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20180110_Purrr_Workshop.html
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<?xml version="1.0" encoding="utf-8" ?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Strict//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-strict.dtd">
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="pandoc" />
<meta name="author" content="Joyce Robbins" />
<title>Purrr Tutorial</title>
<style type="text/css">code{white-space: pre;}</style>
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table.sourceCode, tr.sourceCode, td.lineNumbers, td.sourceCode {
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code > span.kw { color: #007020; font-weight: bold; } /* Keyword */
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code > span.sc { color: #4070a0; } /* SpecialChar */
code > span.vs { color: #4070a0; } /* VerbatimString */
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<script src="data:application/x-javascript;base64,/* slidy.js

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   http://www.w3.org/Consortium/Legal/copyright-software

   Defines single name "w3c_slidy" in global namespace
   Adds event handlers without trampling on any others
*/

// the slidy object implementation
var w3c_slidy = {
  // classify which kind of browser we're running under
  ns_pos: (typeof window.pageYOffset!='undefined'),
  khtml: ((navigator.userAgent).indexOf("KHTML") >= 0 ? true : false),
  opera: ((navigator.userAgent).indexOf("Opera") >= 0 ? true : false),
  ipad: ((navigator.userAgent).indexOf("iPad") >= 0 ? true : false),
  iphone: ((navigator.userAgent).indexOf("iPhone") >= 0 ? true : false),
  android: ((navigator.userAgent).indexOf("Android") >= 0 ? true : false),
  ie: (typeof document.all != "undefined" && !this.opera),
  ie6: (!this.ns_pos && navigator.userAgent.indexOf("MSIE 6") != -1),
  ie7: (!this.ns_pos && navigator.userAgent.indexOf("MSIE 7") != -1),
  ie8: (!this.ns_pos && navigator.userAgent.indexOf("MSIE 8") != -1),
  ie9: (!this.ns_pos && navigator.userAgent.indexOf("MSIE 9") != -1),

  // data for swipe and double tap detection on touch screens
  last_tap: 0,
  prev_tap: 0,
  start_x: 0,
  start_y: 0,
  delta_x: 0,
  delta_y: 0,

  // are we running as XHTML? (doesn't work on Opera)
  is_xhtml: /xml/.test(document.contentType),

  slide_number: 0, // integer slide count: 0, 1, 2, ...
  slide_number_element: null, // element containing slide number
  slides: [], // set to array of slide div's
  notes: [], // set to array of handout div's
  backgrounds: [], // set to array of background div's
  observers: [], // list of observer functions
  toolbar: null, // element containing toolbar
  title: null, // document title
  last_shown: null, // last incrementally shown item
  eos: null,  // span element for end of slide indicator
  toc: null, // table of contents
  outline: null, // outline element with the focus
  selected_text_len: 0, // length of drag selection on document
  view_all: 0,  // 1 to view all slides + handouts
  want_toolbar: true,  // user preference to show/hide toolbar
  mouse_click_enabled: true, // enables left click for next slide
  scroll_hack: 0, // IE work around for position: fixed
  disable_slide_click: false,  // used by clicked anchors

  lang: "en", // updated to language specified by html file

  help_anchor: null, // used for keyboard focus hack in showToolbar()
  help_page: "http://www.w3.org/Talks/Tools/Slidy2/help/help.html",
  help_text: "Navigate with mouse click, space bar, Cursor Left/Right, " +
             "or Pg Up and Pg Dn. Use S and B to change font size.",

  size_index: 0,
  size_adjustment: 0,
  sizes:  new Array("10pt", "12pt", "14pt", "16pt", "18pt", "20pt",
                    "22pt", "24pt", "26pt", "28pt", "30pt", "32pt"),

  // needed for efficient resizing
  last_width: 0,
  last_height: 0,


  // Needed for cross browser support for relative width/height on
  // object elements. The work around is to save width/height attributes
  // and then to recompute absolute width/height dimensions on resizing
   objects: [],

  // attach initialiation event handlers
  set_up: function () {
    var init = function() { w3c_slidy.init(); };
    if (typeof window.addEventListener != "undefined")
      window.addEventListener("load", init, false);
    else
      window.attachEvent("onload", init);
  },

  hide_slides: function () {
    if (document.body && !w3c_slidy.initialized)
      document.body.style.visibility = "hidden";
    else
      setTimeout(w3c_slidy.hide_slides, 50);
  },

  // hack to persuade IE to compute correct document height
  // as needed for simulating fixed positioning of toolbar
  ie_hack: function () {
    window.resizeBy(0,-1);
    window.resizeBy(0, 1);
  },

  init: function () {
    //alert("slidy starting test 10");
    document.body.style.visibility = "visible";
    this.init_localization();
    this.add_toolbar();
    this.wrap_implicit_slides();
    this.collect_slides();
    this.collect_notes();
    this.collect_backgrounds();
    this.objects = document.body.getElementsByTagName("object");
    this.patch_anchors();
    this.slide_number = this.find_slide_number(location.href);
    window.offscreenbuffering = true;
    this.size_adjustment = this.find_size_adjust();
    this.time_left = this.find_duration();
    this.hide_image_toolbar();  // suppress IE image toolbar popup
    this.init_outliner();  // activate fold/unfold support
    this.title = document.title;
    this.keyboardless = (this.ipad||this.iphone||this.android);

    if (this.keyboardless)
    {
      w3c_slidy.remove_class(w3c_slidy.toolbar, "hidden")
      this.want_toolbar = 0;
    }

    // work around for opera bug
    this.is_xhtml = (document.body.tagName == "BODY" ? false : true);

    if (this.slides.length > 0)
    {
      var slide = this.slides[this.slide_number];
   
      if (this.slide_number > 0)
      {
        this.set_visibility_all_incremental("visible");
        this.last_shown = this.previous_incremental_item(null);
        this.set_eos_status(true);
      }
      else
      {
        this.last_shown = null;
        this.set_visibility_all_incremental("hidden");
        this.set_eos_status(!this.next_incremental_item(this.last_shown));
      }

      this.set_location();
      this.add_class(this.slides[0], "first-slide");
      w3c_slidy.show_slide(slide);
    }

    this.toc = this.table_of_contents();

    this.add_initial_prompt();

    // bind event handlers without interfering with custom page scripts
    // Tap events behave too weirdly to support clicks reliably on
    // iPhone and iPad, so exclude these from click handler

    if (!this.keyboardless)
    {
      this.add_listener(document.body, "click", this.mouse_button_click);
      this.add_listener(document.body, "mousedown", this.mouse_button_down);
    }

    this.add_listener(document, "keydown", this.key_down);
    this.add_listener(document, "keypress", this.key_press);
    this.add_listener(window, "resize", this.resized);
    this.add_listener(window, "scroll", this.scrolled);
    this.add_listener(window, "unload", this.unloaded);

    this.add_listener(document, "gesturechange", function ()
    {
      return false;
    });

    this.attach_touch_handers(this.slides);

    // this seems to be a debugging hack
    //if (!document.body.onclick)
    //  document.body.onclick = function () { };

    this.single_slide_view();

    //this.set_location();

    this.resized();

    if (this.ie7)
      setTimeout(w3c_slidy.ie_hack, 100);

    this.show_toolbar();

    // for back button detection
    setInterval(function () { w3c_slidy.check_location(); }, 200);
    w3c_slidy.initialized = true;
  },

  // create div element with links to each slide
  table_of_contents: function () {
    var toc = this.create_element("div");
    this.add_class(toc, "slidy_toc hidden");
    //toc.setAttribute("tabindex", "0");

    var heading = this.create_element("div");
    this.add_class(heading, "toc-heading");
    heading.innerHTML = this.localize("Table of Contents");

    toc.appendChild(heading);
    var previous = null;

    for (var i = 0; i < this.slides.length; ++i)
    {
      var title = this.has_class(this.slides[i], "title");
      var num = document.createTextNode((i + 1) + ". ");

      toc.appendChild(num);

      var a = this.create_element("a");
      a.setAttribute("href", "#(" + (i+1) + ")");

      if (title)
        this.add_class(a, "titleslide");

      var name = document.createTextNode(this.slide_name(i));
      a.appendChild(name);
      a.onclick = w3c_slidy.toc_click;
      a.onkeydown = w3c_slidy.toc_key_down;
      a.previous = previous;

      if (previous)
        previous.next = a;

      toc.appendChild(a);

      if (i == 0)
        toc.first = a;

      if (i < this.slides.length - 1)
      {
        var br = this.create_element("br");
        toc.appendChild(br);
      }

      previous = a;
    }

    toc.focus = function () {
      if (this.first)
        this.first.focus();
    }

    toc.onmouseup = w3c_slidy.mouse_button_up;

    toc.onclick = function (e) {
      e||(e=window.event);

      if (w3c_slidy.selected_text_len <= 0)
         w3c_slidy.hide_table_of_contents(true);

      w3c_slidy.stop_propagation(e);
    
      if (e.cancel != undefined)
        e.cancel = true;
      
      if (e.returnValue != undefined)
        e.returnValue = false;
      
      return false;
    };

    document.body.insertBefore(toc, document.body.firstChild);
    return toc;
  },

  is_shown_toc: function () {
    return !w3c_slidy.has_class(w3c_slidy.toc, "hidden");
  },

  show_table_of_contents: function () {
    w3c_slidy.remove_class(w3c_slidy.toc, "hidden");
    var toc = w3c_slidy.toc;
    toc.focus();

    if (w3c_slidy.ie7 && w3c_slidy.slide_number == 0)
      setTimeout(w3c_slidy.ie_hack, 100);
  },

  hide_table_of_contents: function (focus) {
    w3c_slidy.add_class(w3c_slidy.toc, "hidden");

    if (focus && !w3c_slidy.opera &&
        !w3c_slidy.has_class(w3c_slidy.toc, "hidden"))
      w3c_slidy.set_focus();
  },

  toggle_table_of_contents: function () {
    if (w3c_slidy.is_shown_toc())
      w3c_slidy.hide_table_of_contents(true);
    else
      w3c_slidy.show_table_of_contents();
  },

