<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3035690949376132830</id><updated>2024-11-06T04:00:25.090+01:00</updated><category term="laskorain ikastola"/><category term="laskoicts"/><category term="easy"/><category term="fast"/><category term="great"/><category term="laskenglis"/><category term="opinion"/><category term="USA"/><category term="city"/><category term="collaborative"/><category term="died"/><category term="google docs"/><category term="google drive"/><category term="kepaikt"/><category term="laskenglish"/><category term="1st term"/><category term="2008"/><category term="30"/><category term="Bill Gates"/><category term="Boyfriend"/><category term="CC"/><category term="China"/><category term="EEUU"/><category term="England"/><category term="Europe"/><category term="Exmouth"/><category term="Facebook"/><category term="Finland"/><category term="Finnish"/><category term="Gangnam Style"/><category term="Gentlemen"/><category term="Hardware"/><category term="Hot potatoes"/><category term="John Ive"/><category term="Justin Bieber"/><category term="K-Pop"/><category term="Korea"/><category term="Larry Page"/><category term="Linux"/><category term="London"/><category term="Mac OS"/><category term="Martti Ahtisaari"/><category term="Mountlands language school"/><category term="Muhammad Shahid Nazir"/><category term="One Pound Fish"/><category term="PCs"/><category term="PSY"/><category term="Park Jae-sang"/><category term="Saudi Arabia"/><category term="Social Network"/><category term="Social Networks"/><category term="Software"/><category term="Steve Ballmer"/><category term="Steve Jobs"/><category term="Stockholm"/><category term="Story"/><category term="Sweden"/><category term="Tim Cook"/><category term="Tuenti"/><category term="Twitter"/><category term="UK"/><category term="United Kingdom"/><category term="Universal Human Rights"/><category term="Windows"/><category term="X-Factor"/><category term="advantages"/><category term="airplane"/><category term="anderict"/><category term="angry"/><category term="animals"/><category term="article"/><category term="atlanta"/><category term="bank of america"/><category term="blog"/><category term="blogger"/><category term="book"/><category term="calaméo"/><category term="camera"/><category term="children"/><category term="cons"/><category term="create"/><category term="dictionary"/><category term="disadvantages"/><category term="english"/><category term="evaluate"/><category term="form"/><category term="freedom"/><category term="freedom of speech"/><category term="games workshop"/><category term="google"/><category term="google sites"/><category term="have fun."/><category term="hope"/><category term="horror"/><category term="how free the world really is?"/><category term="human rigths"/><category term="ikt"/><category term="journey"/><category term="los angeles"/><category term="mankind"/><category term="mind42"/><category term="mindmaps"/><category term="novel"/><category term="novel prize"/><category term="online"/><category term="own"/><category term="peace"/><category term="peace novel prize"/><category term="photo"/><category term="photographs"/><category term="post"/><category term="power point"/><category term="presentation"/><category term="president"/><category term="professional"/><category term="pros"/><category term="pros and cons"/><category term="quiz"/><category term="risks"/><category term="set"/><category term="simple"/><category term="site"/><category term="skeleto"/><category term="skeleton"/><category term="slidecast"/><category term="slideshare"/><category term="speech"/><category term="summary"/><category term="teachers school"/><category term="technology"/><category term="term"/><category term="the rigth to live"/><category term="torture"/><category term="tourism"/><category term="trip"/><category term="warhammer"/><category term="web"/><category term="website"/><category term="winner"/><title type='text'>Izadi&#39;s ICT&#39;s Blog</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09705053156481851011</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>13</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-7248945711474795318</id><published>2013-06-12T10:39:00.003+02:00</published><updated>2013-06-12T10:41:15.753+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="animals"/><category scheme="http://www.blogger.com/atom/ns#" term="book"/><category scheme="http://www.blogger.com/atom/ns#" term="calaméo"/><category scheme="http://www.blogger.com/atom/ns#" term="CC"/><category scheme="http://www.blogger.com/atom/ns#" term="children"/><category scheme="http://www.blogger.com/atom/ns#" term="dictionary"/><category scheme="http://www.blogger.com/atom/ns#" term="easy"/><category scheme="http://www.blogger.com/atom/ns#" term="fast"/><category scheme="http://www.blogger.com/atom/ns#" term="great"/><title type='text'>Creating books using Calaméo</title><content type='html'>Hi readers!
The last three days we&#39;ve done our last work of the course, a dictionary for children using Calaméo and only CC (Creative Common) images. In our case about animals. Have a look and if you like it (or not) comment bellow telling us your thougths:

&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;margin: 8px 0px 4px;&quot;&gt;
&lt;a href=&quot;http://www.calameo.com/books/002506334e891a658089c?authid=yT1MRftVvIIo&quot; target=&quot;_blank&quot;&gt;Dictionary for Children-Animals-Ander, Kepa and Izadi&lt;/a&gt;&lt;/div&gt;
&lt;iframe allowfullscreen=&quot;&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot; height=&quot;194&quot; scrolling=&quot;no&quot; src=&quot;//v.calameo.com/?bkcode=002506334e891a658089c&amp;amp;authid=yT1MRftVvIIo&quot; style=&quot;margin: 0 auto;&quot; width=&quot;300&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 4px 0px 8px;&quot;&gt;
&lt;a href=&quot;http://www.calameo.com/&quot;&gt;Publish at Calameo&lt;/a&gt; or &lt;a href=&quot;http://www.calameo.com/browse&quot;&gt;read more publications&lt;/a&gt;.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/7248945711474795318/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2013/06/creating-books-using-calameo.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/7248945711474795318'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/7248945711474795318'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2013/06/creating-books-using-calameo.html' title='Creating books using Calaméo'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-8335711023539844965</id><published>2013-06-03T12:09:00.000+02:00</published><updated>2013-06-04T12:33:37.527+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="evaluate"/><category scheme="http://www.blogger.com/atom/ns#" term="form"/><category scheme="http://www.blogger.com/atom/ns#" term="google docs"/><category scheme="http://www.blogger.com/atom/ns#" term="google drive"/><category scheme="http://www.blogger.com/atom/ns#" term="laskorain ikastola"/><category scheme="http://www.blogger.com/atom/ns#" term="teachers school"/><title type='text'>Making a form using Google Drive.</title><content type='html'>Hi readers!&lt;br /&gt;
&lt;br /&gt;
The last 2 days we&#39;ve been doing forms using Google Drive. It&#39;s very easy to do them there and and the tools are quite OK. In my case I&#39;ve done it to know what people think abaut the school I&#39;m studying the Laskorain Ikastola. Here you have it:&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp; &lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;500&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; src=&quot;https://docs.google.com/forms/d/1mEdhxtw-Gd6NHhw33e44-WCQwbNsGciwEo7nIT063mo/viewform?embedded=true&quot; width=&quot;680&quot;&gt;Loading...&lt;/iframe&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/8335711023539844965/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2013/06/making-form-using-google-drive.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/8335711023539844965'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/8335711023539844965'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2013/06/making-form-using-google-drive.html' title='Making a form using Google Drive.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-6530536621709485279</id><published>2013-05-22T10:27:00.001+02:00</published><updated>2013-06-03T11:33:23.269+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bill Gates"/><category scheme="http://www.blogger.com/atom/ns#" term="easy"/><category scheme="http://www.blogger.com/atom/ns#" term="fast"/><category scheme="http://www.blogger.com/atom/ns#" term="great"/><category scheme="http://www.blogger.com/atom/ns#" term="Hot potatoes"/><category scheme="http://www.blogger.com/atom/ns#" term="John Ive"/><category scheme="http://www.blogger.com/atom/ns#" term="Larry Page"/><category scheme="http://www.blogger.com/atom/ns#" term="quiz"/><category scheme="http://www.blogger.com/atom/ns#" term="Steve Ballmer"/><category scheme="http://www.blogger.com/atom/ns#" term="Steve Jobs"/><category scheme="http://www.blogger.com/atom/ns#" term="technology"/><category scheme="http://www.blogger.com/atom/ns#" term="Tim Cook"/><title type='text'>Technology Quiz Created Using Hot Potatoes</title><content type='html'>Hi readers!
The last couple of days we&#39;ve been learning how to use Hot Potatoes to create quiz. In my case, I&#39;ve done it about Technology. You have it bellow so that you can do it. Good luck, you will need it.&lt;br /&gt;
&lt;br /&gt;
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&lt;link href=&quot;http://purl.org/dc/elements/1.1/&quot; rel=&quot;schema.DC&quot;&gt;&lt;/link&gt;




 

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Quiz about Technology
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this.firebird = (this.ua.indexOf(&#39;Firebird&#39;) &gt; 1);

//Look for Safari
this.safari = (this.ua.indexOf(&#39;Safari&#39;) &gt; 1);
if (this.safari){
this.gecko = false;
}

//Look for IE
this.ie = (this.ua.indexOf(&#39;MSIE&#39;) &gt; 0);
if (this.ie){
this.ieVer = parseFloat(this.ua.substring(this.ua.indexOf(&#39;MSIE&#39;)+5, this.ua.length));
if (this.ieVer &lt; 5.5){this.min = false;}
}

//Look for Opera
this.opera = (this.ua.indexOf(&#39;Opera&#39;) &gt; 0);
if (this.opera){
this.operaVer = parseFloat(this.ua.substring(this.ua.indexOf(&#39;Opera&#39;)+6, this.ua.length));
if (this.operaVer &lt; 7.04){this.min = false;}
}
if (this.min == false){
alert(&#39;Your browser may not be able to handle this page.&#39;);
}

//Special case for the horrible ie5mac
this.ie5mac = (this.ie&amp;&amp;this.mac&amp;&amp;(this.ieVer&lt;6));
}

var C = new Client();

//for (prop in C){
// alert(prop + &#39;: &#39; + C[prop]);
//}



//CODE FOR HANDLING NAV BUTTONS AND FUNCTION BUTTONS

//[strNavBarJS]
function NavBtnOver(Btn){
if (Btn.className != &#39;NavButtonDown&#39;){Btn.className = &#39;NavButtonUp&#39;;}
}

function NavBtnOut(Btn){
Btn.className = &#39;NavButton&#39;;
}

function NavBtnDown(Btn){
Btn.className = &#39;NavButtonDown&#39;;
}
//[/strNavBarJS]

function FuncBtnOver(Btn){
if (Btn.className != &#39;FuncButtonDown&#39;){Btn.className = &#39;FuncButtonUp&#39;;}
}

function FuncBtnOut(Btn){
Btn.className = &#39;FuncButton&#39;;
}

function FuncBtnDown(Btn){
Btn.className = &#39;FuncButtonDown&#39;;
}

function FocusAButton(){
if (document.getElementById(&#39;CheckButton1&#39;) != null){
document.getElementById(&#39;CheckButton1&#39;).focus();
}
else{
if (document.getElementById(&#39;CheckButton2&#39;) != null){
document.getElementById(&#39;CheckButton2&#39;).focus();
}
else{
document.getElementsByTagName(&#39;button&#39;)[0].focus();
}
}
}




//CODE FOR HANDLING DISPLAY OF POPUP FEEDBACK BOX

var topZ = 1000;

function ShowMessage(Feedback){
var Output = Feedback + &#39;&lt;br /&gt;&lt;br /&gt;&#39;;
document.getElementById(&#39;FeedbackContent&#39;).innerHTML = Output;
var FDiv = document.getElementById(&#39;FeedbackDiv&#39;);
topZ++;
FDiv.style.zIndex = topZ;
FDiv.style.top = TopSettingWithScrollOffset(30) + &#39;px&#39;;

FDiv.style.display = &#39;block&#39;;

ShowElements(false, &#39;input&#39;);
ShowElements(false, &#39;select&#39;);
ShowElements(false, &#39;object&#39;);
ShowElements(true, &#39;object&#39;, &#39;FeedbackContent&#39;);

//Focus the OK button
setTimeout(&quot;document.getElementById(&#39;FeedbackOKButton&#39;).focus()&quot;, 50);

//
// RefreshImages();
//
}

function ShowElements(Show, TagName, ContainerToReverse){
// added third argument to allow objects in the feedback box to appear
//IE bug -- hide all the form elements that will show through the popup
//FF on Mac bug : doesn&#39;t redisplay objects whose visibility is set to visible
//unless the object&#39;s display property is changed

