<?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-8902149162801540126</id><updated>2024-10-05T04:02:18.968+02:00</updated><category term="Giochi on-line"/><category term="Blogger"/><category term="CSS"/><category term="Engineering"/><category term="Meteo"/><category term="Webcam"/><category term="Snowboard"/><category term="Guadagnare"/><category term="SimplyPoint"/><category term="Video - Lezioni"/><category term="Chromebook"/><title type='text'>SIMPLYPOINT</title><subtitle type='html'>=All I Need=</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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>69</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-7602473273667037693</id><published>2018-12-28T18:07:00.001+01:00</published><updated>2018-12-28T18:14:04.902+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blogger"/><title type='text'>Recent posts for Blogger</title><content type='html'>&lt;img src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkIh9pbfPZlagYXtYr-n5YEHt4fW9ihqOlSHlV-J5nW0fMOrvfCPQ3m4wdpXnDFm1j0Y4f9FaZgRCUEYJpxYIlj52PABFcSA9GrIUbMpoE7L1HJCgAam0c39vB3OElSRB24J406Ij1BjM/s1600/Screenshot+2018-12-28+at+18.06.34.png&quot; /&gt;&lt;h2&gt;Some trick to showing your latest posts to your blog visitors in any place, also inside the posts or static page.&amp;nbsp;&lt;/h2&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;The simplest mode is to use the feedburner code; you can find in the feedburner page under Publicize&amp;gt;BuzzBoost (republish your feed as html) where you can personalize with some Little settings:&lt;br /&gt;
&lt;div&gt;&lt;blockquote class=&quot;tr_bq&quot;&gt;&amp;lt;script src=&quot;http://feeds.feedburner.com/Simplypoint?format=sigpro&quot; type=&quot;text/javascript&quot; &amp;gt;&amp;lt;/script&amp;gt;&amp;lt;noscript&amp;gt;&amp;lt;p&amp;gt;Subscribe to RSS headline updates from: &amp;lt;a href=&quot;http://feeds.feedburner.com/Simplypoint&quot;&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;br/&amp;gt;Powered by FeedBurner&amp;lt;/p&amp;gt; &amp;lt;/noscript&amp;gt;&lt;/blockquote&gt;&lt;div&gt;but you can use the css to improve somethings, for example:&lt;/div&gt;&lt;div&gt;&lt;blockquote class=&quot;tr_bq&quot;&gt;div#creditfooter {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; display: none;&lt;br /&gt;
}&lt;br /&gt;
div#Simplypointcf8bbru4lio50oknt23hl9235s ul {&lt;br /&gt;
&amp;nbsp; list-style: none;&lt;br /&gt;
}&lt;br /&gt;
div#Simplypointcf8bbru4lio50oknt23hl9235s a {&lt;br /&gt;
&amp;nbsp; text-decoration: underline;&lt;br /&gt;
}&lt;/blockquote&gt;&lt;/div&gt;&lt;div&gt;The second way is add this code, which it have a lot of settings:&lt;br /&gt;
&lt;div&gt;&lt;blockquote class=&quot;tr_bq&quot;&gt;&amp;lt;style type=&quot;text/css&quot;&amp;gt;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; img.recent-post-thumbnail{float:right;height:50px;width:50px;margin:0px 0px 0px 0px;-webkit-border-radius:50%;-moz-border-radius:50%;border-radius:50%;padding:3px;background: #fff}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; ul.recent-posts-wrap {background: #fff;list-style-type: none; margin: 5px 0px 5px 0px; padding: 0px;font:12px &#39;Ubuntu Condensed&#39;, sans-serif;}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; ul.recent-posts-wrap li:nth-child(1n+0) {background: #FCD092; width: 94%}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; ul.recent-posts-wrap li:nth-child(2n+0) {background: #FFE0B4; width: 94%}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; ul.recent-posts-wrap li:nth-child(3n+0) {background: #FFF59E; width: 94%;}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; ul.recent-posts-wrap li:nth-child(4n+0) {background: #E1EFA0; width: 94%;}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; ul.recent-posts-wrap li:nth-child(5n+0) {background: #B1DAEF; width: 94%;}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; ul.recent-posts-wrap li {padding:5px 10px;list-style-type: none; margin: 0 0 -5px; color: #777;}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; .recent-posts-wrap a { text-decoration:none; }&amp;nbsp; &lt;br /&gt;
&amp;nbsp; .recent-posts-wrap a:hover { color: #222;}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; .post-date {color:#e0c0c6; font-size: 11px; }&amp;nbsp; &lt;br /&gt;
&amp;nbsp; .recent-post-title a {font-size: 14px;font-weight: bold;color: #444;}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; .recent-post-title {padding: 6px 0px;}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; .recent-posts-details a{ color: #222;}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; .recent-posts-details {padding: 5px 0px 5px; }&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;lt;/style&amp;gt;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;lt;script type=&quot;text/javascript&quot;&amp;gt;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; function showrpwiththumbs(t){document.write(&#39;&amp;lt;ul class=&quot;recent-posts-wrap&quot;&amp;gt;&#39;);for(var e=0;e&amp;lt;posts_number;e++){var r,n=t.feed.entry[e],i=n.title.$t;if(e==t.feed.entry.length)break;for(var o=0;o&amp;lt;n.link.length;o++){if(&quot;replies&quot;==n.link[o].rel&amp;amp;&amp;amp;&quot;text/html&quot;==n.link[o].type)var l=n.link[o].title,m=n.link[o].href;if(&quot;alternate&quot;==n.link[o].rel){r=n.link[o].href;break}}var u;try{u=n.media$thumbnail.url}catch(h){s=n.content.$t,a=s.indexOf(&quot;&amp;lt;img&quot;),b=s.indexOf(&#39;src=&quot;&#39;,a),c=s.indexOf(&#39;&quot;&#39;,b+5),d=s.substr(b+5,c-b-5),u=-1!=a&amp;amp;&amp;amp;-1!=b&amp;amp;&amp;amp;-1!=c&amp;amp;&amp;amp;&quot;&quot;!