  // called on clicking toc entry
  toc_click: function (e) {
    if (!e)
      e = window.event;

    var target = w3c_slidy.get_target(e);

    if (target && target.nodeType == 1)
    {
      var uri = target.getAttribute("href");

      if (uri)
      {
        //alert("going to " + uri);
        var slide = w3c_slidy.slides[w3c_slidy.slide_number];
        w3c_slidy.hide_slide(slide);
        w3c_slidy.slide_number = w3c_slidy.find_slide_number(uri);
        slide = w3c_slidy.slides[w3c_slidy.slide_number];
        w3c_slidy.last_shown = null;
        w3c_slidy.set_location();
        w3c_slidy.set_visibility_all_incremental("hidden");
        w3c_slidy.set_eos_status(!w3c_slidy.next_incremental_item(w3c_slidy.last_shown));
        w3c_slidy.show_slide(slide);
        //target.focus();

        try
        {
          if (!w3c_slidy.opera)
            w3c_slidy.set_focus();
        }
        catch (e)
        {
        }
      }
    }

    w3c_slidy.hide_table_of_contents(true);
    if (w3c_slidy.ie7) w3c_slidy.ie_hack();
    w3c_slidy.stop_propagation(e);
    return w3c_slidy.cancel(e);
  },

  // called onkeydown for toc entry
  toc_key_down: function (event) {
    var key;

    if (!event)
      var event = window.event;

    // kludge around NS/IE differences 
    if (window.event)
      key = window.event.keyCode;
    else if (event.which)
      key = event.which;
    else
      return true; // Yikes! unknown browser

    // ignore event if key value is zero
    // as for alt on Opera and Konqueror
    if (!key)
      return true;

    // check for concurrent control/command/alt key
    // but are these only present on mouse events?

    if (event.ctrlKey || event.altKey)
      return true;

    if (key == 13)
    {
      var uri = this.getAttribute("href");

      if (uri)
      {
        //alert("going to " + uri);
       var slide = w3c_slidy.slides[w3c_slidy.slide_number];
        w3c_slidy.hide_slide(slide);
        w3c_slidy.slide_number = w3c_slidy.find_slide_number(uri);
        slide = w3c_slidy.slides[w3c_slidy.slide_number];
        w3c_slidy.last_shown = null;
        w3c_slidy.set_location();
        w3c_slidy.set_visibility_all_incremental("hidden");
        w3c_slidy.set_eos_status(!w3c_slidy.next_incremental_item(w3c_slidy.last_shown));
        w3c_slidy.show_slide(slide);
        //target.focus();

        try
        {
          if (!w3c_slidy.opera)
            w3c_slidy.set_focus();
        }
        catch (e)
        {
        }
      }

      w3c_slidy.hide_table_of_contents(true);

      if (self.ie7)
       w3c_slidy.ie_hack();

      return w3c_slidy.cancel(event);
    }

    if (key == 40 && this.next)
    {
      this.next.focus();
      return w3c_slidy.cancel(event);
    }

    if (key == 38 && this.previous)
    {
      this.previous.focus();
      return w3c_slidy.cancel(event);
    }

    return true;
  },

  touchstart: function (e)
  {
    // a double touch often starts with a
    // single touch due to fingers touching
    // down at slightly different times
    // thus avoid calling preventDefault here
    this.prev_tap = this.last_tap;
    this.last_tap = (new Date).getTime();

    var tap_delay = this.last_tap - this.prev_tap;

    if (tap_delay <= 200)
    {
      // double tap
    }

    var touch = e.touches[0];

    this.pageX = touch.pageX;
    this.pageY = touch.pageY;
    this.screenX = touch.screenX;
    this.screenY = touch.screenY;
    this.clientX = touch.clientX;
    this.clientY = touch.clientY;

    this.delta_x = this.delta_y = 0;
  },

  touchmove: function (e)
  {
    // override native gestures for single touch
    if (e.touches.length > 1)
      return;

    e.preventDefault();
    var touch = e.touches[0];
    this.delta_x = touch.pageX - this.pageX;
    this.delta_y = touch.pageY - this.pageY;
  },

  touchend: function (e)
  {
    // default behavior for multi-touch
    if (e.touches.length > 1)
      return;

    var delay = (new Date).getTime() - this.last_tap;
    var dx = this.delta_x;
    var dy = this.delta_y;
    var abs_dx = Math.abs(dx);
    var abs_dy = Math.abs(dy);

    if (delay < 500 && (abs_dx > 100 || abs_dy > 100))
    {
      if (abs_dx > 0.5 * abs_dy)
      {
        e.preventDefault();

        if (dx < 0)
          w3c_slidy.next_slide(true);
        else
          w3c_slidy.previous_slide(true);
      }
      else if (abs_dy > 2 * abs_dx)
      {
        e.preventDefault();
        w3c_slidy.toggle_table_of_contents();
      }
    }
  },

  // ### OBSOLETE ###
  before_print: function () {
    this.show_all_slides();
    this.hide_toolbar();
    alert("before print");
  },

  // ### OBSOLETE ###
  after_print: function () {
    if (!this.view_all)
    {
      this.single_slide_view();
      this.show_toolbar();
    }
    alert("after print");
  },

  // ### OBSOLETE ###
  print_slides: function () {
    this.before_print();
    window.print();
    this.after_print();
  },

  // ### OBSOLETE ?? ###
  toggle_view: function () {
    if (this.view_all)
    {
      this.single_slide_view();
      this.show_toolbar();
      this.view_all = 0;
    }
    else
    {
      this.show_all_slides();
      this.hide_toolbar();
      this.view_all = 1;
    }
  },

  // prepare for printing  ### OBSOLETE ###
  show_all_slides: function () {
    this.remove_class(document.body, "single_slide");
    this.set_visibility_all_incremental("visible");
  },

  // restore after printing  ### OBSOLETE ###
  single_slide_view: function () {
    this.add_class(document.body, "single_slide");
    this.set_visibility_all_incremental("visible");
    this.last_shown = this.previous_incremental_item(null);
  },

  // suppress IE's image toolbar pop up
  hide_image_toolbar: function () {
    if (!this.ns_pos)
    {
      var images = document.getElementsByTagName("IMG");

      for (var i = 0; i < images.length; ++i)
        images[i].setAttribute("galleryimg", "no");
    }
  },

  unloaded: function (e) {
    //alert("unloaded");
  },

  // Safari and Konqueror don't yet support getComputedStyle()
  // and they always reload page when location.href is updated
  is_KHTML: function () {
    var agent = navigator.userAgent;
    return (agent.indexOf("KHTML") >= 0 ? true : false);
  },

  // find slide name from first h1 element
  // default to document title + slide number
  slide_name: function (index) {
    var name = null;
    var slide = this.slides[index];

    var heading = this.find_heading(slide);

    if (heading)
      name = this.extract_text(heading);

    if (!name)
      name = this.title + "(" + (index + 1) + ")";

    name.replace(/\&/g, "&amp;");
    name.replace(/\</g, "&lt;");
    name.replace(/\>/g, "&gt;");

    return name;
  },

  // find first h1 element in DOM tree
  find_heading: function (node) {
    if (!node || node.nodeType != 1)
      return null;

    if (node.nodeName == "H1" || node.nodeName == "h1")
      return node;

    var child = node.firstChild;

    while (child)
    {
      node = this.find_heading(child);

      if (node)
        return node;

      child = child.nextSibling;
    }

    return null;
  },

  // recursively extract text from DOM tree
  extract_text: function (node) {
    if (!node)
      return "";

    // text nodes
    if (node.nodeType == 3)
      return node.nodeValue;

    // elements
    if (node.nodeType == 1)
    {
      node = node.firstChild;
      var text = "";

      while (node)
      {
        text = text + this.extract_text(node);
        node = node.nextSibling;
      }

      return text;
    }

    return "";
  },

  // find copyright text from meta element
  find_copyright: function () {
    var name, content;
    var meta = document.getElementsByTagName("meta");

    for (var i = 0; i < meta.length; ++i)
    {
      name = meta[i].getAttribute("name");
      content = meta[i].getAttribute("content");

      if (name == "copyright")
        return content;
    }

    return null;
  },

  find_size_adjust: function () {
    var name, content, offset;
    var meta = document.getElementsByTagName("meta");

    for (var i = 0; i < meta.length; ++i)
    {
      name = meta[i].getAttribute("name");
      content = meta[i].getAttribute("content");

      if (name == "font-size-adjustment")
        return 1 * content;
    }

    return 1;
  },

  // <meta name="duration" content="20" />  for 20 minutes
  find_duration: function () {
    var name, content, offset;
    var meta = document.getElementsByTagName("meta");

    for (var i = 0; i < meta.length; ++i)
    {
      name = meta[i].getAttribute("name");
      content = meta[i].getAttribute("content");

      if (name == "duration")
        return 60000 * content;
    }

    return null;
  },

  replace_by_non_breaking_space: function (str) {
    for (var i = 0; i < str.length; ++i)
      str[i] = 160;
  },