//get container object (by Id passed in, or use document otherwise)
TopNode = document.getElementById(ContainerToReverse);
var Els;
if (TopNode != null) {
Els = TopNode.getElementsByTagName(TagName);
} else {
Els = document.getElementsByTagName(TagName);
}

for (var i=0; i&lt;Els.length; i++){
if (TagName == &quot;object&quot;) {
//manipulate object elements in all browsers
if (Show == true){
Els[i].style.visibility = &#39;visible&#39;;
//get Mac FireFox to manipulate display, to force screen redraw
if (C.mac &amp;&amp; C.gecko) {Els[i].style.display = &#39;&#39;;}
}
else{
Els[i].style.visibility = &#39;hidden&#39;;
if (C.mac &amp;&amp; C.gecko) {Els[i].style.display = &#39;none&#39;;}
}
} 
else {
// tagName is either input or select (that is, Form Elements)
// ie6 has a problem with Form elements, so manipulate those
if (C.ie) {
if (C.ieVer &lt; 7) {
if (Show == true){
Els[i].style.visibility = &#39;visible&#39;;
}
else{
Els[i].style.visibility = &#39;hidden&#39;;
}
}
}
}
}
}



function HideFeedback(){
document.getElementById(&#39;FeedbackDiv&#39;).style.display = &#39;none&#39;;
ShowElements(true, &#39;input&#39;);
ShowElements(true, &#39;select&#39;);
ShowElements(true, &#39;object&#39;);
if (Finished == true){
Finish();
}
}


//GENERAL UTILITY FUNCTIONS AND VARIABLES

//PAGE DIMENSION FUNCTIONS
function PageDim(){
//Get the page width and height
this.W = 600;
this.H = 400;
this.W = document.getElementsByTagName(&#39;body&#39;)[0].clientWidth;
this.H = document.getElementsByTagName(&#39;body&#39;)[0].clientHeight;
}

var pg = null;

function GetPageXY(El) {
var XY = {x: 0, y: 0};
while(El){
XY.x += El.offsetLeft;
XY.y += El.offsetTop;
El = El.offsetParent;
}
return XY;
}

function GetScrollTop(){
if (typeof(window.pageYOffset) == &#39;number&#39;){
return window.pageYOffset;
}
else{
if ((document.body)&amp;&amp;(document.body.scrollTop)){
return document.body.scrollTop;
}
else{
if ((document.documentElement)&amp;&amp;(document.documentElement.scrollTop)){
return document.documentElement.scrollTop;
}
else{
return 0;
}
}
}
}

function GetViewportHeight(){
if (typeof window.innerHeight != &#39;undefined&#39;){
return window.innerHeight;
}
else{
if (((typeof document.documentElement != &#39;undefined&#39;)&amp;&amp;(typeof document.documentElement.clientHeight !=
    &#39;undefined&#39;))&amp;&amp;(document.documentElement.clientHeight != 0)){
return document.documentElement.clientHeight;
}
else{
return document.getElementsByTagName(&#39;body&#39;)[0].clientHeight;
}
}
}

function TopSettingWithScrollOffset(TopPercent){
var T = Math.floor(GetViewportHeight() * (TopPercent/100));
return GetScrollTop() + T; 
}

//CODE FOR AVOIDING LOSS OF DATA WHEN BACKSPACE KEY INVOKES history.back()
var InTextBox = false;

function SuppressBackspace(e){ 
if (InTextBox == true){return;}
if (C.ie) {
thisKey = window.event.keyCode;
}
else {
thisKey = e.keyCode;
}

var Suppress = false;

if (thisKey == 8) {
Suppress = true;
}

if (Suppress == true){
if (C.ie){
window.event.returnValue = false; 
window.event.cancelBubble = true;
}
else{
e.preventDefault();
}
}
}

if (C.ie){
document.attachEvent(&#39;onkeydown&#39;,SuppressBackspace);
window.attachEvent(&#39;onkeydown&#39;,SuppressBackspace);
}
else{
if (window.addEventListener){
window.addEventListener(&#39;keypress&#39;,SuppressBackspace,false);
}
}

function ReduceItems(InArray, ReduceToSize){
var ItemToDump=0;
var j=0;
while (InArray.length &gt; ReduceToSize){
ItemToDump = Math.floor(InArray.length*Math.random());
InArray.splice(ItemToDump, 1);
}
}

function Shuffle(InArray){
var Num;
var Temp = new Array();
var Len = InArray.length;

var j = Len;

for (var i=0; i&lt;Len; i++){
Temp[i] = InArray[i];
}

for (i=0; i&lt;Len; i++){
Num = Math.floor(j  *  Math.random());
InArray[i] = Temp[Num];

for (var k=Num; k &lt; (j-1); k++) {
Temp[k] = Temp[k+1];
}
j--;
}
return InArray;
}

function WriteToInstructions(Feedback) {
document.getElementById(&#39;InstructionsDiv&#39;).innerHTML = Feedback;

RefreshImages();

}



Imgs = new Array();

function PreloadImages(){
var a = PreloadImages.arguments;
for (var i=0; i&lt;a.length; i++){
Imgs[i] = new Image();
Imgs[i].src = a[i];
}
}

function RefreshImages(){
for (var i=0; i&lt;document.images.length; i++){
if (document.images[i].name.substring(0,6) != &#39;NavBar&#39;){
document.images[i].src = document.images[i].src;
}
}
}


function EscapeDoubleQuotes(InString){
return InString.replace(/&quot;/g, &#39;&amp;quot;&#39;)
}

function TrimString(InString){
       var x = 0;

       if (InString.length != 0) {
               while ((InString.charAt(InString.length - 1) == &#39;\u0020&#39;) || (InString.charAt(InString.length - 1) == &#39;\u000A&#39;) || (InString.charAt(InString.length - 1) == &#39;\u000D&#39;)){
                       InString = InString.substring(0, InString.length - 1)
               }

               while ((InString.charAt(0) == &#39;\u0020&#39;) || (InString.charAt(0) == &#39;\u000A&#39;) || (InString.charAt(0) == &#39;\u000D&#39;)){
                       InString = InString.substring(1, InString.length)
               }

               while (InString.indexOf(&#39;  &#39;) != -1) {
                       x = InString.indexOf(&#39;  &#39;)
                       InString = InString.substring(0, x) + InString.substring(x+1, InString.length)
                }

               return InString;
       }

       else {
               return &#39;&#39;;
       }
}

function FindLongest(InArray){
if (InArray.length &lt; 1){return -1;}

var Longest = 0;
for (var i=1; i&lt;InArray.length; i++){
if (InArray[i].length &gt; InArray[Longest].length){
Longest = i;
}
}
return Longest;
}

//UNICODE CHARACTER FUNCTIONS
function IsCombiningDiacritic(CharNum){
var Result = (((CharNum &gt;= 0x0300)&amp;&amp;(CharNum &lt;= 0x370))||((CharNum &gt;= 0x20d0)&amp;&amp;(CharNum &lt;= 0x20ff)));
Result = Result || (((CharNum &gt;= 0x3099)&amp;&amp;(CharNum &lt;= 0x309a))||((CharNum &gt;= 0xfe20)&amp;&amp;(CharNum &lt;= 0xfe23)));
return Result;
}

function IsCJK(CharNum){
return ((CharNum &gt;= 0x3000)&amp;&amp;(CharNum &lt; 0xd800));
}

//SETUP FUNCTIONS
//BROWSER WILL REFILL TEXT BOXES FROM CACHE IF NOT PREVENTED
function ClearTextBoxes(){
var NList = document.getElementsByTagName(&#39;input&#39;);
for (var i=0; i&lt;NList.length; i++){
if ((NList[i].id.indexOf(&#39;Guess&#39;) &gt; -1)||(NList[i].id.indexOf(&#39;Gap&#39;) &gt; -1)){
NList[i].value = &#39;&#39;;
}
if (NList[i].id.indexOf(&#39;Chk&#39;) &gt; -1){
NList[i].checked = &#39;&#39;;
}
}
}

//EXTENSION TO ARRAY OBJECT
function Array_IndexOf(Input){
var Result = -1;
for (var i=0; i&lt;this.length; i++){
if (this[i] == Input){
Result = i;
}
}
return Result;
}
Array.prototype.indexOf = Array_IndexOf;

//IE HAS RENDERING BUG WITH BOTTOM NAVBAR
function RemoveBottomNavBarForIE(){
if ((C.ie)&amp;&amp;(document.getElementById(&#39;Reading&#39;) != null)){
if (document.getElementById(&#39;BottomNavBar&#39;) != null){
document.getElementById(&#39;TheBody&#39;).removeChild(document.getElementById(&#39;BottomNavBar&#39;));
}
}
}




//HOTPOTNET-RELATED CODE

var HPNStartTime = (new Date()).getTime();
var SubmissionTimeout = 30000;
var Detail = &#39;&#39;; //Global that is used to submit tracking data

function Finish(){
//If there&#39;s a form, fill it out and submit it
if (document.store != null){
Frm = document.store;
Frm.starttime.value = HPNStartTime;
Frm.endtime.value = (new Date()).getTime();
Frm.mark.value = Score;
Frm.detail.value = Detail;
Frm.submit();
}
}





//JQUIZ CORE JAVASCRIPT CODE

var CurrQNum = 0;
var CorrectIndicator = &#39;o_O&#39;;
var IncorrectIndicator = &#39;XD&#39;;
var YourScoreIs = &#39;Your score is (I hope it is low) &#39;;

//New for 6.2.2.0
var CompletedSoFar = &#39;Questions completed so far (I hope they are few): &#39;;
var ExerciseCompleted = &#39;You have completed the exercise (I\&#39;m sure you\&#39;ve cheated).&#39;;
var ShowCompletedSoFar = true;

var ContinuousScoring = true;
var CorrectFirstTime = &#39;Questions answered correctly first time(Luck): &#39;;
var ShowCorrectFirstTime = true;
var ShuffleQs = false;
var ShuffleAs = true;
var DefaultRight = &#39;Correct, just luck...&#39;;
var DefaultWrong = &#39;Muahahaha, wrong!&#39;;
var QsToShow = 20;
var Score = 0;
var Finished = false;
var Qs = null;
var QArray = new Array();
var ShowingAllQuestions = false;
var ShowAllQuestionsCaption = &#39;Show all questions&#39;;
var ShowOneByOneCaption = &#39;Show questions one by one&#39;;
var State = new Array();
var Feedback = &#39;&#39;;
var TimeOver = false;
var strInstructions = &#39;&#39;;
var Locked = false;

//The following variable can be used to add a message explaining that
//the question is finished, so no further marking will take place.
var strQuestionFinished = &#39;&#39;;

function CompleteEmptyFeedback(){
var QNum, ANum;
for (QNum=0; QNum&lt;I.length; QNum++){
//Only do this if not multi-select
if (I[QNum][2] != &#39;3&#39;){
   for (ANum = 0; ANum&lt;I[QNum][3].length; ANum++){
   if (I[QNum][3][ANum][1].length &lt; 1){
   if (I[QNum][3][ANum][2] &gt; 0){
   I[QNum][3][ANum][1] = DefaultRight;
   }
   else{
   I[QNum][3][ANum][1] = DefaultWrong;
   }
   }
   }
}
}
}

function SetUpQuestions(){
var AList = new Array(); 
var QList = new Array();
var i, j;
Qs = document.getElementById(&#39;Questions&#39;);
while (Qs.getElementsByTagName(&#39;li&#39;).length &gt; 0){
QList.push(Qs.removeChild(Qs.getElementsByTagName(&#39;li&#39;)[0]));
}
var DumpItem = 0;
if (QsToShow &gt; QList.length){
QsToShow = QList.length;
}
while (QsToShow &lt; QList.length){
DumpItem = Math.floor(QList.length*Math.random());
for (j=DumpItem; j&lt;(QList.length-1); j++){
QList[j] = QList[j+1];
}
QList.length = QList.length-1;
}
if (ShuffleQs == true){
QList = Shuffle(QList);
}
if (ShuffleAs == true){
var As;
for (var i=0; i&lt;QList.length; i++){
As = QList[i].getElementsByTagName(&#39;ol&#39;)[0];
if (As != null){
   AList.length = 0;
while (As.getElementsByTagName(&#39;li&#39;).length &gt; 0){
AList.push(As.removeChild(As.getElementsByTagName(&#39;li&#39;)[0]));
}
AList = Shuffle(AList);
for (j=0; j&lt;AList.length; j++){
As.appendChild(AList[j]);
}
}
}
}

for (i=0; i&lt;QList.length; i++){
Qs.appendChild(QList[i]);
QArray[QArray.length] = QList[i];
}

//Show the first item
QArray[0].style.display = &#39;&#39;;

//Now hide all except the first item
for (i=1; i&lt;QArray.length; i++){
QArray[i].style.display = &#39;none&#39;;
} 
SetQNumReadout();