=d?d:&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj46lDnkYudy04S_qr9V3ilNXNyr_hv5uax0MlhyP2SmIzkpIL5ILdZjzTm-25ELARVM3yU4lFWxHCNdW606Jep9Llt3xENryxTPpNjUoYuB-ENMDEuD3zVvAzGgD09O_mOGvYyh3f9aM4F/s1600/no-thumb.png&quot;}var p=n.published.$t,f=p.substring(0,4),g=p.substring(5,7),v=p.substring(8,10),w=new Array;if(w[1]=&quot;Jan&quot;,w[2]=&quot;Feb&quot;,w[3]=&quot;Mar&quot;,w[4]=&quot;Apr&quot;,w[5]=&quot;May&quot;,w[6]=&quot;Jun&quot;,w[7]=&quot;Jul&quot;,w[8]=&quot;Aug&quot;,w[9]=&quot;Sep&quot;,w[10]=&quot;Oct&quot;,w[11]=&quot;Nov&quot;,w[12]=&quot;Dec&quot;,document.write(&#39;&amp;lt;li class=&quot;recent-posts-list&quot;&amp;gt;&#39;),1==showpostswiththumbs&amp;amp;&amp;amp;document.write(&#39;&amp;lt;a href=&quot;&#39;+r+&#39;&quot;&amp;gt;&amp;lt;img class=&quot;recent-post-thumbnail&quot; src=&quot;&#39;+u+&#39;&quot;/&amp;gt;&amp;lt;/a&amp;gt;&#39;),document.write(&#39;&amp;lt;div class=&quot;recent-post-title&quot;&amp;gt;&amp;lt;a href=&quot;&#39;+r+&#39;&quot; target =&quot;_top&quot;&amp;gt;&#39;+i+&quot;&amp;lt;/a&amp;gt;&amp;lt;/div&amp;gt;&quot;),&quot;content&quot;in n)var A=n.content.$t;else if(&quot;summary&quot;in n)var A=n.summary.$t;else var A=&quot;&quot;;var k=/&amp;lt;\S[^&amp;gt;]*&amp;gt;/g;if(A=A.replace(k,&quot;&quot;),1==post_summary)if(A.length&amp;lt;summary_chars)document.write(A);else{A=A.substring(0,summary_chars);var y=A.lastIndexOf(&quot; &quot;);A=A.substring(0,y),document.write(A+&quot;...&quot;)}var _=&quot;&quot;,$=0;document.write(&#39;&amp;lt;br&amp;gt;&amp;lt;div class=&quot;recent-posts-details&quot;&amp;gt;&#39;),1==posts_date&amp;amp;&amp;amp;(_=_+w[parseInt(g,10)]+&quot; &quot;+v+&quot; &quot;+f,$=1),1==insidereadmorelink&amp;amp;&amp;amp;(1==$&amp;amp;&amp;amp;(_+=&quot; | &quot;),_=_+&#39;&amp;lt;a href=&quot;&#39;+r+&#39;&quot; class=&quot;url&quot; target =&quot;_top&quot;&amp;gt;Read more&amp;lt;/a&amp;gt;&#39;,$=1),1==showcomments&amp;amp;&amp;amp;(1==$&amp;amp;&amp;amp;(_+=&quot; &amp;lt;br&amp;gt; &quot;),&quot;1 Comments&quot;==l&amp;amp;&amp;amp;(l=&quot;1 Comment&quot;),&quot;0 Comments&quot;==l&amp;amp;&amp;amp;(l=&quot;No Comments&quot;),l=&#39;&amp;lt;a href=&quot;&#39;+m+&#39;&quot; target =&quot;_top&quot;&amp;gt;&#39;+l+&quot;&amp;lt;/a&amp;gt;&quot;,_+=l,$=1),document.write(_),document.write(&quot;&amp;lt;/div&amp;gt;&quot;),document.write(&quot;&amp;lt;/li&amp;gt;&quot;)}document.write(&quot;&amp;lt;/ul&amp;gt;&quot;)}&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;lt;/script&amp;gt;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;lt;script type=&quot;text/javascript&quot;&amp;gt;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; var posts_number = 7;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; var showpostswiththumbs = true;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; var insidereadmorelink = false;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; var showcomments = false;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; var posts_date = false;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; var post_summary = true;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; var summary_chars = 70;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;lt;/script&amp;gt;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;lt;script src=&quot;/feeds/posts/default?orderby=published&amp;amp;alt=json-in-script&amp;amp;callback=showrpwiththumbs&quot;&amp;gt;&amp;lt;/script&amp;gt;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;lt;noscript&amp;gt;Your browser does not support JavaScript!&amp;lt;/noscript&amp;gt;&lt;/blockquote&gt;You can find other code &lt;a href=&quot;https://www.wonderkrish.com/2018/05/best-recent-post-widget-for-blogger.html&quot; target=&quot;_blank&quot;&gt;here&lt;/a&gt;.&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/7602473273667037693/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/12/recent-posts-for-blogger.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/7602473273667037693'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/7602473273667037693'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/12/recent-posts-for-blogger.html' title='Recent posts for Blogger'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkIh9pbfPZlagYXtYr-n5YEHt4fW9ihqOlSHlV-J5nW0fMOrvfCPQ3m4wdpXnDFm1j0Y4f9FaZgRCUEYJpxYIlj52PABFcSA9GrIUbMpoE7L1HJCgAam0c39vB3OElSRB24J406Ij1BjM/s72-c/Screenshot+2018-12-28+at+18.06.34.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-4894163400697127696</id><published>2018-12-06T21:10:00.001+01:00</published><updated>2018-12-06T21:16:45.238+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CSS"/><title type='text'>CSS vertical-align width table-cell</title><content type='html'>&lt;img 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&quot; /&gt; &lt;h2&gt;A simple method to vertically aligning a content with css.&lt;/h2&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;strong style=&quot;font-size: 1.2em;&quot;&gt;html:&lt;/strong&gt;&lt;br /&gt;
&lt;pre&gt;&amp;lt;div id=&quot;parent&quot;&amp;gt;
  &amp;lt;div id=&quot;child&quot;&amp;gt;Content here&amp;lt;/div&amp;gt;
&amp;lt;/div&amp;gt;
 
&lt;strong style=&quot;font-size: 1.2em;&quot;&gt;css:&lt;/strong&gt;
#parent {display: table}

#child {
  display: table-cell;
  vertical-align: middle;
 }
 
&lt;strong style=&quot;font-size: 1.2em;&quot;&gt;IE Fix:&lt;/strong&gt;