  // ### CHECK ME ### is use of "li" okay for text/html?
  // for XHTML do we also need to specify namespace?
  init_outliner: function () {
    var items = document.getElementsByTagName("li");

    for (var i = 0; i < items.length; ++i)
    {
      var target = items[i];

      if (!this.has_class(target.parentNode, "outline"))
        continue;

      target.onclick = this.outline_click;
/* ### more work needed for IE6
      if (!this.ns_pos)
      {
        target.onmouseover = this.hover_outline;
        target.onmouseout = this.unhover_outline;
      }
*/
      if (this.foldable(target))
      {
        target.foldable = true;
        target.onfocus = function () {w3c_slidy.outline = this;};
        target.onblur = function () {w3c_slidy.outline = null;};

        if (!target.getAttribute("tabindex"))
          target.setAttribute("tabindex", "0");

        if (this.has_class(target, "expand"))
          this.unfold(target);
        else
          this.fold(target);
      }
      else
      {
        this.add_class(target, "nofold");
        target.visible = true;
        target.foldable = false;
      }
    }
  },

  foldable: function (item) {
    if (!item || item.nodeType != 1)
      return false;

    var node = item.firstChild;

    while (node)
    {
      if (node.nodeType == 1 && this.is_block(node))
        return true;

      node = node.nextSibling;
    }

    return false;
  },

  // ### CHECK ME ### switch to add/remove "hidden" class
  fold: function (item) {
    if (item)
    {
      this.remove_class(item, "unfolded");
      this.add_class(item, "folded");
    }

    var node = item ? item.firstChild : null;

    while (node)
    {
      if (node.nodeType == 1 && this.is_block(node)) // element
      {
         w3c_slidy.add_class(node, "hidden");
      }

      node = node.nextSibling;
    }

    item.visible = false;
  },

  // ### CHECK ME ### switch to add/remove "hidden" class
  unfold: function (item) {
    if (item)
    {
      this.add_class(item, "unfolded");
      this.remove_class(item, "folded");
    }

    var node = item ? item.firstChild : null;

    while (node)
    {
      if (node.nodeType == 1 && this.is_block(node)) // element
      {
        w3c_slidy.remove_class(node, "hidden");
      }

      node = node.nextSibling;
    }

    item.visible = true;
  },

  outline_click: function (e) {
    if (!e)
      e = window.event;

    var rightclick = false;
    var target = w3c_slidy.get_target(e);

    while (target && target.visible == undefined)
      target = target.parentNode;

    if (!target)
      return true;

    if (e.which)
      rightclick = (e.which == 3);
    else if (e.button)
      rightclick = (e.button == 2);

    if (!rightclick && target.visible != undefined)
    {
      if (target.foldable)
      {
        if (target.visible)
          w3c_slidy.fold(target);
        else
          w3c_slidy.unfold(target);
      }

      w3c_slidy.stop_propagation(e);
      e.cancel = true;
      e.returnValue = false;
    }

    return false;
  },

  add_initial_prompt: function () {
    var prompt = this.create_element("div");
    prompt.setAttribute("class", "initial_prompt");

    var p1 = this.create_element("p");
    prompt.appendChild(p1);
    p1.setAttribute("class", "help");

    if (this.keyboardless)
      p1.innerHTML = "swipe left to move to next slide";
    else
      p1.innerHTML = "Space, Right Arrow or swipe left to move to " +
                     "next slide, click help below for more details";

    this.add_listener(prompt, "click", function (e) {
      document.body.removeChild(prompt);
      w3c_slidy.stop_propagation(e);
    
      if (e.cancel != undefined)
        e.cancel = true;
      
      if (e.returnValue != undefined)
        e.returnValue = false;
      
      return false;
    });

    document.body.appendChild(prompt);
    this.initial_prompt = prompt;
    setTimeout(function() {document.body.removeChild(prompt);}, 5000);
  },

  add_toolbar: function () {
    var counter, page;

     this.toolbar = this.create_element("div");
     this.toolbar.setAttribute("class", "toolbar");

     // a reasonably behaved browser
     if (this.ns_pos || !this.ie6)
     {
       var right = this.create_element("div");
       right.setAttribute("style", "float: right; text-align: right");

       counter = this.create_element("span")
       counter.innerHTML = this.localize("slide") + " n/m";
       right.appendChild(counter);
       this.toolbar.appendChild(right);

       var left = this.create_element("div");
       left.setAttribute("style", "text-align: left");

       // global end of slide indicator
       this.eos = this.create_element("span");
       this.eos.innerHTML = "* ";
       left.appendChild(this.eos);

       var help = this.create_element("a");
       help.setAttribute("href", this.help_page);
       help.setAttribute("title", this.localize(this.help_text));
       help.innerHTML = this.localize("help?");
       left.appendChild(help);
       help.style.display="none"; 
       this.help_anchor = help;  // save for focus hack

       var gap1 = document.createTextNode(" ");
       left.appendChild(gap1);

       var contents = this.create_element("a");
       contents.setAttribute("href", "javascript:w3c_slidy.toggle_table_of_contents()");
       contents.setAttribute("title", this.localize("table of contents"));
       contents.innerHTML = this.localize("Contents");
       left.appendChild(contents);

       var gap2 = document.createTextNode(" ");
       left.appendChild(gap2);

       var copyright = this.find_copyright();

       if (copyright)
       {
         var span = this.create_element("span");
         span.className = "copyright";
         span.innerHTML = copyright;
         left.appendChild(span);
       }

       this.toolbar.setAttribute("tabindex", "0");
       this.toolbar.appendChild(left);
     }
     else // IE6 so need to work around its poor CSS support
     {
       this.toolbar.style.position = (this.ie7 ? "fixed" : "absolute");
       this.toolbar.style.zIndex = "200";
       this.toolbar.style.width = "99.9%";
       this.toolbar.style.height = "1.2em";
       this.toolbar.style.top = "auto";
       this.toolbar.style.bottom = "0";
       this.toolbar.style.left = "0";
       this.toolbar.style.right = "0";
       this.toolbar.style.textAlign = "left";
       this.toolbar.style.fontSize = "60%";
       this.toolbar.style.color = "red";
       this.toolbar.borderWidth = 0;
       this.toolbar.className = "toolbar";
       this.toolbar.style.background = "rgb(240,240,240)";

       // would like to have help text left aligned
       // and page counter right aligned, floating
       // div's don't work, so instead use nested
       // absolutely positioned div's.

       var sp = this.create_element("span");
       sp.innerHTML = "&nbsp;&nbsp;*&nbsp;";
       this.toolbar.appendChild(sp);
       this.eos = sp;  // end of slide indicator

       var help = this.create_element("a");
       help.setAttribute("href", this.help_page);
       help.setAttribute("title", this.localize(this.help_text));
       help.innerHTML = this.localize("help?");
       this.toolbar.appendChild(help);
       this.help_anchor = help;  // save for focus hack

       var gap1 = document.createTextNode(" ");
       this.toolbar.appendChild(gap1);

       var contents = this.create_element("a");
       contents.setAttribute("href", "javascript:toggleTableOfContents()");
       contents.setAttribute("title", this.localize("table of contents".localize));
       contents.innerHTML = this.localize("contents?");
       this.toolbar.appendChild(contents);

       var gap2 = document.createTextNode(" ");
       this.toolbar.appendChild(gap2);

       var copyright = this.find_copyright();

       if (copyright)
       {
         var span = this.create_element("span");
         span.innerHTML = copyright;
         span.style.color = "black";
         span.style.marginLeft = "0.5em";
         this.toolbar.appendChild(span);
       }

       counter = this.create_element("div")
       counter.style.position = "absolute";
       counter.style.width = "auto"; //"20%";
       counter.style.height = "1.2em";
       counter.style.top = "auto";
       counter.style.bottom = 0;
       counter.style.right = "0";
       counter.style.textAlign = "right";
       counter.style.color = "red";
       counter.style.background = "rgb(240,240,240)";

       counter.innerHTML = this.localize("slide") + " n/m";
       this.toolbar.appendChild(counter);
     }

     // ensure that click isn't passed through to the page
     this.toolbar.onclick =
         function (e) {
           if (!e)
             e = window.event;

           var target = e.target;

           if (!target && e.srcElement)
             target = e.srcElement;

           // work around Safari bug
           if (target && target.nodeType == 3)
             target = target.parentNode;

           w3c_slidy.stop_propagation(e);

           if (target && target.nodeName.toLowerCase() != "a")
             w3c_slidy.mouse_button_click(e);
         };

     this.slide_number_element = counter;
     this.set_eos_status(false);
     document.body.appendChild(this.toolbar);
  },

  // wysiwyg editors make it hard to use div elements
  // e.g. amaya loses the div when you copy and paste
  // this function wraps div elements around implicit
  // slides which start with an h1 element and continue
  // up to the next heading or div element
  wrap_implicit_slides: function () {
    var i, heading, node, next, div;
    var headings = document.getElementsByTagName("h1");

    if (!headings)
      return;

    for (i = 0; i < headings.length; ++i)
    {
      heading = headings[i];

      if (heading.parentNode != document.body)
        continue;

      node = heading.nextSibling;

      div = document.createElement("div");
      this.add_class(div, "slide");
      document.body.replaceChild(div, heading);
      div.appendChild(heading);

      while (node)
      {
        if (node.nodeType == 1) // an element
        {
           if (node.nodeName == "H1" || node.nodeName == "h1")
             break;

           if (node.nodeName == "DIV" || node.nodeName == "div")
           {
             if (this.has_class(node, "slide"))
               break;

             if (this.has_class(node, "handout"))
               break;
           }
        }

        next = node.nextSibling;
        node = document.body.removeChild(node);
        div.appendChild(node);
        node = next;
      } 
    }
  },

  attach_touch_handers: function(slides)
  {
    var i, slide;

    for (i = 0; i < slides.length; ++i)
    {
      slide = slides[i];
      this.add_listener(slide, "touchstart", this.touchstart);
      this.add_listener(slide, "touchmove", this.touchmove);
      this.add_listener(slide, "touchend", this.touchend);
    }
  },

// return new array of all slides
  collect_slides: function () {
    var slides = new Array();
    var divs = document.body.getElementsByTagName("div");

    for (var i = 0; i < divs.length; ++i)
    {
      div = divs.item(i);

      if (this.has_class(div, "slide"))
      {
        // add slide to collection
        slides[slides.length] = div;

        // hide each slide as it is found
        this.add_class(div, "hidden");

        // add dummy <br/> at end for scrolling hack
        var node1 = document.createElement("br");
        div.appendChild(node1);
        var node2 = document.createElement("br");
        div.appendChild(node2);
      }
      else if (this.has_class(div, "background"))
      {  // work around for Firefox SVG reload bug
        // which otherwise replaces 1st SVG graphic with 2nd
        div.style.display = "block";
      }
    }

    this.slides = slides;
  },

  // return new array of all <div class="handout">
  collect_notes: function () {
    var notes = new Array();
    var divs = document.body.getElementsByTagName("div");

    for (var i = 0; i < divs.length; ++i)
    {
      div = divs.item(i);

      if (this.has_class(div, "handout"))
      {
        // add note to collection
        notes[notes.length] = div;

