JQHud+cN6PlUeDXlpIct24OeOmJMsgm/J6k7LHjRXcW9b1psaw7DmBvJZfmUaXp2f9W173B+XnDc6d2InkP7op72dS5qiyvmLFiq0l4O5606QjSWBygeuT/dyyKePpmCx+UNLGTlEwDaBAed80dh3Je7KbD9D/UraMmQc3l/OerVlDepAF8kXIn0r/T24YfPzSSy+9s5WHa04rGfkECCxkAQH0hXx2tI1A5wLfyC5Py/zw008/ffHVV1+9e7Iq8sfak+r8fIAu+5gIEGghkDFyfR1AzwflfWNnsuIpu2+7sTWZkLxeFMjvZx6ROyfKnUsPK+3PeHh57qL90IH6YuwcSMj2ARb4Ud33jJMT6nT+qHRj0uXpDosy77ue1Nubl+V603Rt8l6uGUe6pwTyWl7WeC2XnzZYf6DGp8z/rMvkM81Dk77b9aYWsSQwuUDGSIbO3i8EN5cwdpo1pAdIoNxZXt9RXt5zTTXV28f9bc17tqnIbBskgTy+/RdzLRnrcq4zH5yq7645U+nYRoDAQhXwCPeFema0i8A0BPJm5R8aux18+OGHP36KKk6rt+UNzBfqtCUBAvsL5NFt30nu2F0aGS/7xs7+Jcdynt7IvyUBxu+2KCObQM8I5MkmD0zw/G/S4LFvlec685qNGzf+eTsdMHbaUVJmQAXKnUz1tO/nPnLdKL9R+5XGhp/O+Ct35U46ZSzW16Md99577z9OWkgmgQERcL0ZkBOtm9MWyDWjvjuw3HU+9rmmVGbsTJvUjj0skM/0f183P2PjxDrdYjn2BeJsqx/lPlbMe7YWWrIHSuCiiy5akvFUPznoR7fddlvLn0QoMK45A/Xy0FkCfSMggN43p1JHCIw9ju2jtUO+BfiCOt28XLduXRn3v9jI23bYYYdd1bxdmgCB/QRGk1Met1umk9auXfukvcnx/zbyx+4YzAfxUr7sZyLQswIrV648KI3/ROafbHTijQmev6WDDhk7HWApOlAC5zT19utN6fJo3fq93AOSXtW8rU6vWrWqPN79mY31z1555ZX7fsuzLmNJoFcE8nMgFyYQMTTVnPdVr6/7k3FxRl32sssu+24j3/WmBrIkMEEgj9ctAcBnNbL/LeOnORBo7Ezwstr/AvlZqivTy12lp63ea5Vt+SLjaVkcXtKZPr93cd+/3rPdZyE1mAJ33nln+SmqBzV6f2mrp6A26bjmNGFIEiDQGwIC6L1xnrSSQFsC+TBc7loae2OfN/Mvyhv+n56443XXXfebyfvxkp8/Rr39Pe95z9gHh4nlrBMgcJ9AHt3+tqyNPbYtd228I2NrxX1bxz5cryj5jbzd+VBeypsI9KxAufN1+fLl5TfOn9LoxNtzjXldpx0ydjoVU76XBTJuLsy0fKo+rFmzpvze85mNMt+9/fbb66cHjWXlvdl7k/iPspL0m88666z6D7dj23OMfEdy0TuzMvZI0ZT5o7EN/iEw4AKuNwP+AhjQ7ueasrL8dFur7udneI7M2Nic7UsaZfZ7ipCx00pPfr8KXHHFFXekb+X9VpmetXr16voO2r05+ffnf/7n75/Fvs/0GSfv3rexkfCebaKI9QEUqG/OqjJGPtRO/11z2lFShgCBhSSw/48gLaTWaQsBAh0L5Bvmp+YNyReyYwnw3ZVA+h/kD61XZbkic/lgcFGj0ht37NjxU+5aamhY9K1Agg1PTeceXncwH3SPyFh4a2O9jJX6w/NYVoKElzS2jVuknjcl4zWNzGuyfEuC5t/OeCuPfXt15lPLttT/ptyl+9slbSLQqwJ5vW9J2+u7X/8u6YvzWi/fGG817dywYUP5/eb9JmNnPxIZfSqQ1/p307X75xpTxs8/ZMx8O9eEu3KtKH+EfUzmCzLXX0rZmW3PzfXiM8kbN+UPub+cbX/RyPx26ntj5q+nvqOTd3HmM8q25K3P3bvnl7SJQD8LJEi4Lq/33y19zPKMvO6vnqy/rjeTqcjrZ4HGdWdJrhnluvOljI/vZrk96+XzzulJvzRz/UWsf7jrrrue+alPfWpH8sZNxs44DisDIJDXfLlrtvwEzvGZd2f+i4ybyzNu/jPp8p6tfL4fe7pclu/K3wheluV+k/ds+5HIGBCB888//9Bdu3b9e7q7LPO1GSNl3LQ1uea0xaQQAQILRKDlN1UXSPs0gwCBDgXymzLX5I9Ma/PG/6+y6wPyIeAP8ofbibWUIMdzBc8nsljvR4GMhRdnHPxS3bes18myLIGMOphR519SJ5qXp5xyyu9ce+21D05dL0x+CZZflmBGc5GSft/JJ5/8uomZ1gn0oEAdPC9N/5nMX5vkWtLcre9l5SHNGXXa2KklLAdE4LBcJ16Svr6kXG8mXHNqgpuTeOFkwfNSIMHBd+cPSyVY/j8zn5j63p+5bGqePnm/+92vXI9MBAg0BFxvvBQGVODoXGtenr6XeWya5NqzJYGOF08WPC87GDt73fw7OAIJ9v0oP8H2s/l8c2V6Xb5s/2sZN782USB578/PHr5iYn697j1bLWE5aAK7d+9emz6X4HmZPrR30d6/rjntOSlFgMDCENjvLzELo1laQYDATAXy+5gnJLj3ivzB9bmp69jMOzN/Kx8ANuXO8z/bunXrPTM9hv0J9IJAvhV+ScbBvgD6gdqcD9NTXhvzBZUzM47KkxyekPmIzLdn/mry3p0P0J9K2kSg5wUSvBv3TZM2OvS9jJ2HTFXO2JlKx7Z+EMgfYk/MT3g8M9ecM9Kf8nM5R2Yud/7dm/nWzP+c+eP33nvvxnbeh+X69eTU9avZ52mZS13bMv9L8j6Q4Pv6pE0EBkKg3TvQawzXm1rCst8F8n7ttPSxzOWn2x6WuXw2eUDmuzLflOvFF/MZ5YN5j/alrB9wMnYOSKRAnwk8//nPPzh/H/uVjJPV6dojMt8v822Zv5Dx8+6837oq6QNO3rMdkEiBPhPI9ac8zfHJmffkqafHX3bZZT/otIuuOZ2KKU+AAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINA7AkO901QtJUCAAAECBAgQIECAAAECBOZLYPXq1a8bGhr6/Rx/z/Dw8GM2bNjwjflqy0yPe84557wtdbwi8z2LFi066bLLLrtppnXanwABAgQIECBAgAABAgT6Q2Bxf3RDLwgQIECAAAECBAgQIEBgkAUSEL06/T9tGganbtq06Z+nsd9A7RLf49Ph1zY6fUmr4HnKXZYya0u5BNvfvXHjxpc29jngYs2aNS8dHR19V6PgN3NeTjrgTtMssHjx4jfs3r37Bdn9AVn+UZZjbZ5mdXYjQIAAAQIECBAgQIAAgT4SGO6jvugKAQIECBAgQIAAAQIECBAgMAsCjTvPD0rVezK/cRYOMadVrl+//vYc8J3loOnbmrVr1z5hThvgYAQIECBAgAABAgQIECCwYAXcgb5gT42GESBAgAABAgQIECBAgMA0Bb6aO5m/0s6+CZ7+qJ1yg1wmd5U/Kp4XFIMsN27evPk7/eCRu9DflrvPL05flo+MjLwhy//WD/3SBwIECBAgQIAAAQIECBCYmYAA+sz87E2AAAECBAgQIECAAAECC0wgQfFP5vHf6xZYs3q5Oa9K4xeVDuS3z/+8lzvS3PbchX5rHhu/pfHlgGfniwKP8zj/ZiFpAgQIECBAgAABAgQIDKaAR7gP5nnXawIECBAgQIAAAQIECBAgcECB884774gUGrv7PMsb8pvmXzjgTj1UIHeev7epua9oSksSIECAAAECBAgQIECAwIAKCKAP6InXbQIECBAgQIAAAQIECBAgcCCBPOK8BM+Xl3K5s3/Dgcr32vZHP/rRf582/7DR7jW5C/1+vdYH7SVAgAABAgQIECBAgACB7gp4hHt3PdVGgAABAgQIECBAgAABAj0ukCBqCage2ejGj+Wx3j9cu3btI/fs2fPCBJGfk/xjMh+e+f9k25Ma5cYtzj333Ick+PxLKf/sbHhY5lL+vzJ/L/Nn8ij0d2/YsOHbSbc1rV69+smp66Up/PTMR2Xelvlf8/jx9Tt27Lhk69at96TMm1Pm1ckv02vTtjfvTc7o3/PrvXOsj9bp+VieffbZJ8XtG9M89th5nLjvunXrRnK+r0z+RZkPynxW5g9nNhEgQIAAAQIECBAgQIDAgAoIoA/oiddtAgQIECBAgAABAgQIEGhPIIHpl+dR329NcHrZgfZIMLb8VvgbEmz/jZRfOqH8YVkv86mp7+LU+8bNmze/fkKZiatD+Z3uP0nwujxefKhpYwnwH5ljPHX58uUvS3C5BH67OuXx7UfmSwBPaFR6RwLy/9LVAyyQymJ7VRxLAL1K+ueyEEBfIOdGMwgQIECAAAECBAgQIDAfAgLo86HumAQIECBAgAABAgQIECDQEwIJrP5CGvrWRmNvSoD1S7kL+j+zPDZ5K5o7cfrpp5fP2FdkLkHYerolia9k/lH2uX/qK3esPzTzkqTXJTh+eH5X/NezPumUgPz/zn6/1rTxP5MuAd9S33FJn575lLTpE1n/26S7Nu3ateuZOU4dtP9iKh7tWuXTqGjp0qV3pk1/3s6uafapKffkuuzixYtbtj1lP1+XS/pZSZc+tyxfl7UkQIAAAQIECBAgQIAAgf4UEEDvz/OqVwQIECBAgAABAgQIECDQBYEEpd+Uau5NYPWlCXR/KOl9gdXnPOc54+5If9CDHvQH2V4Hz/896V/NXdvlsef79kl6KEHx87L8i8z3T/0vz/pnUq48RnzclOD6f8v25uD5JSnw8pS9qy64atWqH1u0aNFHsn5G2nhCnd+NZYLy/1+OX1f1tToxX8v169ffmmM3e0zalHiWLyiULy3U0yWNfev1cct43pJ97khmecz+oXlc/yPyeP0bxxWyQoAAAQIECBAgQIAAAQIDIyCAPjCnWkcJECBAgAABAgQIECAwGAIJ+p6Zx6MfcaDeJuD8phI8PUC58rn5vATPN08s96lPfWpHnZcA7KOS/s3Gevl98qen7m/V25uWo8m/NO27M8f/ZCP/9VnuF0BPP0rwvp62Zr8XZmVfRLtsuPzyy/995cqVP5fHuH81qyeXvG5NOf5j67rS1hvqdLvL7P/U9PPPOih/SrtlW5W74IILHrBz586t2V6f/3J3+S+3Kt+UX/r3lLKedj8uCwH0gmEiQIAAAQIECBAgQIDAAAoIoA/gSddlAgQIECBAgAABAgQI9LnAExLwrX+7e6quvjcbDxRA//sErvcLnk+sNEHXi3PM4ZKf5RsTcJ8seL5vt/z2+acSdP9cMk7L/LikT85xrq8L5C7on8zvpJfHkJdpJHP5DfRxwfOyoUxbt269J3ervypt+MTenK79W+7kHpvSlpvrdAfLU2Ix46B4u8dbt27d8HXXXbc+5etjfiePbl+Vu893HqiO2N2SttbF9vW7zrAkQIAAAQIECBAgQIAAgcERGPtwPzjd1VMCBAgQIECAAAECBAgQINCRwGXtlE7w9cy63O7du9vaJ+X/rt4ny6c2pas9e/ac0bT+hQTXv9O0vl/y5JNP/utk3rbfhpllHFnvnv6VR5wv6Onaa6/9ozSwPrP4tqAAAAtHSURBVA//maD/ygTPb2+n0XlcfXO5o9rZRxkCBAgQIECAAAECBAgQ6E8Bd6D353nVKwIECBAgQIAAAQIECAysQIK9r88d4Ou6BPBPB6rn3HPPPToB7+Mb5UYSjH1NHl1+oN3K9sfUhdLm4+p0Y1keIz425e7o/1OnWy1z9/VI7mIvj3F/bqsyneSnrkUpv6xpn+1N6baS6dO7cx5e2lbhFMpd9C9NX9/Vbvnmcmnvi7L+ykbentRz7pYtW65rLnOA9L7+JfB+8AHK2kyAAAECBAgQIECAAAECfSwggN7HJ1fXCBAgQIAAAQIECBAgQGDGAj86UA27du06OkHzuthwAse/Wq+0u0zQ9tDmsqnjQU3r329Kt0wmaHxT9mu5fSYb0r9JHx8/kzq7tW8C709vDrwn/T/KI/I7qT/7zA5cJ41QlgABAgQIECBAgAABAgQWhMC+T/gLojUaQYAAAQIECBAgQIAAAQIEFpbAvjuTWzUrQesHttrWbn4C1BO/4H6/et/Uf0+dnmqZOu6eansn2/LI+D0pv6PeJwH+g+r0QlqeffbZD0vw+/K0aUlpV9J/meD52zptY4yX1/t007Gu05IAAQIECBAgQIAAAQIEekdg4gf03mm5lhIgQIAAAQIECBAgQIAAgQUgsGjRorsTYK5b8sMEn3+sXpnB8q563wSF2wpel0ePd/kO9B+mDSeUdqTeI+r2LJTlBRdc8ICdO3duTXsOb7Tp6sMOO6zju/8b++674z+O/75Q+qgdBAgQIECAAAECBAgQIDD3Au5An3tzRyRAgAABAgQIECBAgACBPhJIwPXWpu4cWQK7TevTSiZo3vzo+Pr31aesK0Huib+jPmX5NjZ+ty6T9hxbpxfCsvxGe4Lnl6UtJzfa860sz37Pe96zazrtS/+OqffLHejfrdOWBAgQIECAAAECBAgQIDB4AgLog3fO9ZgAAQIECBAgQIAAAQIEuiiQO86/m+rqIPpQfhP9WV2o/p/rOhIYf1KdbrUsAeVse0Kr7dPJT1D5X5r2e1RTet6TMfmjNOI5jYZsy5cYVuY8/L8ZNOyket/Uvc++zrMkQIAAAQIECBAgQIAAgcEREEAfnHOtpwQIECBAgAABAgQIECAwOwKjCbp+sq46geeL6/R0l3ks/FVN+z4lAfKHNq1PlvzZZD54sg0zyPtK074/0ZSe1+Tq1atf3GS8O41Zs2XLlhum26jYlrvPD2vsf+eGDRv+dbp12Y8AAQIECBAgQIAAAQIEel9AAL33z6EeECBAgAABAgQIECBAgMA8CySA/tY0of4h9KcmKPuadpuUskdNLJsg7v9NXn0n9FDSb8tclvtNK1euLL+R/pb9NswwY8mSJZ9JFaONap6c5aTHn+FhOto9VqfF+p31TklfnDvPP12vT2eZYPzT6v2SLnXVfa6zLQkQIECAAAECBAgQIEBggAQE0AfoZOsqAQIECBAgQIAAAQIECMyOQALe30jwtQTR6+lNuVP6Peeee+7RdUbz8vTTT1+8Zs2a/5aA8EeS/6XmbXU6weHfqdNZ/nzKvy/l79eUV61aterHli9fvjV5p2Te2bxtpun169eXx9J/tVHPYWefffbjZlrnTPZfu3btidl/S+YlpZ4SSN+4ceOfl/RMptRzRr1/0h+v05YECBAgQIAAAQIECBAgMJgCiwez23pNgAABAgQIECBAgAABAgS6K/DoRz/6t6+//voTEkg/t9ScYOxL9uzZ84IEvf9v8m4cHh6+O7/V/YDkn5DNP5G8gxstuKWxHLdIcPiT2fddyfyVsiHlX5DF2cn7bNK3p57jsl6Cv8sy/2vWP538lyXdtSl1fiR1PrFUmPY/L4trulZ5hxXF7sXZ5fDGbruyXJQvKfxZO9Xs3LnztVdeeeV/TSy7bt264euuu+7nG/n3ZHnFxDLWCRAgQIAAAQIECBAgQGCwBATQB+t86y0BAgQIECBAgAABAgQIzJJAgrHlEe7nJcBd7tr+X5kfmLl87n5iAtFPTCC6BNWzOm4aSd4Xx+U0rZxyyim/lqD87uz7a8kuOz8g81kT6vlGCW4nWP/CCflNNU0vmd9iv3T37t3l8fDLM6/J/LvTq2nme8Ug3dvntyTrv9y0PuUBli1b9oYU2C+AnuB5eXz72