child {display: inline-block}&lt;/pre&gt;</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/4894163400697127696/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/12/css-vertical-align-width-table-cell.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/4894163400697127696'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/4894163400697127696'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/12/css-vertical-align-width-table-cell.html' title='CSS vertical-align width table-cell'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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-8902149162801540126.post-826758454376842262</id><published>2018-12-03T23:53:00.001+01:00</published><updated>2018-12-28T16:34:27.669+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CSS"/><title type='text'>CSS Combinator: sibling selector (~)</title><content type='html'>&lt;img 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&quot; /&gt; &lt;h2&gt;It selects all elements that are siblings a specified element. &lt;/h2&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&quot;siblings&quot; means &quot;brother or sister&quot;&lt;br /&gt;
The different between&amp;nbsp;adjacent sibling selector (+) is that It not select the immediatly after&lt;br /&gt;
element buttare all siblings elements.&lt;br /&gt;
&lt;br /&gt;
In case before:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;&amp;lt;div class=&quot;a&quot;&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Paragraph a in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;&amp;lt;div class=&quot;a-a&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&amp;nbsp; &amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: lime;&quot;&gt;&amp;lt;div class=&quot;a-b&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-b in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp;&lt;span style=&quot;color: lime;&quot;&gt; &amp;nbsp; &amp;nbsp;&amp;lt;div class=&quot;a-b&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-c in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;/blockquote&gt;to select &quot;a-b&quot; classes, the rule is:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;.a-a&lt;/span&gt; ~ &lt;span style=&quot;color: lime;&quot;&gt;.a-b &lt;/span&gt;{&amp;nbsp; &lt;br /&gt;
}&lt;/blockquote&gt;An example:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;&amp;lt;div class=&quot;a&quot;&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Paragraph a in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;&amp;lt;div class=&quot;a-a&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: lime;&quot;&gt;&amp;lt;div class=&quot;a-b&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-b in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;div class=&quot;a-b-a&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;p&amp;gt;Paragraph a-b-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;div class=&quot;a-b-a-a&quot;&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;p&amp;gt;Paragraph a-b-a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;/div&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;div class=&quot;a-c&quot;&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-c in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&quot;a&quot;&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Paragraph a in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;&amp;lt;div class=&quot;a-a&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: lime;&quot;&gt;&amp;lt;div class=&quot;a-b&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: lime;&quot;&gt;&amp;lt;div class=&quot;a-b&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-b in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;div class=&quot;a-b-a&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;p&amp;gt;Paragraph a-b-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;div class=&quot;a-b-a-a&quot;&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;p&amp;gt;Paragraph a-b-a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;/div&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;div class=&quot;a-c&quot;&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-c in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;/blockquote&gt;If I declare:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;.a &lt;span style=&quot;color: red;&quot;&gt;.a-a&lt;/span&gt; ~ &lt;span style=&quot;color: lime;&quot;&gt;.a-b&lt;/span&gt; .a-b-a-a {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; background-color: yellow;&lt;br /&gt;
}&lt;/blockquote&gt;the result is:&lt;br /&gt;
&amp;nbsp;&lt;img 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&quot; /&gt;&lt;br /&gt;
where is visibile that all a-b-a-a paragraphs are yellow background because a-b-a-a paragraph is &quot;sibling&quot; of a-a paragraphs.</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/826758454376842262/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/12/css-combinator-sibling-selector.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/826758454376842262'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/826758454376842262'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/12/css-combinator-sibling-selector.html' title='CSS Combinator: sibling selector (~)'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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-8902149162801540126.post-947854422479340592</id><published>2018-11-30T00:28:00.002+01:00</published><updated>2018-12-03T23:55:25.052+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CSS"/><title type='text'>CSS Combinator: adjacent sibling selector (+)</title><content type='html'>&lt;img 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&quot; /&gt;
&lt;h2&gt;
It selects all elements that are placed immediately after a specified element.