        // and hide it
        this.add_class(div, "hidden");
      }
    }

    this.notes = notes;
  },

  // return new array of all <div class="background">
  // including named backgrounds e.g. class="background titlepage"
  collect_backgrounds: function () {
    var backgrounds = new Array();
    var divs = document.body.getElementsByTagName("div");

    for (var i = 0; i < divs.length; ++i)
    {
      div = divs.item(i);

      if (this.has_class(div, "background"))
      {
        // add background to collection
        backgrounds[backgrounds.length] = div;

        // and hide it
        this.add_class(div, "hidden");
      }
    }

    this.backgrounds = backgrounds;
  },

  // set click handlers on all anchors
  patch_anchors: function () {
    var self = w3c_slidy;
    var handler = function (event) {
      // compare this.href with location.href
      // for link to another slide in this doc

      if (self.page_address(this.href) == self.page_address(location.href))
      {
        // yes, so find new slide number
        var newslidenum = self.find_slide_number(this.href);

        if (newslidenum != self.slide_number)
        {
          var slide = self.slides[self.slide_number];
          self.hide_slide(slide);
          self.slide_number = newslidenum;
          slide = self.slides[self.slide_number];
          self.show_slide(slide);
          self.set_location();
        }
      }
      else
        w3c_slidy.stop_propagation(event);

//      else if (this.target == null)
//        location.href = this.href;

      this.blur();
      self.disable_slide_click = true;
    };

    var anchors = document.body.getElementsByTagName("a");

    for (var i = 0; i < anchors.length; ++i)
    {
      if (window.addEventListener)
        anchors[i].addEventListener("click", handler, false);
      else
        anchors[i].attachEvent("onclick", handler);
    }
  },

  // ### CHECK ME ### see which functions are invoked via setTimeout
  // either directly or indirectly for use of w3c_slidy vs this
  show_slide_number: function () {
    var timer = w3c_slidy.get_timer();
    w3c_slidy.slide_number_element.innerHTML = timer + w3c_slidy.localize("slide") + " " +
           (w3c_slidy.slide_number + 1) + "/" + w3c_slidy.slides.length;
  },

  // every 200mS check if the location has been changed as a
  // result of the user activating the Back button/menu item
  // doesn't work for Opera < 9.5
  check_location: function () {
    var hash = location.hash;

    if (w3c_slidy.slide_number > 0 && (hash == "" || hash == "#"))
      w3c_slidy.goto_slide(0);
    else if (hash.length > 2 && hash != "#("+(w3c_slidy.slide_number+1)+")")
    {
      var num = parseInt(location.hash.substr(2));

      if (!isNaN(num))
        w3c_slidy.goto_slide(num-1);
    }

    if (w3c_slidy.time_left && w3c_slidy.slide_number > 0)
    {
      w3c_slidy.show_slide_number();

      if (w3c_slidy.time_left > 0)
        w3c_slidy.time_left -= 200;
    } 
  },

  get_timer: function () {
    var timer = "";
    if (w3c_slidy.time_left)
    {
      var mins, secs;
      secs = Math.floor(w3c_slidy.time_left/1000);
      mins = Math.floor(secs / 60);
      secs = secs % 60;
      timer = (mins ? mins+"m" : "") + secs + "s ";
    }

    return timer;
  },

  // this doesn't push location onto history stack for IE
  // for which a hidden iframe hack is needed: load page into
  // the iframe with script that set's parent's location.hash
  // but that won't work for standalone use unless we can
  // create the page dynamically via a javascript: URL
  // ### use history.pushState if available
  set_location: function () {
     var uri = w3c_slidy.page_address(location.href);
     var hash = "#(" + (w3c_slidy.slide_number+1) + ")";

     if (w3c_slidy.slide_number >= 0)
       uri = uri + hash;

     if (typeof(history.pushState) != "undefined" && location.protocol !== "file:")
     {
       document.title = w3c_slidy.title + " (" + (w3c_slidy.slide_number+1) + ")";
       history.pushState(0, document.title, hash);
       w3c_slidy.show_slide_number();
       w3c_slidy.notify_observers();
       return;
     }

     if (w3c_slidy.ie && (w3c_slidy.ie6 || w3c_slidy.ie7))
       w3c_slidy.push_hash(hash);

     if (uri != location.href) // && !khtml
        location.href = uri;

     if (this.khtml)
        hash = "(" + (w3c_slidy.slide_number+1) + ")";

     if (!this.ie && location.hash != hash && location.hash != "")
       location.hash = hash;

     document.title = w3c_slidy.title + " (" + (w3c_slidy.slide_number+1) + ")";
     w3c_slidy.show_slide_number();
     w3c_slidy.notify_observers();
  },

  notify_observers: function ()
  {
    var slide = this.slides[this.slide_number];

    for (var i = 0; i < this.observers.length; ++i)
      this.observers[i](this.slide_number+1, this.find_heading(slide).innerText, location.href);
  },

  add_observer: function (observer)
  {
    for (var i = 0; i < this.observers.length; ++i)
    {
      if (observer == this.observers[i])
        return;
    }

    this.observers.push(observer);
  },

  remove_observer: function (o)
  {
    for (var i = 0; i < this.observers.length; ++i)
    {
      if (observer == this.observers[i])
      {
        this.observers.splice(i,1);
        break;
      }
    }
  },

  page_address: function (uri) {
    var i = uri.indexOf("#");

    if (i < 0)
      i = uri.indexOf("%23");

    // check if anchor is entire page

    if (i < 0)
      return uri;  // yes

    return uri.substr(0, i);
  },

  // only used for IE6 and IE7
  on_frame_loaded: function (hash) {
    location.hash = hash;
    var uri = w3c_slidy.page_address(location.href);
    location.href = uri + hash;
  },

  // history hack with thanks to Bertrand Le Roy
  push_hash: function (hash) {
    if (hash == "") hash = "#(1)";
      window.location.hash = hash;

    var doc = document.getElementById("historyFrame").contentWindow.document;
    doc.open("javascript:'<html></html>'");
    doc.write("<html><head><script type=\"text/javascript\">window.parent.w3c_slidy.on_frame_loaded('"+
      (hash) + "');</script></head><body>hello mum</body></html>");
      doc.close();
  },

  // find current slide based upon location
  // first find target anchor and then look
  // for associated div element enclosing it
  // finally map that to slide number
  find_slide_number: function (uri) {
    // first get anchor from page location

    var i = uri.indexOf("#");

    // check if anchor is entire page
    if (i < 0)
      return 0;  // yes

    var anchor = unescape(uri.substr(i+1));

    // now use anchor as XML ID to find target
    var target = document.getElementById(anchor);

    if (!target)
    {
      // does anchor look like "(2)" for slide 2 ??
      // where first slide is (1)
      var re = /\((\d)+\)/;

      if (anchor.match(re))
      {
        var num = parseInt(anchor.substring(1, anchor.length-1));

        if (num > this.slides.length)
          num = 1;

        if (--num < 0)
          num = 0;

        return num;
      }

      // accept [2] for backwards compatibility
      re = /\[(\d)+\]/;

      if (anchor.match(re))
      {
         var num = parseInt(anchor.substring(1, anchor.length-1));

         if (num > this.slides.length)
            num = 1;

         if (--num < 0)
            num = 0;

         return num;
      }

      // oh dear unknown anchor
      return 0;
    }

    // search for enclosing slide

    while (true)
    {
      // browser coerces html elements to uppercase!
      if (target.nodeName.toLowerCase() == "div" &&
            this.has_class(target, "slide"))
      {
        // found the slide element
        break;
      }

      // otherwise try parent element if any

      target = target.parentNode;

      if (!target)
      {
        return 0;   // no luck!
      }
    };

    for (i = 0; i < slides.length; ++i)
    {
      if (slides[i] == target)
        return i;  // success
    }

    // oh dear still no luck
    return 0;
  },

  previous_slide: function (incremental) {
    if (!w3c_slidy.view_all)
    {
      var slide;

      if ((incremental || w3c_slidy.slide_number == 0) && w3c_slidy.last_shown != null)
      {
        w3c_slidy.last_shown = w3c_slidy.hide_previous_item(w3c_slidy.last_shown);
        w3c_slidy.set_eos_status(false);
      }
      else if (w3c_slidy.slide_number > 0)
      {
        slide = w3c_slidy.slides[w3c_slidy.slide_number];
        w3c_slidy.hide_slide(slide);

        w3c_slidy.slide_number = w3c_slidy.slide_number - 1;
        slide = w3c_slidy.slides[w3c_slidy.slide_number];
        w3c_slidy.set_visibility_all_incremental("visible");
        w3c_slidy.last_shown = w3c_slidy.previous_incremental_item(null);
        w3c_slidy.set_eos_status(true);
        w3c_slidy.show_slide(slide);
      }

      w3c_slidy.set_location();

      if (!w3c_slidy.ns_pos)
        w3c_slidy.refresh_toolbar(200);
    }
  },

  next_slide: function (incremental) {
    if (!w3c_slidy.view_all)
    {
      var slide, last = w3c_slidy.last_shown;

      if (incremental || w3c_slidy.slide_number == w3c_slidy.slides.length - 1)
         w3c_slidy.last_shown = w3c_slidy.reveal_next_item(w3c_slidy.last_shown);

      if ((!incremental || w3c_slidy.last_shown == null) &&
             w3c_slidy.slide_number < w3c_slidy.slides.length - 1)
      {
         slide = w3c_slidy.slides[w3c_slidy.slide_number];
         w3c_slidy.hide_slide(slide);

         w3c_slidy.slide_number = w3c_slidy.slide_number + 1;
         slide = w3c_slidy.slides[w3c_slidy.slide_number];
         w3c_slidy.last_shown = null;
         w3c_slidy.set_visibility_all_incremental("hidden");
         w3c_slidy.show_slide(slide);
      }
      else if (!w3c_slidy.last_shown)
      {
         if (last && incremental)
           w3c_slidy.last_shown = last;
      }

      w3c_slidy.set_location();

      w3c_slidy.set_eos_status(!w3c_slidy.next_incremental_item(w3c_slidy.last_shown));

      if (!w3c_slidy.ns_pos)
         w3c_slidy.refresh_toolbar(200);
     }
  },

  // to first slide with nothing revealed
  // i.e. state at start of presentation
  first_slide: function () {
     if (!w3c_slidy.view_all)
     {
       var slide;

       if (w3c_slidy.slide_number != 0)
       {
         slide = w3c_slidy.slides[w3c_slidy.slide_number];
         w3c_slidy.hide_slide(slide);

         w3c_slidy.slide_number = 0;
         slide = w3c_slidy.slides[w3c_slidy.slide_number];
         w3c_slidy.last_shown = null;
         w3c_slidy.set_visibility_all_incremental("hidden");
         w3c_slidy.show_slide(slide);
       }

       w3c_slidy.set_eos_status(
         !w3c_slidy.next_incremental_item(w3c_slidy.last_shown));
       w3c_slidy.set_location();
     }
  },