SetFocusToTextbox();
}

function SetFocusToTextbox(){
//if there&#39;s a textbox, set the focus in it
if (QArray[CurrQNum].getElementsByTagName(&#39;input&#39;)[0] != null){
QArray[CurrQNum].getElementsByTagName(&#39;input&#39;)[0].focus();
//and show a keypad if there is one
if (document.getElementById(&#39;CharacterKeypad&#39;) != null){
document.getElementById(&#39;CharacterKeypad&#39;).style.display = &#39;block&#39;;
}
}
else{
  if (QArray[CurrQNum].getElementsByTagName(&#39;textarea&#39;)[0] != null){
   QArray[CurrQNum].getElementsByTagName(&#39;textarea&#39;)[0].focus(); 
//and show a keypad if there is one
if (document.getElementById(&#39;CharacterKeypad&#39;) != null){
document.getElementById(&#39;CharacterKeypad&#39;).style.display = &#39;block&#39;;
}
}
//This added for 6.0.4.11: hide accented character buttons if no textbox
else{
if (document.getElementById(&#39;CharacterKeypad&#39;) != null){
document.getElementById(&#39;CharacterKeypad&#39;).style.display = &#39;none&#39;;
}
}
}
}

function ChangeQ(ChangeBy){
//The following line prevents moving to another question until the current
//question is answered correctly. Uncomment it to enable this behaviour. 
// if (State[CurrQNum][0] == -1){return;}
if (((CurrQNum + ChangeBy) &lt; 0)||((CurrQNum + ChangeBy) &gt;= QArray.length)){return;}
QArray[CurrQNum].style.display = &#39;none&#39;;
CurrQNum += ChangeBy;
QArray[CurrQNum].style.display = &#39;&#39;;
//Undocumented function added 10/12/2004
ShowSpecialReadingForQuestion();
SetQNumReadout();
SetFocusToTextbox();
}

var HiddenReadingShown = false;
function ShowSpecialReadingForQuestion(){
//Undocumented function for showing specific reading text elements which change with each question
//Added on 10/12/2004
if (document.getElementById(&#39;ReadingDiv&#39;) != null){
if (HiddenReadingShown == true){
document.getElementById(&#39;ReadingDiv&#39;).innerHTML = &#39;&#39;;
}
if (QArray[CurrQNum] != null){
//Fix for 6.0.4.25
var Children = QArray[CurrQNum].getElementsByTagName(&#39;div&#39;);
for (var i=0; i&lt;Children.length; i++){
if (Children[i].className==&quot;HiddenReading&quot;){
document.getElementById(&#39;ReadingDiv&#39;).innerHTML = Children[i].innerHTML;
HiddenReadingShown = true;
//Hide the ShowAllQuestions button to avoid confusion
if (document.getElementById(&#39;ShowMethodButton&#39;) != null){
document.getElementById(&#39;ShowMethodButton&#39;).style.display = &#39;none&#39;;
}
}
} 
}
}
}

function SetQNumReadout(){
document.getElementById(&#39;QNumReadout&#39;).innerHTML = (CurrQNum+1) + &#39; / &#39; + QArray.length;
if ((CurrQNum+1) &gt;= QArray.length){
if (document.getElementById(&#39;NextQButton&#39;) != null){
document.getElementById(&#39;NextQButton&#39;).style.visibility = &#39;hidden&#39;;
}
}
else{
if (document.getElementById(&#39;NextQButton&#39;) != null){
document.getElementById(&#39;NextQButton&#39;).style.visibility = &#39;visible&#39;;
}
}
if (CurrQNum &lt;= 0){
if (document.getElementById(&#39;PrevQButton&#39;) != null){
document.getElementById(&#39;PrevQButton&#39;).style.visibility = &#39;hidden&#39;;
}
}
else{
if (document.getElementById(&#39;PrevQButton&#39;) != null){
document.getElementById(&#39;PrevQButton&#39;).style.visibility = &#39;visible&#39;;
}
}
}

var I=new Array();
I[0]=new Array();I[0][0]=100;
I[0][1]=&#39;&#39;;
I[0][2]=&#39;0&#39;;
I[0][3]=new Array();
I[0][3][0]=new Array(&#39;Portable Computer&#39;,&#39;&#39;,0,0,1);
I[0][3][1]=new Array(&#39;Processing Central&#39;,&#39;&#39;,0,0,1);
I[0][3][2]=new Array(&#39;Personal Computer&#39;,&#39;&#39;,1,100,1);
I[0][3][3]=new Array(&#39;Perfect Computer&#39;,&#39;&#39;,0,0,1);
I[1]=new Array();I[1][0]=100;
I[1][1]=&#39;&#39;;
I[1][2]=&#39;0&#39;;
I[1][3]=new Array();
I[1][3][0]=new Array(&#39;CPU&#39;,&#39;&#39;,0,0,1);
I[1][3][1]=new Array(&#39;GPU&#39;,&#39;&#39;,1,100,1);
I[1][3][2]=new Array(&#39;GC&#39;,&#39;&#39;,0,0,1);
I[1][3][3]=new Array(&#39;GCU&#39;,&#39;&#39;,0,0,1);
I[2]=new Array();I[2][0]=100;
I[2][1]=&#39;&#39;;
I[2][2]=&#39;0&#39;;
I[2][3]=new Array();
I[2][3][0]=new Array(&#39;The Processor&#39;,&#39;&#39;,1,100,1);
I[2][3][1]=new Array(&#39;The Hard Drive&#39;,&#39;&#39;,0,0,1);
I[2][3][2]=new Array(&#39;The Operating System&#39;,&#39;&#39;,0,0,1);
I[2][3][3]=new Array(&#39;The Central Pushing Unit&#39;,&#39;&#39;,0,0,1);
I[3]=new Array();I[3][0]=100;
I[3][1]=&#39;&#39;;
I[3][2]=&#39;0&#39;;
I[3][3]=new Array();
I[3][3][0]=new Array(&#39;Mobo&#39;,&#39;&#39;,1,100,1);
I[3][3][1]=new Array(&#39;Mother&#39;,&#39;&#39;,0,0,1);
I[3][3][2]=new Array(&#39;Grandmother&#39;,&#39;&#39;,0,0,1);
I[3][3][3]=new Array(&#39;Mobor&#39;,&#39;&#39;,0,0,1);
I[4]=new Array();I[4][0]=100;
I[4][1]=&#39;&#39;;
I[4][2]=&#39;0&#39;;
I[4][3]=new Array();
I[4][3][0]=new Array(&#39;Disipator&#39;,&#39;&#39;,0,0,1);
I[4][3][1]=new Array(&#39;Coolerer&#39;,&#39;&#39;,0,0,1);
I[4][3][2]=new Array(&#39;Heat Sink&#39;,&#39;&#39;,1,100,1);
I[4][3][3]=new Array(&#39;Fanner&#39;,&#39;&#39;,0,0,1);
I[5]=new Array();I[5][0]=100;
I[5][1]=&#39;&#39;;
I[5][2]=&#39;0&#39;;
I[5][3]=new Array();
I[5][3][0]=new Array(&#39;Corsair&#39;,&#39;&#39;,0,0,1);
I[5][3][1]=new Array(&#39;Noctua&#39;,&#39;&#39;,1,100,1);
I[5][3][2]=new Array(&#39;Thermaltake&#39;,&#39;&#39;,0,0,1);
I[5][3][3]=new Array(&#39;Cooler Master&#39;,&#39;&#39;,0,0,1);
I[6]=new Array();I[6][0]=100;
I[6][1]=&#39;&#39;;
I[6][2]=&#39;0&#39;;
I[6][3]=new Array();
I[6][3][0]=new Array(&#39;Apple&#39;,&#39;&#39;,0,0,1);
I[6][3][1]=new Array(&#39;Lenovo&#39;,&#39;&#39;,1,100,1);
I[6][3][2]=new Array(&#39;Dell&#39;,&#39;&#39;,0,0,1);
I[6][3][3]=new Array(&#39;HP&#39;,&#39;&#39;,0,0,1);
I[7]=new Array();I[7][0]=100;
I[7][1]=&#39;&#39;;
I[7][2]=&#39;0&#39;;
I[7][3]=new Array();
I[7][3][0]=new Array(&#39;Mac&#39;,&#39;&#39;,0,0,1);
I[7][3][1]=new Array(&#39;Macintosh&#39;,&#39;&#39;,1,100,1);
I[7][3][2]=new Array(&#39;Macious&#39;,&#39;&#39;,0,0,1);
I[7][3][3]=new Array(&#39;Mobile Autonomous Computer&#39;,&#39;&#39;,0,0,1);
I[8]=new Array();I[8][0]=100;
I[8][1]=&#39;&#39;;
I[8][2]=&#39;0&#39;;
I[8][3]=new Array();
I[8][3][0]=new Array(&#39;2006&#39;,&#39;&#39;,0,0,1);
I[8][3][1]=new Array(&#39;2007&#39;,&#39;&#39;,1,100,1);
I[8][3][2]=new Array(&#39;2008&#39;,&#39;&#39;,0,0,1);
I[8][3][3]=new Array(&#39;2009&#39;,&#39;&#39;,0,0,1);
I[9]=new Array();I[9][0]=100;
I[9][1]=&#39;&#39;;
I[9][2]=&#39;0&#39;;
I[9][3]=new Array();
I[9][3][0]=new Array(&#39;2008&#39;,&#39;&#39;,0,0,1);
I[9][3][1]=new Array(&#39;2009&#39;,&#39;&#39;,0,0,1);
I[9][3][2]=new Array(&#39;2010&#39;,&#39;&#39;,1,100,1);
I[9][3][3]=new Array(&#39;2011&#39;,&#39;&#39;,0,0,1);
I[10]=new Array();I[10][0]=100;
I[10][1]=&#39;&#39;;
I[10][2]=&#39;0&#39;;
I[10][3]=new Array();
I[10][3][0]=new Array(&#39;1977&#39;,&#39;&#39;,1,100,1);
I[10][3][1]=new Array(&#39;1982&#39;,&#39;&#39;,0,0,1);
I[10][3][2]=new Array(&#39;1990&#39;,&#39;&#39;,0,0,1);
I[10][3][3]=new Array(&#39;1992&#39;,&#39;&#39;,0,0,1);
I[11]=new Array();I[11][0]=100;
I[11][1]=&#39;&#39;;
I[11][2]=&#39;0&#39;;
I[11][3]=new Array();
I[11][3][0]=new Array(&#39;Steve Wozniac&#39;,&#39;&#39;,0,0,1);
I[11][3][1]=new Array(&#39;Steve Jobs&#39;,&#39;&#39;,0,0,1);
I[11][3][2]=new Array(&#39;Tim Cook&#39;,&#39;&#39;,1,100,1);
I[11][3][3]=new Array(&#39;John Ive&#39;,&#39;&#39;,0,0,1);
I[12]=new Array();I[12][0]=100;
I[12][1]=&#39;&#39;;
I[12][2]=&#39;0&#39;;
I[12][3]=new Array();
I[12][3][0]=new Array(&#39;Steve Ballmer&#39;,&#39;&#39;,1,100,1);
I[12][3][1]=new Array(&#39;Bill Gates&#39;,&#39;&#39;,0,0,1);
I[12][3][2]=new Array(&#39;J. Redmond&#39;,&#39;&#39;,0,0,1);
I[12][3][3]=new Array(&#39;Paul Allen&#39;,&#39;&#39;,0,0,1);
I[13]=new Array();I[13][0]=100;
I[13][1]=&#39;&#39;;
I[13][2]=&#39;0&#39;;
I[13][3]=new Array();
I[13][3][0]=new Array(&#39;Larry Page&#39;,&#39;&#39;,1,100,1);
I[13][3][1]=new Array(&#39;Eric Schmidt&#39;,&#39;&#39;,0,0,1);
I[13][3][2]=new Array(&#39;Sergey Brin&#39;,&#39;&#39;,0,0,1);
I[13][3][3]=new Array(&#39;It Doesn\u2019t have&#39;,&#39;&#39;,0,0,1);
I[14]=new Array();I[14][0]=100;
I[14][1]=&#39;&#39;;
I[14][2]=&#39;0&#39;;
I[14][3]=new Array();
I[14][3][0]=new Array(&#39;10,000&#39;,&#39;&#39;,0,0,1);
I[14][3][1]=new Array(&#39;25,000&#39;,&#39;&#39;,0,0,1);
I[14][3][2]=new Array(&#39;50,000&#39;,&#39;&#39;,0,0,1);
I[14][3][3]=new Array(&#39;65,000&#39;,&#39;&#39;,1,100,1);
I[15]=new Array();I[15][0]=100;
I[15][1]=&#39;&#39;;
I[15][2]=&#39;0&#39;;
I[15][3]=new Array();
I[15][3][0]=new Array(&#39;10 billion&#39;,&#39;&#39;,0,0,1);
I[15][3][1]=new Array(&#39;24 billion&#39;,&#39;&#39;,0,0,1);
I[15][3][2]=new Array(&#39;50 billion&#39;,&#39;&#39;,1,100,1);
I[15][3][3]=new Array(&#39;100 billion&#39;,&#39;&#39;,0,0,1);
I[16]=new Array();I[16][0]=100;
I[16][1]=&#39;&#39;;
I[16][2]=&#39;0&#39;;
I[16][3]=new Array();
I[16][3][0]=new Array(&#39;More than 500,000&#39;,&#39;&#39;,0,0,1);
I[16][3][1]=new Array(&#39;More than 555,555&#39;,&#39;&#39;,0,0,1);
I[16][3][2]=new Array(&#39;More than 750,000&#39;,&#39;&#39;,0,0,1);
I[16][3][3]=new Array(&#39;More than 850,000&#39;,&#39;&#39;,1,100,1);
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I[17][3][0]=new Array(&#39;More than 100,000&#39;,&#39;&#39;,0,0,1);
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I[18][3][3]=new Array(&#39;More than 1,000,000&#39;,&#39;&#39;,0,0,1);
I[19]=new Array();I[19][0]=100;
I[19][1]=&#39;&#39;;
I[19][2]=&#39;0&#39;;
I[19][3]=new Array();
I[19][3][0]=new Array(&#39;Internet Explorer&#39;,&#39;&#39;,1,100,1);
I[19][3][1]=new Array(&#39;Mozilla Firefox&#39;,&#39;&#39;,0,0,1);
I[19][3][2]=new Array(&#39;Google Chrome&#39;,&#39;&#39;,0,0,1);
I[19][3][3]=new Array(&#39;Safari&#39;,&#39;&#39;,0,0,1);


function StartUp(){
RemoveBottomNavBarForIE();