&lt;/h2&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&quot;adjacent&quot; means &quot;immediately following&quot;&lt;br /&gt;
&quot;siblings&quot; means &quot;brother or sister&quot;&lt;br /&gt;
&lt;br /&gt;
In case before:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;lt;div class=&quot;a&quot;&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Paragraph a in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;&amp;lt;div class=&quot;a-a&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&amp;nbsp; &amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: lime;&quot;&gt;&amp;lt;div class=&quot;a-b&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-b in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;div class=&quot;a-c&quot;&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-c in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;/blockquote&gt;
to select &quot;a-b&quot; class, the rule is:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;.a-a&lt;/span&gt; + &lt;span style=&quot;color: lime;&quot;&gt;.a-b &lt;/span&gt;{&amp;nbsp; &lt;br /&gt;
}&lt;/blockquote&gt;
An example:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;lt;div class=&quot;a&quot;&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Paragraph a in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;&amp;lt;div class=&quot;a-a&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: lime;&quot;&gt;&amp;lt;div class=&quot;a-b&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-b in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;div class=&quot;a-b-a&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;p&amp;gt;Paragraph a-b-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;div class=&quot;a-b-a-a&quot;&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;p&amp;gt;Paragraph a-b-a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;/div&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;div class=&quot;a-c&quot;&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-c in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;div class=&quot;a&quot;&amp;gt;&lt;br /&gt;
&amp;lt;p&amp;gt;Paragraph a in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;&amp;lt;div class=&quot;a-a&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;/span&gt;&amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: lime;&quot;&gt;&amp;lt;div class=&quot;a-b&quot;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-a in the div.&amp;lt;/p&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;div class=&quot;a-b&quot;&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-b in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;div class=&quot;a-b-a&quot;&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;p&amp;gt;Paragraph a-b-a in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;div class=&quot;a-b-a-a&quot;&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;p&amp;gt;Paragraph a-b-a-a in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;div class=&quot;a-c&quot;&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;p&amp;gt;Paragraph a-c in the div.&amp;lt;/p&amp;gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;/blockquote&gt;
If I declare:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
.a &lt;span style=&quot;color: red;&quot;&gt;.a-a&lt;/span&gt; + &lt;span style=&quot;color: lime;&quot;&gt;.a-b&lt;/span&gt; .a-b-a-a {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; background-color: yellow;&lt;br /&gt;
}&lt;/blockquote&gt;
the result is:&lt;br /&gt;
&amp;nbsp;&lt;img 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&quot; /&gt;&lt;br /&gt;
where is visibile that only first a-b-a-a paragraph is yellow background because a-b-a-a paragraph is &quot;immediately following&quot; and &quot;sibling&quot; of a-a paragraph.</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/947854422479340592/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/11/css-combinator-adjacent-sibling-selector.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/947854422479340592'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/947854422479340592'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/11/css-combinator-adjacent-sibling-selector.html' title='CSS Combinator: adjacent sibling selector (+)'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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-8902149162801540126.post-1138057133312262996</id><published>2018-11-04T18:25:00.002+01:00</published><updated>2018-12-27T19:21:56.907+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chromebook"/><title type='text'>How to install Cad 2D-3D (FreeCad) with Linux in your Chromebook</title><content type='html'>&lt;img height=&quot;112&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;h2&gt;A short video tutorial to show step by step how to install FreeCad (or any other CAD or linux program) in our chromebooks thanks to the crostini project (available with the Google Chrome OS 70.0 update). &lt;/h2&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;iframe allow=&quot;accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/DXrtK4gbq5Y&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/1138057133312262996/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/11/how-to-install-cad-2d-3d-freecad-with.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/1138057133312262996'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/1138057133312262996'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/11/how-to-install-cad-2d-3d-freecad-with.html' title='How to install Cad 2D-3D (FreeCad) with Linux in your Chromebook'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/DXrtK4gbq5Y/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-7157916199799921871</id><published>2018-08-22T23:44:00.000+02:00</published><updated>2018-12-04T23:44:35.455+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CSS"/><title type='text'>Pseudo classe di negazione :not() per escludere un elemento/classe</title><content type='html'>&lt;img 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&quot; /&gt;&lt;h2&gt;Sicuramente prima o poi si avrà la necessità di dichiarare qualche proprietà a livello CSS con alcune limitazioni/eccezioni.&lt;br /&gt;