  // goto last slide with everything revealed
  // i.e. state at end of presentation
  last_slide: function () {
    if (!w3c_slidy.view_all)
    {
      var slide;

      w3c_slidy.last_shown = null; //revealNextItem(lastShown);

      if (w3c_slidy.last_shown == null &&
          w3c_slidy.slide_number < w3c_slidy.slides.length - 1)
      {
         slide = w3c_slidy.slides[w3c_slidy.slide_number];
         w3c_slidy.hide_slide(slide);
         w3c_slidy.slide_number = w3c_slidy.slides.length - 1;
         slide = w3c_slidy.slides[w3c_slidy.slide_number];
         w3c_slidy.set_visibility_all_incremental("visible");
         w3c_slidy.last_shown = w3c_slidy.previous_incremental_item(null);

         w3c_slidy.show_slide(slide);
      }
      else
      {
         w3c_slidy.set_visibility_all_incremental("visible");
         w3c_slidy.last_shown = w3c_slidy.previous_incremental_item(null);
      }

      w3c_slidy.set_eos_status(true);
      w3c_slidy.set_location();
    }
  },


  // ### check this and consider add/remove class
  set_eos_status: function (state) {
    if (this.eos)
      this.eos.style.color = (state ? "rgb(240,240,240)" : "red");
  },

  // first slide is 0
  goto_slide: function (num) {
    //alert("going to slide " + (num+1));
    var slide = w3c_slidy.slides[w3c_slidy.slide_number];
    w3c_slidy.hide_slide(slide);
    w3c_slidy.slide_number = num;
    slide = w3c_slidy.slides[w3c_slidy.slide_number];
    w3c_slidy.last_shown = null;
    w3c_slidy.set_visibility_all_incremental("hidden");
    w3c_slidy.set_eos_status(!w3c_slidy.next_incremental_item(w3c_slidy.last_shown));
    document.title = w3c_slidy.title + " (" + (w3c_slidy.slide_number+1) + ")";
    w3c_slidy.show_slide(slide);
    w3c_slidy.show_slide_number();
  },


  show_slide: function (slide) {
    this.sync_background(slide);
    this.remove_class(slide, "hidden");

    // work around IE9 object rendering bug
    setTimeout("window.scrollTo(0,0);", 1);
  },

  hide_slide: function (slide) {
    this.add_class(slide, "hidden");
  },

  set_focus: function (element)
  {
    if (element)
      element.focus();
    else
    {
      w3c_slidy.help_anchor.focus();

      setTimeout(function() {
        w3c_slidy.help_anchor.blur();
      }, 1);
    }
  },

  // show just the backgrounds pertinent to this slide
  // when slide background-color is transparent
  // this should now work with rgba color values
  sync_background: function (slide) {
    var background;
    var bgColor;

    if (slide.currentStyle)
      bgColor = slide.currentStyle["backgroundColor"];
    else if (document.defaultView)
    {
      var styles = document.defaultView.getComputedStyle(slide,null);

      if (styles)
        bgColor = styles.getPropertyValue("background-color");
      else // broken implementation probably due Safari or Konqueror
      {
        //alert("defective implementation of getComputedStyle()");
        bgColor = "transparent";
      }
    }
    else
      bgColor == "transparent";

    if (bgColor == "transparent" ||
        bgColor.indexOf("rgba") >= 0 ||
        bgColor.indexOf("opacity") >= 0)
    {
      var slideClass = this.get_class_list(slide);

      for (var i = 0; i < this.backgrounds.length; i++)
      {
        background = this.backgrounds[i];

        var bgClass = this.get_class_list(background);

        if (this.matching_background(slideClass, bgClass))
          this.remove_class(background, "hidden");
        else
          this.add_class(background, "hidden");
      }
    }
    else // forcibly hide all backgrounds
      this.hide_backgrounds();
  },

  hide_backgrounds: function () {
    for (var i = 0; i < this.backgrounds.length; i++)
    {
      background = this.backgrounds[i];
      this.add_class(background, "hidden");
    }
  },

  // compare classes for slide and background
  matching_background: function (slideClass, bgClass) {
    var i, count, pattern, result;

    // define pattern as regular expression
    pattern = /\w+/g;

    // check background class names
    result = bgClass.match(pattern);

    for (i = count = 0; i < result.length; i++)
    {
      if (result[i] == "hidden")
        continue;

      if (result[i] == "background")
	continue;

      ++count;
    }

    if (count == 0)  // default match
      return true;

    // check for matches and place result in array
    result = slideClass.match(pattern);

    // now check if desired name is present for background
    for (i = count = 0; i < result.length; i++)
    {
      if (result[i] == "hidden")
        continue;

      if (this.has_token(bgClass, result[i]))
        return true;
    }

    return false;
  },

  resized: function () {
     var width = 0;

     if ( typeof( window.innerWidth ) == 'number' )
       width = window.innerWidth;  // Non IE browser
     else if (document.documentElement && document.documentElement.clientWidth)
       width = document.documentElement.clientWidth;  // IE6
     else if (document.body && document.body.clientWidth)
       width = document.body.clientWidth; // IE4

     var height = 0;

     if ( typeof( window.innerHeight ) == 'number' )
       height = window.innerHeight;  // Non IE browser
     else if (document.documentElement && document.documentElement.clientHeight)
       height = document.documentElement.clientHeight;  // IE6
     else if (document.body && document.body.clientHeight)
       height = document.body.clientHeight; // IE4

     if (height && (width/height > 1.05*1024/768))
     {
       width = height * 1024.0/768;
     }

     // IE fires onresize even when only font size is changed!
     // so we do a check to avoid blocking < and > actions
     if (width != w3c_slidy.last_width || height != w3c_slidy.last_height)
     {
       if (width >= 1100)
         w3c_slidy.size_index = 5;    // 4
       else if (width >= 1000)
         w3c_slidy.size_index = 4;    // 3
       else if (width >= 800)
         w3c_slidy.size_index = 3;    // 2
       else if (width >= 600)
         w3c_slidy.size_index = 2;    // 1
       else if (width)
         w3c_slidy.size_index = 0;

       // add in font size adjustment from meta element e.g.
       // <meta name="font-size-adjustment" content="-2" />
       // useful when slides have too much content ;-)

       if (0 <= w3c_slidy.size_index + w3c_slidy.size_adjustment &&
             w3c_slidy.size_index + w3c_slidy.size_adjustment < w3c_slidy.sizes.length)
         w3c_slidy.size_index = w3c_slidy.size_index + w3c_slidy.size_adjustment;

       // enables cross browser use of relative width/height
       // on object elements for use with SVG and Flash media
       w3c_slidy.adjust_object_dimensions(width, height);

       if (document.body.style.fontSize != w3c_slidy.sizes[w3c_slidy.size_index])
       {
         document.body.style.fontSize = w3c_slidy.sizes[w3c_slidy.size_index];
       }

       w3c_slidy.last_width = width;
       w3c_slidy.last_height = height;

       // force reflow to work around Mozilla bug
       if (w3c_slidy.ns_pos)
       {
         var slide = w3c_slidy.slides[w3c_slidy.slide_number];
         w3c_slidy.hide_slide(slide);
         w3c_slidy.show_slide(slide);
       }

       // force correct positioning of toolbar
       w3c_slidy.refresh_toolbar(200);
     }
  },

  scrolled: function () {
    if (w3c_slidy.toolbar && !w3c_slidy.ns_pos && !w3c_slidy.ie7)
    {
      w3c_slidy.hack_offset = w3c_slidy.scroll_x_offset();
      // hide toolbar
      w3c_slidy.toolbar.style.display = "none";

      // make it reappear later
      if (w3c_slidy.scrollhack == 0 && !w3c_slidy.view_all)
      {
        setTimeout(function () {w3c_slidy.show_toolbar(); }, 1000);
        w3c_slidy.scrollhack = 1;
      }
    }
  },

  hide_toolbar: function () {
    w3c_slidy.add_class(w3c_slidy.toolbar, "hidden");
    window.focus();
  },

  // used to ensure IE refreshes toolbar in correct position
  refresh_toolbar: function (interval) {
    if (!w3c_slidy.ns_pos && !w3c_slidy.ie7)
    {
      w3c_slidy.hide_toolbar();
      setTimeout(function () {w3c_slidy.show_toolbar();}, interval);
    }
  },

  // restores toolbar after short delay
  show_toolbar: function () {
    if (w3c_slidy.want_toolbar)
    {
      w3c_slidy.toolbar.style.display = "block";

      if (!w3c_slidy.ns_pos)
      {
        // adjust position to allow for scrolling
        var xoffset = w3c_slidy.scroll_x_offset();
        w3c_slidy.toolbar.style.left = xoffset;
        w3c_slidy.toolbar.style.right = xoffset;

        // determine vertical scroll offset
        //var yoffset = scrollYOffset();

        // bottom is doc height - window height - scroll offset
        //var bottom = documentHeight() - lastHeight - yoffset

        //if (yoffset > 0 || documentHeight() > lastHeight)
        //   bottom += 16;  // allow for height of scrollbar

        w3c_slidy.toolbar.style.bottom = 0; //bottom;
      }

      w3c_slidy.remove_class(w3c_slidy.toolbar, "hidden");
    }

    w3c_slidy.scrollhack = 0;