//If there&#39;s only one question, no need for question navigation controls
if (QsToShow &lt; 2){
document.getElementById(&#39;QNav&#39;).style.display = &#39;none&#39;;
}

//Stash the instructions so they can be redisplayed
strInstructions = document.getElementById(&#39;InstructionsDiv&#39;).innerHTML;






PreloadImages(&#39;http://fotos.pccomponentes.com/ventiladores/ventiladores_cpu/noctua_nh_d14.jpg&#39;);


CompleteEmptyFeedback();

SetUpQuestions();
ClearTextBoxes();
CreateStatusArray();


setTimeout(&#39;StartTimer()&#39;, 50);


//Check search string for q parameter
if (document.location.search.length &gt; 0){
if (ShuffleQs == false){
var JumpTo = parseInt(document.location.search.substring(1,document.location.search.length))-1;
if (JumpTo &lt;= QsToShow){
ChangeQ(JumpTo);
}
}
}
//Undocumented function added 10/12/2004
ShowSpecialReadingForQuestion();
}

function ShowHideQuestions(){
FuncBtnOut(document.getElementById(&#39;ShowMethodButton&#39;));
document.getElementById(&#39;ShowMethodButton&#39;).style.display = &#39;none&#39;;
if (ShowingAllQuestions == false){
for (var i=0; i&lt;QArray.length; i++){
QArray[i].style.display = &#39;&#39;;
}
document.getElementById(&#39;Questions&#39;).style.listStyleType = &#39;decimal&#39;;
document.getElementById(&#39;OneByOneReadout&#39;).style.display = &#39;none&#39;;
document.getElementById(&#39;ShowMethodButton&#39;).innerHTML = ShowOneByOneCaption;
ShowingAllQuestions = true;
}
else{
for (var i=0; i&lt;QArray.length; i++){
if (i != CurrQNum){
QArray[i].style.display = &#39;none&#39;;
}
}
document.getElementById(&#39;Questions&#39;).style.listStyleType = &#39;none&#39;;
document.getElementById(&#39;OneByOneReadout&#39;).style.display = &#39;&#39;;
document.getElementById(&#39;ShowMethodButton&#39;).innerHTML = ShowAllQuestionsCaption;
ShowingAllQuestions = false; 
}
document.getElementById(&#39;ShowMethodButton&#39;).style.display = &#39;inline&#39;;
}

function CreateStatusArray(){
var QNum, ANum;
//For each item in the item array
for (QNum=0; QNum&lt;I.length; QNum++){
//Check if the question still exists (hasn&#39;t been nuked by showing a random selection)
if (document.getElementById(&#39;Q_&#39; + QNum) != null){
State[QNum] = new Array();
State[QNum][0] = -1; //Score for this q; -1 shows question not done yet
State[QNum][1] = new Array(); //answers
for (ANum = 0; ANum&lt;I[QNum][3].length; ANum++){
State[QNum][1][ANum] = 0; //answer not chosen yet; when chosen, will store its position in the series of choices
}
State[QNum][2] = 0; //tries at this q so far
State[QNum][3] = 0; //incrementing percent-correct values of selected answers
State[QNum][4] = 0; //penalties incurred for hints
State[QNum][5] = &#39;&#39;; //Sequence of answers chosen by number
}
else{
State[QNum] = null;
}
}
}



function CheckMCAnswer(QNum, ANum, Btn){
//if question doesn&#39;t exist, bail
if (State[QNum].length &lt; 1){return;}

//Get the feedback
Feedback = I[QNum][3][ANum][1];

//Now show feedback and bail if question already complete
if (State[QNum][0] &gt; -1){
//Add an extra message explaining that the question
// is finished if defined by the user
if (strQuestionFinished.length &gt; 0){Feedback += &#39;&lt;br /&gt;&#39; + strQuestionFinished;}
//Show the feedback
ShowMessage(Feedback);
//New for 6.2.2.1: If you want to mark an answer as correct even when it&#39;s the final choice, uncomment this line.
//  if (I[QNum][3][ANum][2] &gt;= 1){Btn.innerHTML = CorrectIndicator;}else{Btn.innerHTML = IncorrectIndicator;} 
return;
}

//Hide the button while processing
Btn.style.display = &#39;none&#39;;

//Increment the number of tries
State[QNum][2]++;

//Add the percent-correct value of this answer
State[QNum][3] += I[QNum][3][ANum][3];

//Store the try number in the answer part of the State array, for tracking purposes
State[QNum][1][ANum] = State[QNum][2];
if (State[QNum][5].length &gt; 0){State[QNum][5] += &#39; | &#39;;}
State[QNum][5] += String.fromCharCode(65+ANum);

//Should this answer be accepted as correct?
if (I[QNum][3][ANum][2] &lt; 1){
//It&#39;s wrong

//Mark the answer
Btn.innerHTML = IncorrectIndicator;

//Remove any previous score unless exercise is finished (6.0.3.8+)
if (Finished == false){
WriteToInstructions(strInstructions);
} 

//Check whether this leaves just one MC answer unselected, in which case the Q is terminated
var RemainingAnswer = FinalAnswer(QNum);
if (RemainingAnswer &gt; -1){
//Behave as if the last answer had been selected, but give no credit for it
//Increment the number of tries
State[QNum][2]++; 

//Calculate the score for this question
CalculateMCQuestionScore(QNum);

//Get the overall score and add it to the feedback
CalculateOverallScore();
//New for 6.2.2.1
var QsDone = CheckQuestionsCompleted();
if ((ContinuousScoring == true)||(Finished == true)){
Feedback += &#39;&lt;br /&gt;&#39; + YourScoreIs + &#39; &#39; + Score + &#39;%.&#39; + &#39;&lt;br /&gt;&#39; + QsDone;
WriteToInstructions(YourScoreIs + &#39; &#39; + Score + &#39;%.&#39; + &#39;&lt;br /&gt;&#39; + QsDone);
}
else{
WriteToInstructions(QsDone);
}
}
}
else{
//It&#39;s right
//Mark the answer
Btn.innerHTML = CorrectIndicator;

//Calculate the score for this question
CalculateMCQuestionScore(QNum);

//New for 6.2.2.0
var QsDone = CheckQuestionsCompleted();

//Get the overall score and add it to the feedback
if (ContinuousScoring == true){
CalculateOverallScore();
if ((ContinuousScoring == true)||(Finished == true)){
Feedback += &#39;&lt;br /&gt;&#39; + YourScoreIs + &#39; &#39; + Score + &#39;%.&#39; + &#39;&lt;br /&gt;&#39; + QsDone;
WriteToInstructions(YourScoreIs + &#39; &#39; + Score + &#39;%.&#39; + &#39;&lt;br /&gt;&#39; + QsDone);
}
}
else{
WriteToInstructions(QsDone);
}
}

//Show the button again
Btn.style.display = &#39;inline&#39;;

//Finally, show the feedback 
ShowMessage(Feedback);

//Check whether all questions are now done
CheckFinished();
}

function CalculateMCQuestionScore(QNum){
var Tries = State[QNum][2] + State[QNum][4]; //include tries and hint penalties
var PercentCorrect = State[QNum][3];
var TotAns = GetTotalMCAnswers(QNum);
var HintPenalties = State[QNum][4];

//Make sure it&#39;s not already complete

if (State[QNum][0] &lt; 0){
//Allow for Hybrids
if (HintPenalties &gt;= 1){
State[QNum][0] = 0;
}
else{
//This line calculates the score for this question
if (TotAns == 1){
State[QNum][0] = 1;
}
else{
State[QNum][0] = ((TotAns-((Tries*100)/State[QNum][3]))/(TotAns-1));
}
}
//Fix for Safari bug added for version 6.0.3.42 (negative infinity problem)
if ((State[QNum][0] &lt; 0)||(State[QNum][0] == Number.NEGATIVE_INFINITY)){
State[QNum][0] = 0;
}
}
}

function GetTotalMCAnswers(QNum){
var Result = 0;
for (var ANum=0; ANum&lt;I[QNum][3].length; ANum++){
if (I[QNum][3][ANum][4] == 1){ //This is an MC answer
Result++;
}
}
return Result;
}

function FinalAnswer(QNum){
var UnchosenAnswers = 0;
var FinalAnswer = -1;
for (var ANum=0; ANum&lt;I[QNum][3].length; ANum++){
if (I[QNum][3][ANum][4] == 1){ //This is an MC answer
if (State[QNum][1][ANum] &lt; 1){ //This answer hasn&#39;t been chosen yet
UnchosenAnswers++;
FinalAnswer = ANum;
}
}
}
if (UnchosenAnswers == 1){
return FinalAnswer;
}
else{
return -1;
}
}





function CalculateOverallScore(){
var TotalWeighting = 0;
var TotalScore = 0;

for (var QNum=0; QNum&lt;State.length; QNum++){
if (State[QNum] != null){
if (State[QNum][0] &gt; -1){
TotalWeighting += I[QNum][0];
TotalScore += (I[QNum][0] * State[QNum][0]);
}
}
}
if (TotalWeighting &gt; 0){
Score = Math.floor((TotalScore/TotalWeighting)*100);
}
else{
//if TotalWeighting is 0, no questions so far have any value, so 
//no penalty should be shown.
Score = 100; 
}
}

//New for 6.2.2.0
function CheckQuestionsCompleted(){
if (ShowCompletedSoFar == false){return &#39;&#39;;}
var QsCompleted = 0;
for (var QNum=0; QNum&lt;State.length; QNum++){
if (State[QNum] != null){
if (State[QNum][0] &gt;= 0){
QsCompleted++;
}
}
}
//Fixes for 6.2.2.2
if (QsCompleted &gt;= QArray.length){
return ExerciseCompleted;
}
else{
return CompletedSoFar + &#39; &#39; + QsCompleted + &#39;/&#39; + QArray.length + &#39;.&#39;;
}
}

function CheckFinished(){
var FB = &#39;&#39;;
var AllDone = true;
for (var QNum=0; QNum&lt;State.length; QNum++){
if (State[QNum] != null){
if (State[QNum][0] &lt; 0){
AllDone = false;
}
}
}
if (AllDone == true){

//Report final score and submit if necessary
CalculateOverallScore();
FB = YourScoreIs + &#39; &#39; + Score + &#39;%.&#39;;
if (ShowCorrectFirstTime == true){
var CFT = 0;
for (QNum=0; QNum&lt;State.length; QNum++){
if (State[QNum] != null){
if (State[QNum][0] &gt;= 1){
CFT++;
}
}
}
FB += &#39;&lt;br /&gt;&#39; + CorrectFirstTime + &#39; &#39; + CFT + &#39;/&#39; + QsToShow;
}

//New for 6.2.2.0
FB += &#39;&lt;br /&gt;&#39; + ExerciseCompleted;

WriteToInstructions(FB);

Finished == true;

window.clearInterval(Interval);




TimeOver = true;
Locked = true;



Finished = true;
Detail = &#39;&lt;?xml version=&quot;1.0&quot;?&gt;&lt;hpnetresult&gt;&lt;fields&gt;&#39;;
for (QNum=0; QNum&lt;State.length; QNum++){
if (State[QNum] != null){
if (State[QNum][5].length &gt; 0){
Detail += &#39;&lt;field&gt;&lt;fieldname&gt;Question #&#39; + (QNum+1) + &#39;&lt;/fieldname&gt;&lt;fieldtype&gt;question-tracking&lt;/fieldtype&gt;&lt;fieldlabel&gt;Q &#39; + (QNum+1) + &#39;&lt;/fieldlabel&gt;&lt;fieldlabelid&gt;QuestionTrackingField&lt;/fieldlabelid&gt;&lt;fielddata&gt;&#39; + State[QNum][5] + &#39;&lt;/fielddata&gt;&lt;/field&gt;&#39;;
}
}
}
Detail += &#39;&lt;/fields&gt;&lt;/hpnetresult&gt;&#39;;
setTimeout(&#39;Finish()&#39;, SubmissionTimeout);
}