Uno strumento che permetterà in poco tempo di risolvere il problema è la pseudo classe di negazione :not().&lt;/h2&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Ad esempio se si volesse definire l&#39;altezza di tutte le immagini:&lt;br /&gt;
&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;img {&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &amp;nbsp;height:10em;&lt;br /&gt;
&lt;br /&gt;
}&lt;/blockquote&gt;Se invece volessi imporre l&#39;altezza di tutte le immagini tranne quelle dichiarate .larghe:&lt;br /&gt;
&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;img:not(.larghe) {&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &amp;nbsp;height:10em;&lt;br /&gt;
&lt;br /&gt;
}&lt;/blockquote&gt;Nel caso di questo blog si&lt;br /&gt;
&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;.post-body.entry-content img:not(.pbtthumbimg) {&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &amp;nbsp; float: left;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &amp;nbsp; margin: 0px 10px 5px 0px;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &amp;nbsp; width: auto;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &amp;nbsp; height: 10em;&lt;br /&gt;
&lt;br /&gt;
}&lt;/blockquote&gt;</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/7157916199799921871/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/08/pseudo-classe-di-negazione-not-per.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/7157916199799921871'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/7157916199799921871'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/08/pseudo-classe-di-negazione-not-per.html' title='Pseudo classe di negazione :not() per escludere un elemento/classe'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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-8902149162801540126.post-8732042134144365395</id><published>2018-08-22T22:07:00.001+02:00</published><updated>2018-12-04T23:34:08.882+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CSS"/><title type='text'>Applicare proprietà CSS specifiche ad elementi annidati nella struttura</title><content type='html'>&lt;img 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&quot; /&gt;&lt;br /&gt;
&lt;h2&gt;
Capita di avere la necessità di applicare alcune proprietà singolari a solamente alcuni elementi del nostro sito, lasciando inalterati tutti gli atri.&lt;/h2&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Un esempio potrebbe essere quello delle immagini: vogliamo che abbiano certe caratteristiche all&#39;interno dell&#39;articolo mentre altre ad esempio nella siderbar.
&lt;br /&gt;
Ci sono diverse strade (tra cui l&#39;applicazioni di particolari classi che vanno di volta in volta richiamate). Per togliermi ogni pensiero io utilizzo i selettori figlio o combinatore figlio ma più in generale sui selettori discendenti, ovvero sul fatto che i CSS si basano sull&#39;eredità degli elementi. A questo punto basta conoscere la struttura della pagina per ricavare l&#39;annidamento degli elementi e quindi applicare certi stili solo ad elementi selezionati.&lt;br /&gt;
Ad esempio:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;lt;div&amp;gt;&lt;br /&gt;
&amp;lt;img class=&quot;immagine&quot;&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;/blockquote&gt;
&lt;div&gt;
per applicare uno stile all&#39;elemento img (con il vantaggio di non dover dichiarare e richiamare la classe .immagine):&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
div img {color: blue;}&lt;/blockquote&gt;
&lt;div&gt;
oppure, se si vuole, si può sempre applicare alla classe .immagine:&lt;/div&gt;
&lt;div&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
div .immagine {color: blue;}&lt;/blockquote&gt;
&lt;br /&gt;
E&#39; possibile specificare ulteriormente l&#39;annidamento in modo da restringere maggiormente l&#39;applicazione delle proprietà desiderate. Per far ciò si utilizza l&#39;operatore &quot;&amp;gt;&quot; che stà ad indicare che andremmo a considerare solamente l&#39;elemento direttamente figlio.&lt;br /&gt;
Se dichiaro:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
div &amp;gt; img {color: blue;}&lt;/blockquote&gt;
funziona nel caso:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;lt;div&amp;gt;&lt;br /&gt;
&amp;lt;img&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;/blockquote&gt;
ma non nel caso(poiché non è direttamente un figlio del div ma un suo discendente):&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;lt;div&amp;gt;&lt;br /&gt;
&amp;lt;a&amp;gt;&lt;br /&gt;
&amp;lt;img&amp;gt;&lt;br /&gt;
&amp;lt;/a&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&lt;/blockquote&gt;
&lt;br /&gt;
Lo trovo molto utile per andare a &quot;confinare&quot; alcune proprietà in modo mirato.&lt;br /&gt;
Nel caso di questo blog avevo la necessità di applicare alcune proprietà alle immagini all&#39;interno dei post, lasciando inalterate tutte le altre. Per fare ciò ho usato i selettori discendenti più il pseudo selettore :not() per escludere una classe in particolare.&lt;br /&gt;
E&#39; bastato dichiarare:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
.post-body.entry-content img:not(.pbtthumbimg) {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; float: left;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; margin: 0px 10px 5px 0px;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; width: auto;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; height: 10em;&lt;br /&gt;