    // set the keyboard focus to the help link on the
    // toolbar to ensure that document has the focus
    // IE doesn't always work with window.focus()
    // and this hack has benefit of Enter for help

    try
    {
      if (!w3c_slidy.opera)
        w3c_slidy.set_focus();
    }
    catch (e)
    {
    }
  },

// invoked via F key
  toggle_toolbar: function () {
    if (!w3c_slidy.view_all)
    {
      if (w3c_slidy.has_class(w3c_slidy.toolbar, "hidden"))
      {
        w3c_slidy.remove_class(w3c_slidy.toolbar, "hidden")
        w3c_slidy.want_toolbar = 1;
      }
      else
      {
        w3c_slidy.add_class(w3c_slidy.toolbar, "hidden")
        w3c_slidy.want_toolbar = 0;
      }
    }
  },

  scroll_x_offset: function () {
    if (window.pageXOffset)
      return self.pageXOffset;

    if (document.documentElement && 
             document.documentElement.scrollLeft)
      return document.documentElement.scrollLeft;

    if (document.body)
      return document.body.scrollLeft;

    return 0;
  },

  scroll_y_offset: function () {
    if (window.pageYOffset)
      return self.pageYOffset;

    if (document.documentElement && 
             document.documentElement.scrollTop)
      return document.documentElement.scrollTop;

    if (document.body)
      return document.body.scrollTop;

    return 0;
  },

  // looking for a way to determine height of slide content
  // the slide itself is set to the height of the window
  optimize_font_size: function () {
    var slide = w3c_slidy.slides[w3c_slidy.slide_number];

    //var dh = documentHeight(); //getDocHeight(document);
    var dh = slide.scrollHeight;
    var wh = getWindowHeight();
    var u = 100 * dh / wh;

    alert("window utilization = " + u + "% (doc "
      + dh + " win " + wh + ")");
  },

  // from document object
  get_doc_height: function (doc) {
    if (!doc)
      doc = document;

    if (doc && doc.body && doc.body.offsetHeight)
      return doc.body.offsetHeight;  // ns/gecko syntax

    if (doc && doc.body && doc.body.scrollHeight)
      return doc.body.scrollHeight;

    alert("couldn't determine document height");
  },

  get_window_height: function () {
    if ( typeof( window.innerHeight ) == 'number' )
      return window.innerHeight;  // Non IE browser

    if (document.documentElement && document.documentElement.clientHeight)
      return document.documentElement.clientHeight;  // IE6

    if (document.body && document.body.clientHeight)
      return document.body.clientHeight; // IE4
  },

  document_height: function () {
    var sh, oh;

    sh = document.body.scrollHeight;
    oh = document.body.offsetHeight;

    if (sh && oh)
    {
      return (sh > oh ? sh : oh);
    }

    // no idea!
    return 0;
  },

  smaller: function () {
    if (w3c_slidy.size_index > 0)
    {
      --w3c_slidy.size_index;
    }

    w3c_slidy.toolbar.style.display = "none";
    document.body.style.fontSize = w3c_slidy.sizes[w3c_slidy.size_index];
    var slide = w3c_slidy.slides[w3c_slidy.slide_number];
    w3c_slidy.hide_slide(slide);
    w3c_slidy.show_slide(slide);
    setTimeout(function () {w3c_slidy.show_toolbar(); }, 50);
  },

  bigger: function () {
    if (w3c_slidy.size_index < w3c_slidy.sizes.length - 1)
    {
      ++w3c_slidy.size_index;
    }

    w3c_slidy.toolbar.style.display = "none";
    document.body.style.fontSize = w3c_slidy.sizes[w3c_slidy.size_index];
    var slide = w3c_slidy.slides[w3c_slidy.slide_number];
    w3c_slidy.hide_slide(slide);
    w3c_slidy.show_slide(slide);
    setTimeout(function () {w3c_slidy.show_toolbar(); }, 50);
  },

  // enables cross browser use of relative width/height
  // on object elements for use with SVG and Flash media
  // with thanks to Ivan Herman for the suggestion
  adjust_object_dimensions: function (width, height) {
    for( var i = 0; i < w3c_slidy.objects.length; i++ )
    {
      var obj = this.objects[i];
      var mimeType = obj.getAttribute("type");

      if (mimeType == "image/svg+xml" || mimeType == "application/x-shockwave-flash")
      {
        if ( !obj.initialWidth ) 
          obj.initialWidth = obj.getAttribute("width");

        if ( !obj.initialHeight ) 
          obj.initialHeight = obj.getAttribute("height");

        if ( obj.initialWidth && obj.initialWidth.charAt(obj.initialWidth.length-1) == "%" )
        {
          var w = parseInt(obj.initialWidth.slice(0, obj.initialWidth.length-1));
          var newW = width * (w/100.0);
          obj.setAttribute("width",newW);
        }

        if ( obj.initialHeight &&
             obj.initialHeight.charAt(obj.initialHeight.length-1) == "%" )
        {
          var h = parseInt(obj.initialHeight.slice(0, obj.initialHeight.length-1));
          var newH = height * (h/100.0);
          obj.setAttribute("height", newH);
        }
      }
    }
  },

  // needed for Opera to inhibit default behavior
  // since Opera delivers keyPress even if keyDown
  // was cancelled
  key_press: function (event) {
    if (!event)
      event = window.event;

    if (!w3c_slidy.key_wanted)
      return w3c_slidy.cancel(event);

    return true;
  },

  //  See e.g. http://www.quirksmode.org/js/events/keys.html for keycodes
  key_down: function (event) {
    var key, target, tag;

    w3c_slidy.key_wanted = true;

    if (!event)
      event = window.event;

    // kludge around NS/IE differences 
    if (window.event)
    {
      key = window.event.keyCode;
      target = window.event.srcElement;
    }
    else if (event.which)
    {
      key = event.which;
      target = event.target;
    }
    else
      return true; // Yikes! unknown browser

    // ignore event if key value is zero
    // as for alt on Opera and Konqueror
    if (!key)
       return true;

    // avoid interfering with keystroke
    // behavior for non-slidy chrome elements
    if (!w3c_slidy.slidy_chrome(target) &&
        w3c_slidy.special_element(target))
      return true;

    // check for concurrent control/command/alt key
    // but are these only present on mouse events?

    if (event.ctrlKey || event.altKey || event.metaKey)
       return true;

    // dismiss table of contents if visible
    if (w3c_slidy.is_shown_toc() && key != 9 && key != 16 && key != 38 && key != 40)
    {
      w3c_slidy.hide_table_of_contents(true);

      if (key == 27 || key == 84 || key == 67)
        return w3c_slidy.cancel(event);
    }

    if (key == 34) // Page Down
    {
      if (w3c_slidy.view_all)
        return true;

      w3c_slidy.next_slide(false);
      return w3c_slidy.cancel(event);
    }
    else if (key == 33) // Page Up
    {
      if (w3c_slidy.view_all)
        return true;

      w3c_slidy.previous_slide(false);
      return w3c_slidy.cancel(event);
    }
    else if (key == 32) // space bar
    {
      w3c_slidy.next_slide(true);
      return w3c_slidy.cancel(event);
    }
    else if (key == 37) // Left arrow
    {
      w3c_slidy.previous_slide(!event.shiftKey);
      return w3c_slidy.cancel(event);
    }
    else if (key == 36) // Home
    {
      w3c_slidy.first_slide();
      return w3c_slidy.cancel(event);
    }
    else if (key == 35) // End
    {
      w3c_slidy.last_slide();
      return w3c_slidy.cancel(event);
    }
    else if (key == 39) // Right arrow
    {
      w3c_slidy.next_slide(!event.shiftKey);
      return w3c_slidy.cancel(event);
    }
    else if (key == 13) // Enter
    {
      if (w3c_slidy.outline)
      {
        if (w3c_slidy.outline.visible)
          w3c_slidy.fold(w3c_slidy.outline);
        else
          w3c_slidy.unfold(w3c_slidy.outline);
          
       return w3c_slidy.cancel(event);
      }
    }
    else if (key == 188)  // < for smaller fonts
    {
      w3c_slidy.smaller();
      return w3c_slidy.cancel(event);
    }
    else if (key == 190)  // > for larger fonts
    {
      w3c_slidy.bigger();
      return w3c_slidy.cancel(event);
    }
    else if (key == 189 || key == 109)  // - for smaller fonts
    {
      w3c_slidy.smaller();
      return w3c_slidy.cancel(event);
    }
    else if (key == 187 || key == 191 || key == 107)  // = +  for larger fonts
    {
      w3c_slidy.bigger();
      return w3c_slidy.cancel(event);
    }
    else if (key == 83)  // S for smaller fonts
    {
      w3c_slidy.smaller();
      return w3c_slidy.cancel(event);
    }
    else if (key == 66)  // B for larger fonts
    {
      w3c_slidy.bigger();
      return w3c_slidy.cancel(event);
    }
    else if (key == 90)  // Z for last slide
    {
      w3c_slidy.last_slide();
      return w3c_slidy.cancel(event);
    }
    else if (key == 70)  // F for toggle toolbar
    {
      w3c_slidy.toggle_toolbar();
      return w3c_slidy.cancel(event);
    }
    else if (key == 65)  // A for toggle view single/all slides
    {
      w3c_slidy.toggle_view();
      return w3c_slidy.cancel(event);
    }
    else if (key == 75)  // toggle action of left click for next page
    {
      w3c_slidy.mouse_click_enabled = !w3c_slidy.mouse_click_enabled;
      var alert_msg = (w3c_slidy.mouse_click_enabled ?
                "enabled" : "disabled") +  " mouse click advance";

      alert(w3c_slidy.localize(alert_msg));
      return w3c_slidy.cancel(event);
    }
    else if (key == 84 || key == 67)  // T or C for table of contents
    {
      if (w3c_slidy.toc)
        w3c_slidy.toggle_table_of_contents();

      return w3c_slidy.cancel(event);
    }
    else if (key == 72) // H for help
    {
      window.location = w3c_slidy.help_page;
      return w3c_slidy.cancel(event);
    }
    //else alert("key code is "+ key);

    return true;
  },

  // safe for both text/html and application/xhtml+xml
  create_element: function (name) {
    if (this.xhtml && (typeof document.createElementNS != 'undefined'))
      return document.createElementNS("http://www.w3.org/1999/xhtml", name)

    return document.createElement(name);
  },

  get_element_style: function (elem, IEStyleProp, CSSStyleProp) {
    if (elem.currentStyle)
    {
      return elem.currentStyle[IEStyleProp];
    }
    else if (window.getComputedStyle)
    {
      var compStyle = window.getComputedStyle(elem, "");
      return compStyle.getPropertyValue(CSSStyleProp);
    }
    return "";
  },