}


function TimesUp(){
document.getElementById(&#39;Timer&#39;).innerHTML = &#39;Your time is over! Be quicker next time.&#39;;

RefreshImages();

TimeOver = true;
Finished = true;
ShowMessage(&#39;Your time is over! Be quicker next time.&#39;);

//Set all remaining scores to 0
for (var QNum=0; QNum&lt;State.length; QNum++){
if (State[QNum] != null){
if (State[QNum][0] &lt; 0){
State[QNum][0] = 0;
}
}
}
CheckFinished();
}








//CODE FOR HANDLING TIMER
//Timer code
var Seconds = 240;
var Interval = null;

function StartTimer(){
Interval = window.setInterval(&#39;DownTime()&#39;,1000);
document.getElementById(&#39;TimerText&#39;).style.display = &#39;inline&#39;;
}

function DownTime(){
var ss = Seconds % 60;
if (ss&lt;10){
ss=&#39;0&#39; + ss + &#39;&#39;;
}

var mm = Math.floor(Seconds / 60);

if (document.getElementById(&#39;Timer&#39;) == null){
return;
}

document.getElementById(&#39;TimerText&#39;).innerHTML = mm + &#39;:&#39; + ss;
if (Seconds &lt; 1){
window.clearInterval(Interval);
TimeOver = true;
TimesUp();
}
Seconds--;
}






//--&gt;

//]]&gt;

&lt;/script&gt;






&lt;!-- BeginTopNavButtons --&gt;


&lt;br /&gt;
&lt;div class=&quot;NavButtonBar&quot; id=&quot;TopNavBar&quot;&gt;
&lt;button class=&quot;NavButton&quot; onblur=&quot;NavBtnOut(this)&quot; onclick=&quot;history.back(); return false;&quot; onfocus=&quot;NavBtnOver(this)&quot; onmousedown=&quot;NavBtnDown(this)&quot; onmouseout=&quot;NavBtnOut(this)&quot; onmouseover=&quot;NavBtnOver(this)&quot; onmouseup=&quot;NavBtnOut(this)&quot;&gt;&amp;lt;-&lt;/button&gt;



&lt;button class=&quot;NavButton&quot; onblur=&quot;NavBtnOut(this)&quot; onclick=&quot;location=&#39;contents.htm&#39;; return false;&quot; onfocus=&quot;NavBtnOver(this)&quot; onmousedown=&quot;NavBtnDown(this)&quot; onmouseout=&quot;NavBtnOut(this)&quot; onmouseover=&quot;NavBtnOver(this)&quot; onmouseup=&quot;NavBtnOut(this)&quot;&gt; Index &lt;/button&gt;



&lt;button class=&quot;NavButton&quot; onblur=&quot;NavBtnOut(this)&quot; onclick=&quot;location=&#39;nextpage.htm&#39;; return false;&quot; onfocus=&quot;NavBtnOver(this)&quot; onmousedown=&quot;NavBtnDown(this)&quot; onmouseout=&quot;NavBtnOut(this)&quot; onmouseover=&quot;NavBtnOver(this)&quot; onmouseup=&quot;NavBtnOut(this)&quot;&gt;-&amp;gt;&lt;/button&gt;


&lt;/div&gt;
&lt;!-- EndTopNavButtons --&gt;

&lt;div class=&quot;Titles&quot;&gt;
&lt;h2 class=&quot;ExerciseTitle&quot;&gt;
Quiz about Technology&lt;/h2&gt;
&lt;div id=&quot;Timer&quot;&gt;
&lt;span id=&quot;TimerText&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;StdDiv&quot; id=&quot;InstructionsDiv&quot;&gt;
&lt;div id=&quot;Instructions&quot;&gt;
Answer the 20 questions related to technology before the time ends. Be careful, you will only have 4&#39;. Do you think that you can beat me?&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;StdDiv&quot; id=&quot;MainDiv&quot;&gt;
&lt;div class=&quot;QuestionNavigation&quot; id=&quot;QNav&quot;&gt;
&lt;div style=&quot;text-align: right;&quot;&gt;
&lt;button class=&quot;FuncButton&quot; id=&quot;ShowMethodButton&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;ShowHideQuestions(); return false;&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOver(this)&quot;&gt;Show all questions&lt;/button&gt;
&lt;/div&gt;
&lt;div id=&quot;OneByOneReadout&quot;&gt;
&lt;button class=&quot;FuncButton&quot; id=&quot;PrevQButton&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;ChangeQ(-1); return false;&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOver(this)&quot;&gt;&amp;lt;-&lt;/button&gt;

&lt;span class=&quot;QNum&quot; id=&quot;QNumReadout&quot;&gt;&amp;nbsp;&lt;/span&gt;

&lt;button class=&quot;FuncButton&quot; id=&quot;NextQButton&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;ChangeQ(1); return false;&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOver(this)&quot;&gt;-&amp;gt;&lt;/button&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;ol class=&quot;QuizQuestions&quot; id=&quot;Questions&quot;&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_0&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
What does PC mean?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_0_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_0_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(0,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Portable Computer&lt;/li&gt;
&lt;li id=&quot;Q_0_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_0_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(0,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Processing Central&lt;/li&gt;
&lt;li id=&quot;Q_0_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_0_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(0,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Personal Computer&lt;/li&gt;
&lt;li id=&quot;Q_0_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_0_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(0,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Perfect Computer&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_1&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
Which is the acronym of the Graphic Card?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_1_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_1_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(1,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;CPU&lt;/li&gt;
&lt;li id=&quot;Q_1_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_1_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(1,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;GPU&lt;/li&gt;
&lt;li id=&quot;Q_1_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_1_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(1,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;GC&lt;/li&gt;
&lt;li id=&quot;Q_1_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_1_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(1,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;GCU&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_2&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
What is the CPU?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_2_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_2_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(2,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;The Processor&lt;/li&gt;
&lt;li id=&quot;Q_2_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_2_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(2,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;The Hard Drive&lt;/li&gt;
&lt;li id=&quot;Q_2_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_2_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(2,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;The Operating System&lt;/li&gt;
&lt;li id=&quot;Q_2_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_2_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(2,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;The Central Pushing Unit&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_3&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
How can we call the motherboard in a colloquial way?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_3_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_3_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(3,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Mobo&lt;/li&gt;
&lt;li id=&quot;Q_3_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_3_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(3,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Mother&lt;/li&gt;
&lt;li id=&quot;Q_3_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_3_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(3,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Grandmother&lt;/li&gt;
&lt;li id=&quot;Q_3_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_3_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(3,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Mobor&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_4&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
Look at this picture. What is it?&lt;img height=&quot;200&quot; src=&quot;http://fotos.pccomponentes.com/ventiladores/ventiladores_cpu/noctua_nh_d14.jpg&quot; style=&quot;display: block; margin-left: auto; margin-right: auto; text-align: center;&quot; width=&quot;200&quot; /&gt;&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_4_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_4_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(4,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Disipator&lt;/li&gt;
&lt;li id=&quot;Q_4_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_4_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(4,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Coolerer&lt;/li&gt;
&lt;li id=&quot;Q_4_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_4_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(4,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Heat Sink&lt;/li&gt;
&lt;li id=&quot;Q_4_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_4_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(4,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Fanner&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_5&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
Which of these PC case brands doesn’t exist?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_5_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_5_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(5,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Corsair&lt;/li&gt;
&lt;li id=&quot;Q_5_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_5_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(5,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Noctua&lt;/li&gt;
&lt;li id=&quot;Q_5_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_5_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(5,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Thermaltake&lt;/li&gt;
&lt;li id=&quot;Q_5_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_5_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(5,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Cooler Master&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_6&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
Which of the following brand sold more computers in 2012?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_6_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_6_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(6,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Apple&lt;/li&gt;
&lt;li id=&quot;Q_6_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_6_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(6,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Lenovo&lt;/li&gt;
&lt;li id=&quot;Q_6_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_6_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(6,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Dell&lt;/li&gt;
&lt;li id=&quot;Q_6_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_6_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(6,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;HP&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_7&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
What does originally Mac mean?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_7_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_7_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(7,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Mac&lt;/li&gt;
&lt;li id=&quot;Q_7_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_7_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(7,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Macintosh&lt;/li&gt;
&lt;li id=&quot;Q_7_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_7_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(7,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Macious&lt;/li&gt;
&lt;li id=&quot;Q_7_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_7_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(7,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Mobile Autonomous Computer&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_8&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
When was the first iPhone launched?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_8_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_8_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(8,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;2006&lt;/li&gt;
&lt;li id=&quot;Q_8_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_8_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(8,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;2007&lt;/li&gt;
&lt;li id=&quot;Q_8_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_8_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(8,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;2008&lt;/li&gt;
&lt;li id=&quot;Q_8_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_8_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(8,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;2009&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_9&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
When was the first iPad launched?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_9_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_9_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(9,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;2008&lt;/li&gt;
&lt;li id=&quot;Q_9_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_9_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(9,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;2009&lt;/li&gt;
&lt;li id=&quot;Q_9_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_9_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(9,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;2010&lt;/li&gt;
&lt;li id=&quot;Q_9_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_9_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(9,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;2011&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_10&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
When was first mass produced computer of Apple (Apple II) launched?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_10_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_10_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(10,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;1977&lt;/li&gt;
&lt;li id=&quot;Q_10_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_10_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(10,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;1982&lt;/li&gt;
&lt;li id=&quot;Q_10_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_10_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(10,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;1990&lt;/li&gt;
&lt;li id=&quot;Q_10_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_10_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(10,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;1992&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_11&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
Who is the current CEO (Chief Executive Officer) of Apple?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_11_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_11_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(11,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Steve Wozniac&lt;/li&gt;
&lt;li id=&quot;Q_11_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_11_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(11,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Steve Jobs&lt;/li&gt;
&lt;li id=&quot;Q_11_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_11_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(11,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Tim Cook&lt;/li&gt;
&lt;li id=&quot;Q_11_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_11_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(11,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;John Ive&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_12&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
Who is the current CEO of Microsoft?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_12_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_12_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(12,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Steve Ballmer&lt;/li&gt;
&lt;li id=&quot;Q_12_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_12_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(12,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Bill Gates&lt;/li&gt;
&lt;li id=&quot;Q_12_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_12_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(12,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;J. Redmond&lt;/li&gt;
&lt;li id=&quot;Q_12_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_12_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(12,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Paul Allen&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_13&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
Who is the current CEO of Google?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_13_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_13_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(13,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Larry Page&lt;/li&gt;
&lt;li id=&quot;Q_13_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_13_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(13,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Eric Schmidt&lt;/li&gt;
&lt;li id=&quot;Q_13_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_13_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(13,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Sergey Brin&lt;/li&gt;
&lt;li id=&quot;Q_13_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_13_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(13,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;It Doesn’t have&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_14&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
How many searches are done per second using Google?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_14_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_14_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(14,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;10,000&lt;/li&gt;
&lt;li id=&quot;Q_14_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_14_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(14,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;25,000&lt;/li&gt;
&lt;li id=&quot;Q_14_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_14_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(14,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;50,000&lt;/li&gt;
&lt;li id=&quot;Q_14_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_14_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(14,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;65,000&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_15&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
How many apps were recently downloaded from App Store?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_15_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_15_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(15,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;10 billion&lt;/li&gt;
&lt;li id=&quot;Q_15_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_15_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(15,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;24 billion&lt;/li&gt;
&lt;li id=&quot;Q_15_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_15_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(15,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;50 billion&lt;/li&gt;
&lt;li id=&quot;Q_15_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_15_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(15,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;100 billion&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_16&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
How many apps are available in the App Store?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_16_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_16_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(16,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 500,000&lt;/li&gt;
&lt;li id=&quot;Q_16_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_16_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(16,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 555,555&lt;/li&gt;
&lt;li id=&quot;Q_16_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_16_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(16,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 750,000&lt;/li&gt;
&lt;li id=&quot;Q_16_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_16_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(16,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 850,000&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_17&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
How many of those apps are specially designed for the iPad?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_17_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_17_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(17,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 100,000&lt;/li&gt;
&lt;li id=&quot;Q_17_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_17_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(17,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 250,000&lt;/li&gt;
&lt;li id=&quot;Q_17_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_17_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(17,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 350,000&lt;/li&gt;
&lt;li id=&quot;Q_17_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_17_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(17,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 500,000&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_18&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
How many apps are available in the Google Play Store?&lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_18_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_18_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(18,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 750,000&lt;/li&gt;
&lt;li id=&quot;Q_18_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_18_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(18,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 800,000&lt;/li&gt;
&lt;li id=&quot;Q_18_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_18_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(18,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 850,000&lt;/li&gt;
&lt;li id=&quot;Q_18_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_18_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(18,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;More than 1,000,000&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;li class=&quot;QuizQuestion&quot; id=&quot;Q_19&quot; style=&quot;display: none;&quot;&gt;&lt;div class=&quot;QuestionText&quot;&gt;
Which is the most used Web Browser? &lt;/div&gt;
&lt;ol class=&quot;MCAnswers&quot;&gt;
&lt;li id=&quot;Q_19_0&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_19_0_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(19,0,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Internet Explorer&lt;/li&gt;
&lt;li id=&quot;Q_19_1&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_19_1_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(19,1,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Mozilla Firefox&lt;/li&gt;
&lt;li id=&quot;Q_19_2&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_19_2_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(19,2,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Google Chrome&lt;/li&gt;
&lt;li id=&quot;Q_19_3&quot;&gt;&lt;button class=&quot;FuncButton&quot; id=&quot;Q_19_3_Btn&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;CheckMCAnswer(19,3,this)&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;&amp;nbsp;?&amp;nbsp;&amp;nbsp;&lt;/button&gt;&amp;nbsp;&amp;nbsp;Safari&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;
&lt;div class=&quot;Feedback&quot; id=&quot;FeedbackDiv&quot;&gt;
&lt;div class=&quot;FeedbackText&quot; id=&quot;FeedbackContent&quot;&gt;
&lt;/div&gt;
&lt;button class=&quot;FuncButton&quot; id=&quot;FeedbackOKButton&quot; onblur=&quot;FuncBtnOut(this)&quot; onclick=&quot;HideFeedback(); return false;&quot; onfocus=&quot;FuncBtnOver(this)&quot; onmousedown=&quot;FuncBtnDown(this)&quot; onmouseout=&quot;FuncBtnOut(this)&quot; onmouseover=&quot;FuncBtnOver(this)&quot; onmouseup=&quot;FuncBtnOut(this)&quot;&gt;&amp;nbsp;OK&amp;nbsp;&lt;/button&gt;
&lt;/div&gt;
&lt;!-- BeginBottomNavButtons --&gt;