}&lt;/blockquote&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/8732042134144365395/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/08/applicare-proprieta-css-specifiche-ad.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/8732042134144365395'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/8732042134144365395'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/08/applicare-proprieta-css-specifiche-ad.html' title='Applicare proprietà CSS specifiche ad elementi annidati nella struttura'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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-8902149162801540126.post-2256959401748182501</id><published>2018-08-19T15:30:00.002+02:00</published><updated>2018-12-04T23:35:21.611+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CSS"/><title type='text'>Sottolineare testo sopra e sotto tramite CSS</title><content type='html'>&lt;img 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&quot; /&gt;&lt;br /&gt;
&lt;h2&gt;
Adoro aggiungere ai titoli la sottolineatura sopra e sotto. Dà un senso di importanza ma soprattutto visivamente delimita chiaramente gli argomenti/articoli. Tutto è nato su carta ma non potevo fare a meno di vederle anche sul blog!&lt;/h2&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
Per aggiungere la sottolineatura sopra e sotto al testo aggiungere nelle proprietà CSS:&lt;br /&gt;
&lt;div&gt;
&lt;div&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
text-decoration: overline underline;&lt;/blockquote&gt;
&lt;/div&gt;
&lt;div&gt;
Per ottimizzare la sottolineatura inferiore consiglio di aggiungere:&lt;/div&gt;
&lt;div&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
text-underline-position: under;&lt;/blockquote&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
E&#39; possibile personalizzare moltre altre proprietà: consiglio la lettura del seguente link&lt;/div&gt;
&lt;div&gt;
&lt;a href=&quot;https://css-tricks.com/styling-underlines-web/&quot;&gt;https://css-tricks.com/styling-underlines-web/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Un alternativa molto valida e che prediligo è quella di utilizzare i bordi. Questo permette di sottolineare non solo il testo ma un&#39;area ben definitva, risultando in alcuni casi molto più ordinato.&lt;br /&gt;
Nel caso dei titoli dei post del seguente blog è stato utilizzato:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
border-style: solid;&lt;br /&gt;
border-width: 2px 0;&lt;/blockquote&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/2256959401748182501/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/08/testo-sottolineato-sopra-e-sotto.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2256959401748182501'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2256959401748182501'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/08/testo-sottolineato-sopra-e-sotto.html' title='Sottolineare testo sopra e sotto tramite CSS'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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-8902149162801540126.post-2600159726338232742</id><published>2018-05-18T20:37:00.000+02:00</published><updated>2018-12-04T22:16:52.288+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blogger"/><title type='text'>Come installare font per personalizzare sito/blog</title><content type='html'>&lt;div style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;
&lt;img 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&quot; /&gt;Guida semplice per installare/inserire dei font di Google per personalizzare il proprio sito/blog. Non sarà richiesta nessuna installazione all&#39;interno del proprio server. Al contrario risulterà un semplice link di richiamo risultando una banale operazione di copia ed incolla.&lt;/div&gt;
&lt;br /&gt;
1. Andare su&amp;nbsp;&lt;a href=&quot;https://fonts.google.com/&quot;&gt;https://fonts.google.com/&lt;/a&gt;&lt;br /&gt;
2. Cercare il font desiderato&lt;br /&gt;
3a. Nel proprio codice tra &amp;lt;head&amp;gt;&amp;lt;/head&amp;gt; inserire il link suggerito ad esempio:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;lt;link href=&quot;https://fonts.googleapis.com/css?family=Anton&quot; rel=&quot;stylesheet&quot;&amp;gt;&amp;nbsp;&lt;/blockquote&gt;
ricordandosi di modificarlo inserendo &quot;/&quot;in chiusura così:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;lt;link href=&quot;https://fonts.googleapis.com/css?family=Anton&quot; rel=&quot;stylesheet&quot;&lt;span style=&quot;color: red;&quot;&gt;/&lt;/span&gt;&amp;gt;&lt;/blockquote&gt;
3b.oppure&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;lt;style&amp;gt;&lt;br /&gt;
@import url(&#39;https://fonts.googleapis.com/css?family=Anton&#39;);&lt;br /&gt;
&amp;lt;/style&amp;gt;&lt;/blockquote&gt;
4. Per richiamare il font da CSS:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
font-family: &#39;Anton&#39;, sans-serif;&lt;/blockquote&gt;
Nel mio caso ho inserito:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;lt;link href=&quot;https://fonts.googleapis.com/css?family=Amatic+SC&quot; rel=&quot;stylesheet&quot;&amp;gt;&amp;lt;/link&amp;gt;&lt;br /&gt;
&amp;lt;link href=&quot;https://fonts.googleapis.com/css?family=Anton&quot; rel=&quot;stylesheet&quot;&amp;gt;&amp;lt;/link&amp;gt;&lt;/blockquote&gt;
</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/2600159726338232742/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/05/blogger-installare-font-per.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2600159726338232742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2600159726338232742'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/05/blogger-installare-font-per.html' title='Come installare font per personalizzare sito/blog'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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-8902149162801540126.post-6737136483075702683</id><published>2018-05-16T22:55:00.000+02:00</published><updated>2018-05-16T22:55:21.058+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blogger"/><title type='text'>Blogger | Invertire nome blog con titolo post</title><content type='html'>Prima:&lt;br /&gt;