  // the string str is a whitespace separated list of tokens
  // test if str contains a particular token, e.g. "slide"
  has_token: function (str, token) {
    if (str)
    {
      // define pattern as regular expression
      var pattern = /\w+/g;

      // check for matches
      // place result in array
      var result = str.match(pattern);

      // now check if desired token is present
      for (var i = 0; i < result.length; i++)
      {
        if (result[i] == token)
          return true;
      }
    }

    return false;
  },

  get_class_list: function (element) {
    if (typeof element.className != 'undefined')
      return element.className;

    return element.getAttribute("class");
  },

  has_class: function (element, name) {
    if (element.nodeType != 1)
      return false;

    var regexp = new RegExp("(^| )" + name + "\W*");

    if (typeof element.className != 'undefined')
      return regexp.test(element.className);

    return regexp.test(element.getAttribute("class"));
  },

  remove_class: function (element, name) {
    var regexp = new RegExp("(^| )" + name + "\W*");
    var clsval = "";

    if (typeof element.className != 'undefined')
    {
      clsval = element.className;

      if (clsval)
      {
        clsval = clsval.replace(regexp, "");
        element.className = clsval;
      }
    }
    else
    {
      clsval = element.getAttribute("class");

      if (clsval)
      {
        clsval = clsval.replace(regexp, "");
        element.setAttribute("class", clsval);
      }
    }
  },

  add_class: function (element, name) {
    if (!this.has_class(element, name))
    {
      if (typeof element.className != 'undefined')
        element.className += " " + name;
      else
      {
        var clsval = element.getAttribute("class");
        clsval = clsval ? clsval + " " + name : name;
        element.setAttribute("class", clsval);
      }
    }
  },

  // HTML elements that can be used with class="incremental"
  // note that you can also put the class on containers like
  // up, ol, dl, and div to make their contents appear
  // incrementally. Upper case is used since this is what
  // browsers report for HTML node names (text/html).
  incremental_elements: null,
  okay_for_incremental: function (name) {
    if (!this.incremental_elements)
    {
      var inclist = new Array();
      inclist["p"] = true;
      inclist["pre"] = true;
      inclist["li"] = true;
      inclist["blockquote"] = true;
      inclist["dt"] = true;
      inclist["dd"] = true;
      inclist["h2"] = true;
      inclist["h3"] = true;
      inclist["h4"] = true;
      inclist["h5"] = true;
      inclist["h6"] = true;
      inclist["span"] = true;
      inclist["address"] = true;
      inclist["table"] = true;
      inclist["tr"] = true;
      inclist["th"] = true;
      inclist["td"] = true;
      inclist["img"] = true;
      inclist["object"] = true;
      this.incremental_elements = inclist;
    }
    return this.incremental_elements[name.toLowerCase()];
  },

  next_incremental_item: function (node) {
    var br = this.is_xhtml ? "br" : "BR";
    var slide = w3c_slidy.slides[w3c_slidy.slide_number];

    for (;;)
    {
      node = w3c_slidy.next_node(slide, node);

      if (node == null || node.parentNode == null)
        break;

      if (node.nodeType == 1)  // ELEMENT
      {
        if (node.nodeName == br)
          continue;

        if (w3c_slidy.has_class(node, "incremental")
             && w3c_slidy.okay_for_incremental(node.nodeName))
          return node;

        if (w3c_slidy.has_class(node.parentNode, "incremental")
             && !w3c_slidy.has_class(node, "non-incremental"))
          return node;
      }
    }

    return node;
  },

  previous_incremental_item: function (node) {
    var br = this.is_xhtml ? "br" : "BR";
    var slide = w3c_slidy.slides[w3c_slidy.slide_number];

    for (;;)
    {
      node = w3c_slidy.previous_node(slide, node);

      if (node == null || node.parentNode == null)
        break;

      if (node.nodeType == 1)
      {
        if (node.nodeName == br)
          continue;

        if (w3c_slidy.has_class(node, "incremental")
             && w3c_slidy.okay_for_incremental(node.nodeName))
          return node;

        if (w3c_slidy.has_class(node.parentNode, "incremental")
             && !w3c_slidy.has_class(node, "non-incremental"))
          return node;
      }
    }

    return node;
  },

  // set visibility for all elements on current slide with
  // a parent element with attribute class="incremental"
  set_visibility_all_incremental: function (value) {
    var node = this.next_incremental_item(null);

    if (value == "hidden")
    {
      while (node)
      {
        w3c_slidy.add_class(node, "invisible");
        node = w3c_slidy.next_incremental_item(node);
      }
    }
    else // value == "visible"
    {
      while (node)
      {
        w3c_slidy.remove_class(node, "invisible");
        node = w3c_slidy.next_incremental_item(node);
      }
    }
  },

  // reveal the next hidden item on the slide
  // node is null or the node that was last revealed
  reveal_next_item: function (node) {
    node = w3c_slidy.next_incremental_item(node);

    if (node && node.nodeType == 1)  // an element
      w3c_slidy.remove_class(node, "invisible");

    return node;
  },

  // exact inverse of revealNextItem(node)
  hide_previous_item: function (node) {
    if (node && node.nodeType == 1)  // an element
      w3c_slidy.add_class(node, "invisible");

    return this.previous_incremental_item(node);
  },

  // left to right traversal of root's content
  next_node: function (root, node) {
    if (node == null)
      return root.firstChild;

    if (node.firstChild)
      return node.firstChild;

    if (node.nextSibling)
      return node.nextSibling;

    for (;;)
    {
      node = node.parentNode;

      if (!node || node == root)
        break;

      if (node && node.nextSibling)
        return node.nextSibling;
    }

    return null;
  },

  // right to left traversal of root's content
  previous_node: function (root, node) {
    if (node == null)
    {
      node = root.lastChild;

      if (node)
      {
        while (node.lastChild)
          node = node.lastChild;
      }

      return node;
    }

    if (node.previousSibling)
    {
      node = node.previousSibling;

      while (node.lastChild)
        node = node.lastChild;

      return node;
    }

    if (node.parentNode != root)
      return node.parentNode;

    return null;
  },

  previous_sibling_element: function (el) {
    el = el.previousSibling;

    while (el && el.nodeType != 1)
      el = el.previousSibling;

    return el;
  },

  next_sibling_element: function (el) {
    el = el.nextSibling;

    while (el && el.nodeType != 1)
      el = el.nextSibling;

    return el;
  },

  first_child_element: function (el) {
    var node;

    for (node = el.firstChild; node; node = node.nextSibling)
    {
      if (node.nodeType == 1)
        break;
    }

    return node;
  },

  first_tag: function (element, tag) {
    var node;

    if (!this.is_xhtml)
      tag = tag.toUpperCase();

    for (node = element.firstChild; node; node = node.nextSibling)
    {
      if (node.nodeType == 1 && node.nodeName == tag)
        break;
    }

    return node;
  },

  hide_selection: function () {
    if (window.getSelection) // Firefox, Chromium, Safari, Opera
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// for each language define an associative array
// and also the help text which is longer

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    "help?":"Ayuda",
    "contents?":"Índice",
    "table of contents":"tabla de contenidos",
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    "help?":"Ajuda",
    "contents?":"Índex",
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  },
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    "help?":"Hilfe",
    "contents?":"Übersicht",
    "table of contents":"Inhaltsverzeichnis",
    "Table of Contents":"Inhaltsverzeichnis",
    "restart presentation":"Präsentation neu starten",
    "restart?":"Neustart"
  },
  help_de:
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    "help?":"pomoc?",
    "contents?":"spis treści?",
    "table of contents":"spis treści",
    "Table of Contents":"Spis Treści",
    "restart presentation":"Restartuj prezentację",
    "restart?":"restart?"
  },
  help_pl:
    "Zmieniaj slajdy klikając myszą, naciskając spację, strzałki lewo/prawo" +
    "lub PgUp / PgDn. Użyj klawiszy S i B, aby zmienić rozmiar czczionki.",

  strings_fr: {
    "slide":"page",
    "help?":"Aide",
    "contents?":"Index",
    "table of contents":"table des matières",
    "Table of Contents":"Table des matières",
    "restart presentation":"Recommencer l'exposé",
    "restart?":"Début"
  },
  help_fr:
    "Naviguez avec la souris, la barre d'espace, les flèches " +
    "gauche/droite ou les touches Pg Up, Pg Dn. Utilisez " +
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  strings_hu: {
    "slide":"oldal",
    "help?":"segítség",
    "contents?":"tartalom",
    "table of contents":"tartalomjegyzék",
    "Table of Contents":"Tartalomjegyzék",
    "restart presentation":"bemutató újraindítása",
    "restart?":"újraindítás"
  },
  help_hu:
    "Az oldalak közti lépkedéshez kattintson az egérrel, vagy " +
    "használja a szóköz, a bal, vagy a jobb nyíl, illetve a Page Down, " +
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    "a szöveg méretét.",

  strings_it: {
    "slide":"pag.",
    "help?":"Aiuto",
    "contents?":"Indice",
    "table of contents":"indice",
    "Table of Contents":"Indice",
    "restart presentation":"Ricominciare la presentazione",
    "restart?":"Inizio"
  },
  help_it:
    "Navigare con mouse, barra spazio, frecce sinistra/destra o " +
    "PgUp e PgDn. Usare S e B per cambiare la dimensione dei caratteri.",