&lt;div class=&quot;NavButtonBar&quot; id=&quot;BottomNavBar&quot;&gt;
&lt;button class=&quot;NavButton&quot; onblur=&quot;NavBtnOut(this)&quot; onclick=&quot;history.back(); return false;&quot; onfocus=&quot;NavBtnOver(this)&quot; onmousedown=&quot;NavBtnDown(this)&quot; onmouseout=&quot;NavBtnOut(this)&quot; onmouseover=&quot;NavBtnOver(this)&quot; onmouseup=&quot;NavBtnOut(this)&quot;&gt;&amp;lt;-&lt;/button&gt;



&lt;button class=&quot;NavButton&quot; onblur=&quot;NavBtnOut(this)&quot; onclick=&quot;location=&#39;contents.htm&#39;; return false;&quot; onfocus=&quot;NavBtnOver(this)&quot; onmousedown=&quot;NavBtnDown(this)&quot; onmouseout=&quot;NavBtnOut(this)&quot; onmouseover=&quot;NavBtnOver(this)&quot; onmouseup=&quot;NavBtnOut(this)&quot;&gt; Index &lt;/button&gt;



&lt;button class=&quot;NavButton&quot; onblur=&quot;NavBtnOut(this)&quot; onclick=&quot;location=&#39;nextpage.htm&#39;; return false;&quot; onfocus=&quot;NavBtnOver(this)&quot; onmousedown=&quot;NavBtnDown(this)&quot; onmouseout=&quot;NavBtnOut(this)&quot; onmouseover=&quot;NavBtnOver(this)&quot; onmouseup=&quot;NavBtnOut(this)&quot;&gt;-&amp;gt;&lt;/button&gt;


&lt;/div&gt;
&lt;!-- EndBottomNavButtons --&gt;

&lt;!-- BeginSubmissionForm --&gt;

&lt;!-- EndSubmissionForm --&gt;



--&amp;gt;</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/6530536621709485279/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2013/05/quiz-about-technology-this-is-css.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6530536621709485279'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6530536621709485279'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2013/05/quiz-about-technology-this-is-css.html' title='Technology Quiz Created Using Hot Potatoes'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-1235969448890611368</id><published>2013-05-08T10:29:00.000+02:00</published><updated>2013-05-08T10:36:17.180+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="easy"/><category scheme="http://www.blogger.com/atom/ns#" term="fast"/><category scheme="http://www.blogger.com/atom/ns#" term="great"/><category scheme="http://www.blogger.com/atom/ns#" term="Hardware"/><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><category scheme="http://www.blogger.com/atom/ns#" term="Mac OS"/><category scheme="http://www.blogger.com/atom/ns#" term="mind42"/><category scheme="http://www.blogger.com/atom/ns#" term="mindmaps"/><category scheme="http://www.blogger.com/atom/ns#" term="online"/><category scheme="http://www.blogger.com/atom/ns#" term="PCs"/><category scheme="http://www.blogger.com/atom/ns#" term="simple"/><category scheme="http://www.blogger.com/atom/ns#" term="Software"/><category scheme="http://www.blogger.com/atom/ns#" term="Windows"/><title type='text'>Creating mindmaps using Mind42</title><content type='html'>Hi readers!&lt;br /&gt;
This week we&#39;ve been learning how to do mindmaps using Mind42.com. It is very easy to use and sinple. However, you can&#39;t put a node wherever you want and the web has some limitations. Here you have the result, in my case about the inside of the PCs:&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;450&quot; src=&quot;http://mind42.com/mindmap/f83e3290-3183-43f5-8ec2-ce0700bb3702?rel=iframe&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/1235969448890611368/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2013/05/creating-mindmaps-using-mind42.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/1235969448890611368'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/1235969448890611368'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2013/05/creating-mindmaps-using-mind42.html' title='Creating mindmaps using Mind42'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-6810269484600674859</id><published>2013-04-30T12:51:00.002+02:00</published><updated>2013-05-07T12:42:51.113+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Boyfriend"/><category scheme="http://www.blogger.com/atom/ns#" term="Gangnam Style"/><category scheme="http://www.blogger.com/atom/ns#" term="Gentlemen"/><category scheme="http://www.blogger.com/atom/ns#" term="Justin Bieber"/><category scheme="http://www.blogger.com/atom/ns#" term="K-Pop"/><category scheme="http://www.blogger.com/atom/ns#" term="Korea"/><category scheme="http://www.blogger.com/atom/ns#" term="Muhammad Shahid Nazir"/><category scheme="http://www.blogger.com/atom/ns#" term="One Pound Fish"/><category scheme="http://www.blogger.com/atom/ns#" term="Park Jae-sang"/><category scheme="http://www.blogger.com/atom/ns#" term="PSY"/><category scheme="http://www.blogger.com/atom/ns#" term="X-Factor"/><title type='text'>Subtitling videos using DotSub.com</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;
Hi readers!&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm11a_NChu_BK2Re4cnIf1emf0TZ9wjxaF7Okpl1QDIQNXzjkvUAwpNGJ-bR8iYDNmF5tqGD7MQ3dZC7s8ScMHYXfUvZ5uuLi73B8j16yx9PUSWovW1JL3YnxNywyHCG8-S9JMmU1Wy7c/s320/WebLogoMedium.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm11a_NChu_BK2Re4cnIf1emf0TZ9wjxaF7Okpl1QDIQNXzjkvUAwpNGJ-bR8iYDNmF5tqGD7MQ3dZC7s8ScMHYXfUvZ5uuLi73B8j16yx9PUSWovW1JL3YnxNywyHCG8-S9JMmU1Wy7c/s320/WebLogoMedium.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The last couple of days we&#39;ve been subtitling music videos using DotSub.com. In this page, as I&#39;ve just said, you can put subtitles to any videos but it&#39;s biggest advantage is that you can do it online, that&#39;s a big point in favour.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
To subtitle a video, you only have to upload it, transcribe what the video is saying and then translate the lyrics to the languages you want, that&#39;s all. It&#39;s really easy to use and more inportant you can do all online, without installing any program. However, you don&#39;t have much options such as different fonts, size, position... But still I like it and I&#39;ve enjoyed doing the work.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
I&#39;ve done two videos, why? Because I started with one but then I wanted to do another and at the end I did both. The songs are PSY&#39;s new song Gentlemen and the One Pound Fish Man&#39;s One Pound Fish cause they are very funny. Here you&#39;ve the final results:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;360&quot; src=&quot;http://dotsub.com/media/bf8c1306-5471-4f0a-90be-ab94981dc60f/embed/&quot; width=&quot;640&quot;&gt;&lt;/iframe&gt;This is the PSY&#39;s new single. After the big hit Gangnam Style, the South Korean singer is back whith Gentlemen. This song is beating records with 20 milion views in the first 24 hours (the previous was Boyfriend by Justin Bieber with only 8 milion views). Park Jae-sang better known as PSY was born in 1977 in the capital of South Korea, Seul and he has become in the major representator of the K-Pop movement (Korean Pop).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;360&quot; src=&quot;http://dotsub.com/media/6766cd02-b001-44f3-b79f-5c5e7c8abb82/embed/&quot; width=&quot;640&quot;&gt;&lt;/iframe&gt;