CP0U9+mzZs33zVlRTYSIECAAAECBAgQIECAQN8LeIR7359iHSRAgAABAgQIECBAgACBuRTIb3L/SY5X7jJ/eeYrM383cwnM7s58Z+avZb40wd+Lsjw+d5qXwPSkUwnKZ/uvp+zTMpfHvd+UuTyq/bbMX0zeK7J8Yh4hf2OWXZ/yGPdyp/tfNSo+KV8OeGrXDzKPFaZvL6kPnwD62+u0JQECBAgQIECAAAECBAgMrsC+r24PLoGeEyBAgAABAgQIECBAgACB3hfI48zfnIDwqxs9eW0C+W/uRq/y2+OPzOPTr09di1L/ZQnon9eNeue7jrPOOuvBixcv/l7aUe6u/3S8nj3fbXJ8AgQIECBAgAABAgQIEJh/AXegz/850AICBAgQIECAAAECBAgQILBgBcrd7bk7e+wu9CxzE/o5D12wje2gYUuWLLk4xUvwvEyv27vwLwECBAgQIECAAAECBAgMuoAA+qC/AvSfAAECBAgQIECAAAECBAgcQCB3av/PFLkn86IE0Xs+2Jy7zw9PP15Wup3lxtx9/pWSNhEgQIAAAQIECBAgQIAAAQF0rwECBAgQIECAAAECBAgQIEBgSoHLLrvspgSa31QK5THuv5S70E+ecocFvjF3n5cvATww8z35csD/WODN1TwCBAgQIECAAAECBAgQmEOBxXN4LIciQIAAAQIECBAgQIAAAQIEelRg8+bNb0jTy9zzU37H/ZXpRJlNBAgQIECAAAECBAgQIEBgnIA70MdxWCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBQRUQQB/UM6/fBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAh0QeD/B5aLFaBnJsClAAAAAElFTkSuQmCC\" width=\"1000\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "n = len(y) # length of the signal\n",
    "k = np.arange(n) # 0.. 1 .. 2 .. .. n\n",
    "T = n/Fs #frequency resolution\n",
    "\n",
    "frq_2sided = k/T # two sided frequency range\n",
    "frq_1sided = frq_2sided[range(int(n/2))] # one side frequency range\n",
    "\n",
    "Y = np.fft.fft(y)\n",
    "Y_normalised = Y/n # fft computing and normalization, divided over both pos and neg frequencies\n",
    "Y_1sided = 2*Y_normalised[range(int(n/2))]\n",
    "\n",
    "mag = abs(Y_1sided) #take magnitude of complex fft signal\n",
    "\n",
    "plt.figure(figsize=(10,5))\n",
    "plt.stem(frq_1sided,abs(Y_1sided),'r') # plotting the spectrum\n",
    "plt.xlabel('Freq (Hz)')\n",
    "plt.ylabel('|Y(freq)|')\n",
    "plt.xlim((0,Fs/2));"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
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   },
   "outputs": [],
   "source": []
  }
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