Simplypoint: Blogger | Invertire nome blog con titolo post&lt;br /&gt;
Dopo:&lt;br /&gt;
Blogger | Invertire nome blog con titolo post | Simplypoint&lt;br /&gt;
&lt;br /&gt;
Perchè?&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Maggiore probabilità di click da parte degli utenti in quanto viene velocizzata la comprensione della descrizione del titolo e quindi del contenuto del post.&lt;/li&gt;
&lt;li&gt;Nel caso di nome del blog lungo prima del titolo del post, quest&#39;ultimo viene tagliato dalle ricerche di Google peggiorandone la posizione&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
Cercare:&lt;br /&gt;
&lt;textarea rows=&quot;1&quot;&gt;&lt;title&gt;&lt;data:view.title.escaped/&gt;&lt;/title&gt;&lt;/textarea&gt;&lt;br /&gt;
oppure:&lt;br /&gt;
&lt;textarea rows=&quot;1&quot;&gt;&lt;title&gt;&lt;data:view.title.escaped/&gt;&lt;/title&gt;&lt;/textarea&gt;&lt;br /&gt;
&lt;br /&gt;
e sostituirlo con:&lt;br /&gt;
&lt;textarea rows=&quot;5&quot;&gt;&lt;b:if cond=&#39;data:blog.pageType == &quot;index&quot;&#39;&gt;&lt;br /&gt;
  &lt;title&gt;&lt;data:blog.title/&gt;&lt;/title&gt;&lt;br /&gt;
&lt;b:else/&gt;&lt;br /&gt;
  &lt;title&gt;&lt;data:blog.pageName/&gt; |  &lt;data:blog.title/&gt;&lt;/title&gt;&lt;br /&gt;
&lt;/b:if&gt;&lt;/textarea&gt;&lt;br /&gt;
&lt;br /&gt;
Note:&lt;br /&gt;
è possibile sostituire &quot;|&quot; con altri simboli</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/6737136483075702683/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2018/05/blogger-invertire-nome-blog-con-titolo.html#comment-form' title='1 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/6737136483075702683'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/6737136483075702683'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/05/blogger-invertire-nome-blog-con-titolo.html' title='Blogger | Invertire nome blog con titolo post'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-1282414376027593562</id><published>2018-05-11T21:42:00.002+02:00</published><updated>2018-05-11T22:02:45.866+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blogger"/><title type='text'>Blogger | Nascondere &quot;Visualizzazione dei post con l&#39;etichetta ...&quot;</title><content type='html'>&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/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s1600-h/blogger_logo2.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; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s320/blogger_logo2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Eliminare:
&lt;textarea rows=&quot;14&quot;&gt;&lt;div class=&#39;post-filter-message&#39;&gt;
&lt;div&gt;
&lt;b:if cond=&#39;data:view.isArchive&#39;&gt;
&lt;data:view.archive.rangeMessage/&gt;
&lt;b:elseif cond=&#39;data:view.isSearch and data:view.search.resultsMessageHtml&#39;/&gt;
&lt;data:view.search.resultsMessageHtml/&gt;
&lt;/b:if&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;a class=&#39;flat-button ripple&#39; expr:href=&#39;data:blog.homepageUrl&#39;&gt;
&lt;data:messages.showAll/&gt;
&lt;/a&gt;
&lt;/div&gt;
&lt;/div&gt;&lt;/textarea&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/1282414376027593562'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/1282414376027593562'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/05/blogger-nascondere-visualizzazione-dei.html' title='Blogger | Nascondere &quot;Visualizzazione dei post con l&#39;etichetta ...&quot;'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s72-c/blogger_logo2.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-118959701668213635</id><published>2018-05-11T19:43:00.000+02:00</published><updated>2018-05-11T20:19:34.779+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CSS"/><title type='text'>CSS | Textarea</title><content type='html'>Esempio:&lt;br /&gt;
&lt;br /&gt;
&lt;textarea rows=&quot;10&quot;&gt;
textarea {
    width: 100%;
    height: 150px;
    padding: 12px 20px;
    box-sizing: border-box;
    border: 2px solid #ccc;
    border-radius: 4px;
    background-color: #f8f8f8;
    resize: none;
}&lt;/textarea&gt;
&lt;br /&gt;
Impostazioni utili:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;resize: none;&lt;br /&gt;dimensioni fisse, permette di non essere ingrandito/rimpicciolito&lt;br /&gt;&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/li&gt;
&lt;li&gt;width: -webkit-fill-available;&lt;br /&gt;larghezza auto&lt;/li&gt;
&lt;li&gt;height: -webkit-fill-available;&lt;br /&gt;altezza auto&lt;/li&gt;
&lt;li&gt;background: transparent;&lt;/li&gt;
&lt;li&gt;margin: 20px;&lt;br /&gt;spazio all&#39;esterno&lt;/li&gt;
&lt;li&gt;padding: 10px;&lt;br /&gt;spazio all&#39;interno&lt;/li&gt;
&lt;li&gt;border-radius: 15px;&lt;/li&gt;
&lt;li&gt;border-color: transparent;&lt;/li&gt;
&lt;li&gt;display: inline-block;&lt;/li&gt;
&lt;li&gt;color: white;&lt;br /&gt;colore testo&lt;/li&gt;
&lt;li&gt;box-shadow: 0 0 20px 0px white;&lt;br /&gt;bordo sfumato&lt;/li&gt;
&lt;li&gt;outline: none;&lt;br /&gt;rimuove bordo blu al click&lt;br /&gt;&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/118959701668213635'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/118959701668213635'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/05/css-textarea.html' title='CSS | Textarea'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-2626040298093497095</id><published>2018-05-11T18:14:00.001+02:00</published><updated>2018-05-11T22:05:29.153+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blogger"/><title type='text'>Blogger | Reset template</title><content type='html'>&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/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s1600-h/blogger_logo2.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; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s320/blogger_logo2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Se è stato compromesso il template:&lt;br /&gt;