This is the music video of Muhammad Shahid Nazir (One Pound Fish Man)a person that with his performance in X-Factor jumped to fame. The video has become viral with milions of views. However, it hadn&#39;t reached the success of Gangnam Style.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/6810269484600674859/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2013/04/subtitling-videos-using-dotsubcom.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6810269484600674859'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6810269484600674859'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2013/04/subtitling-videos-using-dotsubcom.html' title='Subtitling videos using DotSub.com'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm11a_NChu_BK2Re4cnIf1emf0TZ9wjxaF7Okpl1QDIQNXzjkvUAwpNGJ-bR8iYDNmF5tqGD7MQ3dZC7s8ScMHYXfUvZ5uuLi73B8j16yx9PUSWovW1JL3YnxNywyHCG8-S9JMmU1Wy7c/s72-c/WebLogoMedium.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-6812153597973620603</id><published>2013-04-08T11:57:00.004+02:00</published><updated>2013-04-08T11:57:22.957+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="30"/><category scheme="http://www.blogger.com/atom/ns#" term="anderict"/><category scheme="http://www.blogger.com/atom/ns#" term="article"/><category scheme="http://www.blogger.com/atom/ns#" term="China"/><category scheme="http://www.blogger.com/atom/ns#" term="EEUU"/><category scheme="http://www.blogger.com/atom/ns#" term="freedom"/><category scheme="http://www.blogger.com/atom/ns#" term="freedom of speech"/><category scheme="http://www.blogger.com/atom/ns#" term="hope"/><category scheme="http://www.blogger.com/atom/ns#" term="how free the world really is?"/><category scheme="http://www.blogger.com/atom/ns#" term="human rigths"/><category scheme="http://www.blogger.com/atom/ns#" term="kepaikt"/><category scheme="http://www.blogger.com/atom/ns#" term="mankind"/><category scheme="http://www.blogger.com/atom/ns#" term="Saudi Arabia"/><category scheme="http://www.blogger.com/atom/ns#" term="speech"/><category scheme="http://www.blogger.com/atom/ns#" term="the rigth to live"/><category scheme="http://www.blogger.com/atom/ns#" term="torture"/><category scheme="http://www.blogger.com/atom/ns#" term="Universal Human Rights"/><category scheme="http://www.blogger.com/atom/ns#" term="USA"/><title type='text'>How free the world really is?</title><content type='html'>Hi readers!&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
The last days we&#39;ve doing (Kepa, Ander and me) a poster about human rigths in our case specified in the freedom of the mankind. Here you have the result:&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;758&quot; id=&quot;glogster-embed-glog&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; name=&quot;glogster-embed-glog&quot; scrolling=&quot;no&quot; src=&quot;http://www.glogster.com/glog/6kta9t35qu13p6lh4b7maa0&quot; style=&quot;overflow: hidden;&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/6812153597973620603/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2013/04/how-free-world-really-is.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6812153597973620603'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6812153597973620603'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2013/04/how-free-world-really-is.html' title='How free the world really is?'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-6729237103932868371</id><published>2013-03-05T13:01:00.000+01:00</published><updated>2013-03-06T10:29:33.689+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="blog"/><category scheme="http://www.blogger.com/atom/ns#" term="blogger"/><category scheme="http://www.blogger.com/atom/ns#" term="camera"/><category scheme="http://www.blogger.com/atom/ns#" term="create"/><category scheme="http://www.blogger.com/atom/ns#" term="google"/><category scheme="http://www.blogger.com/atom/ns#" term="google sites"/><category scheme="http://www.blogger.com/atom/ns#" term="laskenglish"/><category scheme="http://www.blogger.com/atom/ns#" term="laskoicts"/><category scheme="http://www.blogger.com/atom/ns#" term="laskorain ikastola"/><category scheme="http://www.blogger.com/atom/ns#" term="los angeles"/><category scheme="http://www.blogger.com/atom/ns#" term="own"/><category scheme="http://www.blogger.com/atom/ns#" term="photo"/><category scheme="http://www.blogger.com/atom/ns#" term="photographs"/><category scheme="http://www.blogger.com/atom/ns#" term="professional"/><category scheme="http://www.blogger.com/atom/ns#" term="set"/><category scheme="http://www.blogger.com/atom/ns#" term="site"/><category scheme="http://www.blogger.com/atom/ns#" term="USA"/><category scheme="http://www.blogger.com/atom/ns#" term="web"/><category scheme="http://www.blogger.com/atom/ns#" term="website"/><title type='text'>Izadi Photo</title><content type='html'>Hi readers!&lt;br /&gt;
&lt;a href=&quot;http://blog.neointec.com/wp-content/uploads/2012/02/GoogleSites.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;53&quot; src=&quot;http://blog.neointec.com/wp-content/uploads/2012/02/GoogleSites.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;These days we&#39;ve been doing our virtual business website (using google sites) and this is the cause why I hadn&#39;t posted anything. In my case, I imagined that I&#39;am a photographer and to make me known I created the site. If you want to visit click &lt;a href=&quot;https://sites.google.com/site/izadiphotowelcomingpage/&quot;&gt;here&lt;/a&gt;. And don&#39;t forget that the bussines is not real!&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/6729237103932868371/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2013/03/izadi-photo.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6729237103932868371'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6729237103932868371'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2013/03/izadi-photo.html' title='Izadi Photo'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-4939438130371095417</id><published>2013-01-09T10:26:00.000+01:00</published><updated>2013-01-14T11:42:30.352+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1st term"/><category scheme="http://www.blogger.com/atom/ns#" term="english"/><category scheme="http://www.blogger.com/atom/ns#" term="google docs"/><category scheme="http://www.blogger.com/atom/ns#" term="google drive"/><category scheme="http://www.blogger.com/atom/ns#" term="laskenglish"/><category scheme="http://www.blogger.com/atom/ns#" term="laskoicts"/><category scheme="http://www.blogger.com/atom/ns#" term="laskorain ikastola"/><category scheme="http://www.blogger.com/atom/ns#" term="power point"/><category scheme="http://www.blogger.com/atom/ns#" term="presentation"/><category scheme="http://www.blogger.com/atom/ns#" term="slidecast"/><category scheme="http://www.blogger.com/atom/ns#" term="slideshare"/><category scheme="http://www.blogger.com/atom/ns#" term="summary"/><category scheme="http://www.blogger.com/atom/ns#" term="term"/><title type='text'>Summary of the 1st term in ICT&#39;s</title><content type='html'>Hi readers!&lt;br /&gt;
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Sadly, the Christmas holidays ended, I hope you enjoyed them. After having a break, I&#39;m here again with the last work we&#39;ve done. It is the summary of the 1st term made with Slideshare. The first thing we did, is to prepare the presentation in Google Docs/Drive. Then, we recorded the audio using a program called Audacity. After that, we upload the presentation and the recording to slidehare, and finally synchronise it. Here you have the resulting (final) presentation:&lt;br /&gt;
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&lt;iframe allowfullscreen=&quot;allowfullscreen&quot; frameborder=&quot;0&quot; height=&quot;356&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; mozallowfullscreen=&quot;mozallowfullscreen&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/15886136&quot; style=&quot;border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;&quot; webkitallowfullscreen=&quot;webkitallowfullscreen&quot; width=&quot;427&quot;&gt; &lt;/iframe&gt; &lt;/div&gt;
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&lt;b&gt; &lt;a href=&quot;http://www.slideshare.net/64izadi/izadis-summary-of-the-1st-term-in-icts-15886136&quot; target=&quot;_blank&quot; title=&quot;Izadi&#39;s summary of the 1st term in ICT&#39;s&quot;&gt;Izadi&#39;s summary of the 1st term in ICT&#39;s&lt;/a&gt; &lt;/b&gt; from &lt;b&gt;&lt;a href=&quot;http://www.slideshare.net/64izadi&quot; target=&quot;_blank&quot;&gt;64izadi&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/4939438130371095417/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2013/01/summary-of-1st-term-in-icts.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/4939438130371095417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/4939438130371095417'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2013/01/summary-of-1st-term-in-icts.html' title='Summary of the 1st term in ICT&#39;s'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09705053156481851011</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-6789841857381486813</id><published>2012-12-04T13:00:00.003+01:00</published><updated>2012-12-11T12:57:50.426+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2008"/><category scheme="http://www.blogger.com/atom/ns#" term="city"/><category scheme="http://www.blogger.com/atom/ns#" term="collaborative"/><category scheme="http://www.blogger.com/atom/ns#" term="died"/><category scheme="http://www.blogger.com/atom/ns#" term="Finland"/><category scheme="http://www.blogger.com/atom/ns#" term="Finnish"/><category scheme="http://www.blogger.com/atom/ns#" term="laskenglis"/><category scheme="http://www.blogger.com/atom/ns#" term="laskoicts"/><category scheme="http://www.blogger.com/atom/ns#" term="laskorain ikastola"/><category scheme="http://www.blogger.com/atom/ns#" term="Martti Ahtisaari"/><category scheme="http://www.blogger.com/atom/ns#" term="novel"/><category scheme="http://www.blogger.com/atom/ns#" term="novel prize"/><category scheme="http://www.blogger.com/atom/ns#" term="opinion"/><category scheme="http://www.blogger.com/atom/ns#" term="peace"/><category scheme="http://www.blogger.com/atom/ns#" term="peace novel prize"/><category scheme="http://www.blogger.com/atom/ns#" term="president"/><category scheme="http://www.blogger.com/atom/ns#" term="Stockholm"/><category scheme="http://www.blogger.com/atom/ns#" term="Sweden"/><category scheme="http://www.blogger.com/atom/ns#" term="winner"/><title type='text'>Martti Ahtisaari</title><content type='html'>&lt;br /&gt;
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&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Hi readers!&lt;/div&gt;
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&lt;a href=&quot;http://www.ucalgary.ca/convonews/files/convonews/images/Martti_Ahtisaari.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://www.ucalgary.ca/convonews/files/convonews/images/Martti_Ahtisaari.jpg&quot; width=&quot;239&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Today, I&#39;m going to talk about the Peace Novel prize winner in 2008: Martti Ahtisaari. Last day we look for the Novel Prize winners of the last 12 years (if you want to look who are click &lt;a href=&quot;https://docs.google.com/spreadsheet/ccc?key=0AgshD9p6k-EldENET0tnYzAza1IzSWZZblR1MkdwZ1E#gid=0&quot; target=&quot;_blank&quot;&gt;here&lt;/a&gt;), and then we had to choose one of those and write an article about him.&lt;/div&gt;
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Martti Ahtisaari was born in the 23 of June of 1937. He is a Finnish politician, the tenth President of Finland (1994–2000), Nobel Peace Prize laureate and United Nations diplomat and mediator, noted for his international peace work.&lt;/div&gt;
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Ahtisaari was a UN Special Envoy at the Kosovo status process negotiations, aimed at resolving a long dispute in Kosovo, which declared its independence from Serbia in 2008. In October 2008, he was awarded the Nobel Peace Prize &quot;for his efforts on several continents and over more than three decades, to resolve international conflicts&quot;. The Nobel statement said that Ahtisaari has played a prominent role in resolving many conflicts in Namibia; Aceh, Indonesia; Kosovo and Iraq, among other areas.&lt;br /&gt;
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I&#39;ve chosen he due to the fact I appreciate a lot him. I think he is a very good and generous man that had helped to many people. I hope he is going to continue in this way. I hope he is going to continue resolving international issues and saving the live of lots of people. &lt;/div&gt;
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Here you have the video of Martti Ahtisaari when he received the Peace Novel Prize in 2008 in Stockholm, Sweden:&lt;br /&gt;
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Let me know what you think leaving a comment bellow. &lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/6789841857381486813/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2012/12/martti-ahtisaari.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6789841857381486813'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6789841857381486813'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2012/12/martti-ahtisaari.html' title='Martti Ahtisaari'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09705053156481851011</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-6731615408673209792</id><published>2012-11-13T13:41:00.000+01:00</published><updated>2012-12-05T10:40:29.192+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="angry"/><category scheme="http://www.blogger.com/atom/ns#" term="atlanta"/><category scheme="http://www.blogger.com/atom/ns#" term="bank of america"/><category scheme="http://www.blogger.com/atom/ns#" term="city"/><category scheme="http://www.blogger.com/atom/ns#" term="collaborative"/><category scheme="http://www.blogger.com/atom/ns#" term="died"/><category scheme="http://www.blogger.com/atom/ns#" term="horror"/><category scheme="http://www.blogger.com/atom/ns#" term="kepaikt"/><category scheme="http://www.blogger.com/atom/ns#" term="laskenglis"/><category scheme="http://www.blogger.com/atom/ns#" term="laskoicts"/><category scheme="http://www.blogger.com/atom/ns#" term="laskorain ikastola"/><category scheme="http://www.blogger.com/atom/ns#" term="skeleto"/><category scheme="http://www.blogger.com/atom/ns#" term="skeleton"/><category scheme="http://www.blogger.com/atom/ns#" term="Story"/><title type='text'>Collaborative stories</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Hi readers!&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;These days we have been doing collavorative stories: one person starts doing the begining of his story and selecting the genre of it. Then, the partners of the group continues the story until the end. We were 6 in the group (goup D), and &lt;a href=&quot;https://docs.google.com/document/d/1gkBgGVEQkrph41Hmapm6SV70hJ8x4sVjxHKcMNXvcS8/edit&quot; target=&quot;_blank&quot;&gt;here&lt;/a&gt; you can see the original story, with different colours to know who wrote what. Here you have my story:&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Georgia, Times New Roman, serif; font-size: x-large;&quot;&gt;&lt;i&gt;&lt;u&gt;What I am?&lt;/u&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Georgia, Times New Roman, serif; font-size: x-large;&quot;&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;http://static.flickr.com/1259/1465507071_917063927d.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;256&quot; src=&quot;http://static.flickr.com/1259/1465507071_917063927d.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;i&gt;One dark and terrifying halloween night, the young Paul was walking back home in the empty streets of Atlanta, USA. He was dressed up like a skeleton. When he arrived home he fell asleep instantly as he was very tired. Suddenly, in the middle of the sleep, he waked because he felt cold. He looked at his arms, and he suprisely realized that they became into bones. Paul thought that it was just a nightmare and he fell asleep again. Next morning, he realized that it wasn’t just a nightmare, the true was that he became into a real skeleton.&lt;/i&gt;&lt;br /&gt;
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&lt;i&gt;At seven o’clock he woke up sweating and when he started to stand up he felt very weak. He felt so light! He went to the bathroom to clean his face and he realized that he was a real skeleton! He went to the kitchen and had breakfast but he couldn’t eat anything. All the food he ate fell to the floor. When he realized that he couldn’t do anything in his house he went to his parents house by car, in his Volkswagen Touran. He arrived to the house and knocked at the door. His mother opened the door and she said when she was opening the door before see him:   &lt;/i&gt;&lt;br /&gt;