  strings_el: {
    "slide":"σελίδα",
    "help?":"βοήθεια;",
    "contents?":"περιεχόμενα;",
    "table of contents":"πίνακας περιεχομένων",
    "Table of Contents":"Πίνακας Περιεχομένων",
    "restart presentation":"επανεκκίνηση παρουσίασης",
    "restart?":"επανεκκίνηση;"
  },
  help_el:
    "Πλοηγηθείτε με το κλίκ του ποντικιού, το space, τα βέλη αριστερά/δεξιά, " +
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  strings_ja: {
    "slide":"スライド",
    "help?":"ヘルプ",
    "contents?":"目次",
    "table of contents":"目次を表示",
    "Table of Contents":"目次",
    "restart presentation":"最初から再生",
    "restart?":"最初から"
  },
  help_ja:
     "マウス左クリック ・ スペース ・ 左右キー " +
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  strings_zh: {
    "slide":"幻灯片",
    "help?":"帮助?",
    "contents?":"内容?",
    "table of contents":"目录",
    "Table of Contents":"目录",
    "restart presentation":"重新启动展示",
    "restart?":"重新启动?"
  },
  help_zh:
    "用鼠标点击, 空格条, 左右箭头, Pg Up 和 Pg Dn 导航. " +
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    "slide":"слайд",
    "help?":"помощь?",
    "contents?":"содержание?",
    "table of contents":"оглавление",
    "Table of Contents":"Оглавление",
    "restart presentation":"перезапустить презентацию",
    "restart?":"перезапуск?"
  },
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    "help?":"hjälp",
    "contents?":"innehåll",
    "table of contents":"innehållsförteckning",
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  },
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    "vänster- och högerpiltangenterna eller tangenterna Pg Up, Pg Dn. " +
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      "it":this.strings_it,
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// hide the slides as soon as body element is available
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"></script>
</head>
<body>
<div class="slide titlepage">
<h1 class="title">Purrr Tutorial</h1>
<p class="author">
Joyce Robbins
</p>
</div>
<div id="purrr-tutorial" class="slide section level1">
<h1>Purrr Tutorial</h1>
<p>January 10, 2018</p>
<p>Joyce Robbins</p>
<p><a href="mailto:[email protected]">[email protected]</a> Twitter: <span class="citation">@jtrnyc</span></p>
<p>this file:</p>
</div>
<div id="agenda" class="slide section level1">
<h1>Agenda</h1>
<ol style="list-style-type: decimal">
<li><p>Why purrr?</p></li>
<li><strike>Review of fundamentals</strike> Mindfulness</li>
</ol>
<ul>
<li>data structures</li>
<li>data types</li>
<li>functions</li>
</ul>
<ol start="3" style="list-style-type: decimal">
<li>Data frames</li>
</ol>
<ul>
<li>do something to a column</li>
<li>do it to every column</li>
</ul>
<ol start="4" style="list-style-type: decimal">
<li>Simple (unnested) lists</li>
</ol>
<ul>
<li>get the information that you need from each element</li>
<li>combine multiple pieces of information into a data frame</li>
</ul>
<ol start="5" style="list-style-type: decimal">
<li>Nested lists</li>
</ol>
</div>
<div id="r-you-ready" class="slide section level1">
<h1>R you ready?</h1>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r">knitr<span class="op">::</span><span class="kw">include_graphics</span>(<span class="st">"wecandoit.jpg"</span>)</code></pre></div>
<p><img 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" width="216" /></p>
</div>
<div id="data-structures" class="slide section level1">
<h1>Data structures</h1>
</div>
<div id="simple-functions" class="slide section level1">
<h1>Simple functions</h1>
<p>What’s the input? What’s the output?</p>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r">x <-<span class="st"> </span><span class="dv">1</span><span class="op">:</span><span class="dv">10</span>
x</code></pre></div>
<pre><code>## [1] 1 2 3 4 5 6 7 8 9 10</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">min</span>(x)</code></pre></div>
<pre><code>## [1] 1</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">mean</span>(x)</code></pre></div>
<pre><code>## [1] 5.5</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">length</span>(x)</code></pre></div>
<pre><code>## [1] 10</code></pre>
</div>
<div id="more-simple-functions" class="slide section level1">
<h1>More simple functions</h1>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">sqrt</span>(x)</code></pre></div>
<pre><code>## [1] 1.000000 1.414214 1.732051 2.000000 2.236068 2.449490 2.645751
## [8] 2.828427 3.000000 3.162278</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">round</span>(x <span class="op">+</span><span class="st"> </span>.<span class="dv">5</span>)</code></pre></div>
<pre><code>## [1] 2 2 4 4 6 6 8 8 10 10</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r">y <-<span class="st"> </span>x<span class="op">/</span><span class="dv">10</span> <span class="op">+</span><span class="st"> </span><span class="fl">100.05</span>
y</code></pre></div>
<pre><code>## [1] 100.15 100.25 100.35 100.45 100.55 100.65 100.75 100.85 100.95 101.05</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">round</span>(y, <span class="dv">1</span>)</code></pre></div>
<pre><code>## [1] 100.1 100.2 100.3 100.5 100.5 100.6 100.8 100.8 101.0 101.0</code></pre>
</div>
<div id="incorrect-in-r" class="slide section level1">
<h1>Incorrect (in R)</h1>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="co"># Don't do this!</span>
<span class="cf">for</span> (i <span class="cf">in</span> <span class="dv">1</span><span class="op">:</span><span class="dv">10</span>) <span class="kw">print</span>(<span class="kw">sqrt</span>(x[i]))</code></pre></div>
<pre><code>## [1] 1
## [1] 1.414214
## [1] 1.732051
## [1] 2
## [1] 2.236068
## [1] 2.44949
## [1] 2.645751
## [1] 2.828427
## [1] 3
## [1] 3.162278</code></pre>
</div>
<div id="also-unnecessary" class="slide section level1">
<h1>Also unnecessary</h1>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">library</span>(tidyverse)
<span class="co"># Don't do this!</span>
<span class="kw">lapply</span>(x, sqrt)</code></pre></div>
<pre><code>## [[1]]
## [1] 1
##
## [[2]]
## [1] 1.414214
##
## [[3]]
## [1] 1.732051
##
## [[4]]
## [1] 2
##
## [[5]]
## [1] 2.236068
##
## [[6]]
## [1] 2.44949
##
## [[7]]
## [1] 2.645751
##
## [[8]]
## [1] 2.828427
##
## [[9]]
## [1] 3
##
## [[10]]
## [1] 3.162278</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">map</span>(x, sqrt)</code></pre></div>
<pre><code>## [[1]]
## [1] 1
##
## [[2]]
## [1] 1.414214
##
## [[3]]
## [1] 1.732051
##
## [[4]]
## [1] 2
##
## [[5]]
## [1] 2.236068
##
## [[6]]
## [1] 2.44949
##
## [[7]]
## [1] 2.645751
##
## [[8]]
## [1] 2.828427
##
## [[9]]
## [1] 3
##
## [[10]]
## [1] 3.162278</code></pre>
</div>
<div id="data-frames" class="slide section level1">
<h1>Data frames</h1>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r">df <-<span class="st"> </span><span class="kw">data.frame</span>(
<span class="dt">x =</span> <span class="kw">c</span>(<span class="dv">3</span>, <span class="dv">4</span>, <span class="dv">5</span>, <span class="dv">6</span>),
<span class="dt">y =</span> <span class="kw">c</span>(<span class="dv">7</span>, <span class="dv">8</span>, <span class="dv">9</span>, <span class="dv">10</span>),
<span class="dt">z =</span> <span class="kw">c</span>(<span class="dv">11</span>, <span class="dv">12</span>, <span class="dv">13</span>, <span class="dv">14</span>))
df</code></pre></div>
<pre><code>## x y z
## 1 3 7 11
## 2 4 8 12
## 3 5 9 13
## 4 6 10 14</code></pre>
<p>How do we take the mean of each column?</p>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="co"># Don't do this:</span>
<span class="cf">for</span> (i <span class="cf">in</span> <span class="kw">seq_along</span>(df)) <span class="kw">print</span>(<span class="kw">mean</span>(df[,i]))</code></pre></div>
<pre><code>## [1] 4.5
## [1] 8.5
## [1] 12.5</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="co"># Do this:</span>
<span class="kw">lapply</span>(df, mean)</code></pre></div>
<pre><code>## $x
## [1] 4.5
##
## $y
## [1] 8.5
##
## $z
## [1] 12.5</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="co"># Or this:</span>
purrr<span class="op">::</span><span class="kw">map</span>(df, mean)</code></pre></div>
<pre><code>## $x
## [1] 4.5
##
## $y
## [1] 8.5
##
## $z
## [1] 12.5</code></pre>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r">knitr<span class="op">::</span><span class="kw">include_graphics</span>(<span class="st">"stiritup.png"</span>)</code></pre></div>
<p><img src="data:image/png;base64,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" width="288" /></p>
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<div id="section" class="slide section level1">
<h1></h1>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">library</span>(jsonlite)
<span class="kw">library</span>(tidyverse)
mydata <-<span class="st"> </span><span class="kw">fromJSON</span>(<span class="st">"history.json"</span>)
mydata <-<span class="st"> </span>mydata<span class="op">$</span>result <span class="co"># unnest one level</span>
mydata[[<span class="dv">1</span>]] <-<span class="st"> </span><span class="ot">NULL</span> <span class="co"># remove first element</span>
dates <-<span class="st"> </span><span class="kw">map_chr</span>(mydata, <span class="op">~</span>.x<span class="op">$</span>date) <span class="op">%>%</span><span class="st"> </span><span class="kw">parse_number</span>() <span class="op">%>%</span><span class="st"> </span><span class="kw">data.frame</span>(<span class="dt">year =</span> .)
<span class="kw">ggplot</span>(dates, <span class="kw">aes</span>(<span class="dt">x =</span> year)) <span class="op">+</span><span class="st"> </span><span class="kw">geom_histogram</span>(<span class="dt">color =</span> <span class="st">"blue"</span>, <span class="dt">fill =</span> <span class="st">"lightblue"</span>)</code></pre></div>
<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="co"># https://www.r-bloggers.com/r-subsetting-a-list-based-on-a-condition/</span>
short <-<span class="st"> </span>mydata[<span class="kw">map_lgl</span>(mydata, <span class="op">~</span>.x<span class="op">$</span>date <span class="op">==</span><span class="st"> "-300"</span>)]</code></pre></div>
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