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&lt;i&gt;-Good morning! Can I help yo... Aaaaaah!!!-she shouted.&lt;/i&gt;&lt;br /&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&amp;nbsp;&lt;/a&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;-Mom, it’s me! Don’t close the door! Mom!!!&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;-Go away, what are you?-she said before asking for help to her husband.&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;-I don’t know what is happening! I’m Paul, your son. Open the door, please!&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;But his mother didn’t open the door, and his father neither. He asked again for opening the door but, his father said that he was going to call the police, so he kept in silent and he thought “What can I do, I’m a monster, nobody want to help me!”.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://fsa.zedge.net/scale.php?img=Mi8zLzUvNy8xLTkyNTMyOTItMjM1NzI1Mi5qcGc&amp;amp;ctype=1&amp;amp;v=4&amp;amp;q=95&amp;amp;xs=620&amp;amp;ys=383&amp;amp;sig=d960a87638ceae4f88ffc19e2e8befd4e5ae74c9&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;265&quot; src=&quot;http://fsa.zedge.net/scale.php?img=Mi8zLzUvNy8xLTkyNTMyOTItMjM1NzI1Mi5qcGc&amp;amp;ctype=1&amp;amp;v=4&amp;amp;q=95&amp;amp;xs=620&amp;amp;ys=383&amp;amp;sig=d960a87638ceae4f88ffc19e2e8befd4e5ae74c9&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;i&gt;But suddenly he started to feel different, he felt a strong sensation that invades his body, and he started to thought, “If I am monster, I would made terrifying things, now is my chance” he was starting to feel really an evil person, no, as an evil skeleton. He started to kill every person that in his previous life didn’t like. His boss, the mother of his wife, the person that times ago was his teacher... But then, when he killed all people he didn’t like, he started to feel bored, so he started to kill every person in earth.&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;He didn’t care if they were children, elder people... One of those days, while he was killing all the people, he met with a man crying. He didn’t understand why he was like that, he didn’t know what where that water drops that were falling from his eyes. “These are tears, I’m crying because you have snatched my little daughter! I’ll never see him again because a stupid monster doesn’t know what are the feelings and the loss of someone you love. I hope you’ll burn in the hell!”. Suddenly, the monster started to feel guilty of all people that were alone without families, friends...etc. And while he was submerged in his thoughts the man hit him in the head and he lost the conscious. &lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;When he had recovered from the consciousness, he had a big headache. He realized that he was surrounded by some angry citizens.&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;-You have killed all my family, now I going to kill you!- said his neighbour-.&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;-You’re going to pay all the bad things that you have done, monster!- said the butcher of the town-.&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;a href=&quot;http://a1.s6img.com/cdn/0007/p/1439257_14646182_lz.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;http://a1.s6img.com/cdn/0007/p/1439257_14646182_lz.jpg&quot; width=&quot;167&quot; /&gt;&lt;/a&gt;&lt;i&gt;In that moment, he realized that he was in the roof of the Bank of America building, the highest point of Atlanta. He tried to escape but immediately the citizens through him from the roof. The roof was 312 meters high, it was impossible to survive. While he was falling down, he felt sorry of all the murders that he had done but when he crashed with the floor, he died.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;If you want to read my partners stories and see what I have written:&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://kepaikt.blogspot.com.es/2012/11/in-mountain.html&quot;&gt;Kepa Imaz&#39;s story&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://anderict.blogspot.com.es/2012/11/nightmare-night-it-was-dark-and-rainy.html&quot;&gt;Ander Belza&#39;s story&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://idoiasict.blogspot.com.es/2012/11/destiny-together.html&quot;&gt;Idoia Ecezai&#39;s story&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://greenbananaict.blogspot.com.es/2012/11/the-best-decision-it-was-summer-night.html&quot;&gt;Sara Birawis&#39;s story&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://usoa-aldazabal-icts-notebook.blogspot.com.es/2012/11/is-dragon-going-to-eat-me.html&quot;&gt;Usoa Aldazabal&#39;s story&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/6731615408673209792/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2012/11/collaborative-stories.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6731615408673209792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6731615408673209792'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2012/11/collaborative-stories.html' title='Collaborative stories'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09705053156481851011</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-292813991369310878</id><published>2012-10-14T12:55:00.002+02:00</published><updated>2012-12-11T13:00:00.593+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="airplane"/><category scheme="http://www.blogger.com/atom/ns#" term="England"/><category scheme="http://www.blogger.com/atom/ns#" term="Europe"/><category scheme="http://www.blogger.com/atom/ns#" term="Exmouth"/><category scheme="http://www.blogger.com/atom/ns#" term="games workshop"/><category scheme="http://www.blogger.com/atom/ns#" term="have fun."/><category scheme="http://www.blogger.com/atom/ns#" term="ikt"/><category scheme="http://www.blogger.com/atom/ns#" term="journey"/><category scheme="http://www.blogger.com/atom/ns#" term="laskenglis"/><category scheme="http://www.blogger.com/atom/ns#" term="laskoicts"/><category scheme="http://www.blogger.com/atom/ns#" term="laskorain ikastola"/><category scheme="http://www.blogger.com/atom/ns#" term="London"/><category scheme="http://www.blogger.com/atom/ns#" term="Mountlands language school"/><category scheme="http://www.blogger.com/atom/ns#" term="opinion"/><category scheme="http://www.blogger.com/atom/ns#" term="tourism"/><category scheme="http://www.blogger.com/atom/ns#" term="trip"/><category scheme="http://www.blogger.com/atom/ns#" term="UK"/><category scheme="http://www.blogger.com/atom/ns#" term="United Kingdom"/><category scheme="http://www.blogger.com/atom/ns#" term="warhammer"/><title type='text'>My trip to England</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;a href=&quot;http://www.internationalprojects.com/gfx/ip_maps/map_exmouth.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.internationalprojects.com/gfx/ip_maps/map_exmouth.png&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Hi readers!&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;In my second post I want to write about my trip to England this summer. Last year I won a grant of The Basque Government to go to England, to learn more English. I&#39;m sure that everybody knows where is England but if somebody doesn&#39;t know that England is part of The United Kingdom (UK) in Great Britain.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;I went to a small town (for them, because it has 40.000 inhabitants and my town has less than the half 18.000) called Exmouth. It is a port town and seaside resort in East Devon, sited on the east bank of the mouth of the River Exe. It is a pretty town with very nice people and enough shops. And more important, it is very near of Exeter, a city that is great for spending time: it has a bowling alley, historical monuments like a big cathedral... and also is great for shopping.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;We went a basque group formed by 30 people, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;we &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;all went with the scholarship. We were led by two leaders: one was from Anoeta and the other form Gasteiz.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.devonlink.co.uk/design/pictures/04exmouth.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.devonlink.co.uk/design/pictures/04exmouth.jpg&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;In Exmouth we stayed in a host family, but I changed family three times. I stayed in the first house two weeks. The house was far away from the centre of  the town but they provided me with a bus pass. The family was very funny and friendly. The bad point was that while I was there, they had to go on holidays, so, they changed me into another family. The second family, if you can name it like this, was formed by a fat old woman. The house was the dirtiest house I have ever been in! It was insufferable! All the house was covered by spiderwebs and the floor by her dog’s hair. There was food discarded in the kitchen and her cut nails were in the living room. She had all the house covered by dust, including two vacuums that she had! It was like staying in  a haunted house! Fortunately, they changed me from family after staying 5 days in hell. The third and last family was simply fantastic.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;In the morning I woke up by 7:30 (AM, XD), I had a shower, and I went to have breakfast. Then, I returned to my room and I played with my iPad. After, I went to the Mountlands language school by 9 AM. We stayed there for three hours and then, by 12 AM, we went to the main square, Strand. There we had the smallest lunch ever, the packed lunch. It was composed by a mini sandwich, a juice, and by a very hard apple. You can&#39;t think how hard &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;it &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;was. In the afternoon we did different activities, such as going to the pool, playing golf, playing different games, going bowling... And on Saturday we had a whole day activity.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;I did a lot of new friends with whom I still keep in touch. This summer was a gorgeous summer!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtt49njdufd8am4U-I0Q6TW7DueGc1MANDLl_wn33g8YNs4pyErSjeq7D2mQ9VeIxMHhasdMTUPudyzuso_Y4XIHQAwAnCI95ap8t2-QErD0riyn3GeXQyrMxKePPoO_KgjLpRf0f2W7KG/s1600/image+%282%29.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtt49njdufd8am4U-I0Q6TW7DueGc1MANDLl_wn33g8YNs4pyErSjeq7D2mQ9VeIxMHhasdMTUPudyzuso_Y4XIHQAwAnCI95ap8t2-QErD0riyn3GeXQyrMxKePPoO_KgjLpRf0f2W7KG/s400/image+%282%29.jpg&quot; /&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;You can comment below telling me your experience of this summer!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/292813991369310878/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2012/10/my-trip-to-england.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/292813991369310878'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/292813991369310878'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2012/10/my-trip-to-england.html' title='My trip to England'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtt49njdufd8am4U-I0Q6TW7DueGc1MANDLl_wn33g8YNs4pyErSjeq7D2mQ9VeIxMHhasdMTUPudyzuso_Y4XIHQAwAnCI95ap8t2-QErD0riyn3GeXQyrMxKePPoO_KgjLpRf0f2W7KG/s72-c/image+%282%29.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-6116546301340599486</id><published>2012-10-01T12:02:00.002+02:00</published><updated>2012-12-11T13:02:24.286+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="advantages"/><category scheme="http://www.blogger.com/atom/ns#" term="cons"/><category scheme="http://www.blogger.com/atom/ns#" term="disadvantages"/><category scheme="http://www.blogger.com/atom/ns#" term="Facebook"/><category scheme="http://www.blogger.com/atom/ns#" term="opinion"/><category scheme="http://www.blogger.com/atom/ns#" term="post"/><category scheme="http://www.blogger.com/atom/ns#" term="pros"/><category scheme="http://www.blogger.com/atom/ns#" term="pros and cons"/><category scheme="http://www.blogger.com/atom/ns#" term="risks"/><category scheme="http://www.blogger.com/atom/ns#" term="Social Network"/><category scheme="http://www.blogger.com/atom/ns#" term="Social Networks"/><category scheme="http://www.blogger.com/atom/ns#" term="Tuenti"/><category scheme="http://www.blogger.com/atom/ns#" term="Twitter"/><title type='text'>Starting with Social Networks</title><content type='html'>Hi readers!&lt;br /&gt;
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&lt;a href=&quot;http://www.infovark.com/blog/wp-content/uploads/2008/10/social-network.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;http://www.infovark.com/blog/wp-content/uploads/2008/10/social-network.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Are you thinking of opening an account in a Social Network? Well, if the answer is yes, I hope that this post help you.&lt;br /&gt;
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To start with this post I&#39;m going to explain the advantages and disadvantages that a Social Network has:&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Advantages:&lt;/span&gt;&lt;span style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;li&gt;&lt;span style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;You can be connected 24 hours with your friends.&lt;/span&gt;&lt;span style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt; &lt;/span&gt;&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;You can share photos, and see others photos too.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;internal-source-marker_0.5597675325064903&quot; style=&quot;background-color: transparent; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;You can speak with people that live or are far away.&lt;/span&gt;&lt;/span&gt;&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;internal-source-marker_0.5597675325064903&quot; style=&quot;background-color: transparent; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;You can play games with your friends.&lt;/span&gt;&lt;/span&gt;&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;internal-source-marker_0.5597675325064903&quot; style=&quot;background-color: transparent; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;You can comment on others photos and check it that you like it.&lt;/span&gt;&lt;/span&gt;&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;color: white; font-family: inherit;&quot;&gt;
&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;Disadvantages:&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;internal-source-marker_0.5597675325064903&quot; style=&quot;background-color: transparent; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;Somebody can damage your image, giving false information, sharing photos that you don’t want to be on the web...&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;internal-source-marker_0.5597675325064903&quot; style=&quot;background-color: transparent; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;There is very little privacy, your friends can see all you have done.&lt;/span&gt;&lt;/span&gt;&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt; &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span id=&quot;internal-source-marker_0.41400161335944463&quot; style=&quot;background-color: transparent; font-size: large; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;More people than you think can see your information: including photos, comments...&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;internal-source-marker_0.5597675325064903&quot; style=&quot;background-color: transparent; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;People can download your personal photos (they can do a screenshot when you don&#39;t allow to download it) and see all the information you give about your live. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;internal-source-marker_0.5597675325064903&quot; style=&quot;background-color: transparent; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;You can addict to it.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;internal-source-marker_0.5597675325064903&quot; style=&quot;background-color: transparent; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
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After reading these points if you have decided to enter in this world, the first thing that you have to do is select in what site do you want to open the account. If you live in Spain or in The Basque Country I think that the best page for you is Tuenti: is the most extended and used Network and it has nearly all options of more popular (out of Spain) ones like Facebook . But if you live outside I recommend Facebook if you want to speak with your friends share your photos... And twitter if you want to tell to all the world what are you doing.&lt;br /&gt;
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When you open the account, you have to have some things in your mind. One is that you have to restrict your account, because in default all people can see your profile and photos. The second thing is that you never, but never, you have to publish personal information like your telephone or address. And last, but not less, is to not stay all day in this networks, because to use it are OK and sometimes helpful, but if you are all day in, you are losing contact with your real friends, those that you meet in street and you speak physically.&lt;br /&gt;
Don&#39;t forget this last think, because see how can you finish. And&amp;nbsp;remember leave your comment bellow telling want you think about all this.&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/6116546301340599486/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2012/10/starting-with-social-networks.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6116546301340599486'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/6116546301340599486'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2012/10/starting-with-social-networks.html' title='Starting with Social Networks'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3035690949376132830.post-4179194607786274828</id><published>2012-09-12T10:36:00.002+02:00</published><updated>2012-09-12T10:36:40.650+02:00</updated><title type='text'>Welcome to my blog</title><content type='html'>Welcome to my own blog! I&#39;m Izadi Egizabal and I create this blog because I am studying ICT&#39;s in Laskorain ikastola (Basque country) in DBH4 (Secondary). I am going to publish here all my ICT&#39;s works for all you. Follow me in this experience, this will be gorgeous!</content><link rel='replies' type='application/atom+xml' href='http://izadict.blogspot.com/feeds/4179194607786274828/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://izadict.blogspot.com/2012/09/welcome-to-my-blog.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/4179194607786274828'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3035690949376132830/posts/default/4179194607786274828'/><link rel='alternate' type='text/html' href='http://izadict.blogspot.com/2012/09/welcome-to-my-blog.html' title='Welcome to my blog'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09705053156481851011</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>