(verrà cancellato tutto quello che riguarda il template: modifiche, personalizzazioni...)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;scaricare un backup del template&lt;/li&gt;
&lt;li&gt;andare in modifica HTML&lt;/li&gt;
&lt;li&gt;sostituire tutto il codice con:&lt;/li&gt;
&lt;/ul&gt;
&lt;textarea rows=&quot;11&quot;&gt;&lt;?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot; ?&gt; 
&lt;!DOCTYPE html&gt;
&lt;html&gt;
&lt;head&gt;
&lt;title&gt;&lt;/title&gt;
&lt;b:skin&gt;&lt;![CDATA[ ]]&gt;&lt;/b:skin&gt;
&lt;/head&gt;
&lt;body&gt;
&lt;b:section id=&#39;contoh&#39;/&gt; 
&lt;/body&gt;
&lt;/html&gt;&lt;/textarea&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;ricaricare un altro template&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2626040298093497095'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2626040298093497095'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/05/blogger-reset-template.html' title='Blogger | Reset template'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s72-c/blogger_logo2.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-5873473349933709020</id><published>2018-05-11T12:57:00.000+02:00</published><updated>2018-05-11T22:09:42.487+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blogger"/><title type='text'>Blogger | Eliminare &quot;Powered by Blogger&quot;</title><content type='html'>&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/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s1600-h/blogger_logo2.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; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s320/blogger_logo2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Eliminare le seguenti righe:&lt;br /&gt;
&lt;textarea rows=&quot;16&quot;&gt;&lt;b:widget id=&#39;Attribution1&#39; locked=&#39;true&#39; title=&#39;&#39; type=&#39;Attribution&#39;&gt;&lt;br /&gt;
&lt;b:widget-settings&gt;&lt;br /&gt;
&lt;b:widget-setting name=&#39;copyright&#39;/&gt;&lt;br /&gt;
&lt;/b:widget-settings&gt;&lt;br /&gt;
&lt;b:includable id=&#39;main&#39;&gt;&lt;br /&gt;
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&lt;/b:widget&gt;&lt;/textarea&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/5873473349933709020'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/5873473349933709020'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2018/05/blogger-eliminare-powered-by.html' title='Blogger | Eliminare &quot;Powered by Blogger&quot;'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s72-c/blogger_logo2.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-7598461551089497943</id><published>2011-08-02T07:30:00.001+02:00</published><updated>2018-12-04T22:23:05.931+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giochi on-line"/><title type='text'>The Sims 3 Vivi la Città (Town Life)</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;http://llnw.thesims3.com/content/it_IT/promo/gamepages/it_IT_SIM3TLSwmacPFTita_ver845727.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; src=&quot;https://llnw.thesims3.com/content/it_IT/promo/gamepages/it_IT_SIM3TLSwmacPFTita_ver845727.jpg&quot;&gt;&lt;/a&gt;&lt;/div&gt;
Lo Stuff Pack The Sims™ 3 Vivi la Città* introduce nuovi luoghi di ritrovo per cambiare volto alla città dei tuoi Sim e nuovi oggetti per le case. Costruisci una nuova biblioteca chic, crea un&#39;esclusiva palestra ad alta tecnologia, progetta un divertente campo giochi o trasforma i mestieri di casa in un piacere grazie ad una nuova lavanderia. The Sims™ 3 Vivi la Città ti offre non solo tanti oggetti domestici dal design ispirato, ma comprende anche nuovi luoghi comunitari come il caffè Bocconi Eccellenti che i tuoi Sim potranno visitare!&lt;br /&gt;
* Richiede The Sims 3 gioco base per giocare&lt;br /&gt;
Ritrovi e lotti predefiniti — Regala alla città dei tuoi Sim un nuovo aspetto con gli spettacolari ritrovi e lotti comunitari pronti all&#39;uso, oppure costruisci i tuoi.&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
Forma e freschezza — Esercitati con le più moderne attrezzature ginniche, quindi ripulisci gli abiti sportivi sudati con le nuove lavatrici e asciugatrici.&lt;br /&gt;
Tempo di riposo — I bambini adoreranno la nuova struttura d&#39;arrampicata, lo scivolo e il recinto della sabbia Bungalow del Sole, mentre gli adulti potranno giocare a scacchi presso la nuova fontana.&lt;br /&gt;
Studio o storia — Aggiorna la biblioteca con un elegante assortimento di accessori, costruisci uno studio privato o crea dei cubicoli con le sedute modulari specializzate.&lt;br /&gt;
Nuovi abiti e pettinature casual — Vestiti per fare commissioni, stare con gli amici o fare esercizio: troverai tanti stili per tutte le esigenze di moda dei tuoi Sim.&lt;br /&gt;
&lt;br /&gt;
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Trailer ufficiale:&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/g0O5F92rShw?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/7598461551089497943/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2011/08/sims-3-vivi-la-citta-town-life.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/7598461551089497943'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/7598461551089497943'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2011/08/sims-3-vivi-la-citta-town-life.html' title='The Sims 3 Vivi la Città (Town Life)'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQYVEanDDLiPe3X6SFJClVeItIEKSnjMKrjwZqtfWYfOU2-NPfQmtmGXm5uWa7CizkX_AMi5a5Sxube4yqutPfnZd1KLqVu0VgjYPEe7jYPZePZwgmnKvodxx3wLGBRIUuag5hUTktpLE/s72-c/Sims-3-Town-Life-Grocery_656x369.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-5945061850351748293</id><published>2011-07-28T13:59:00.001+02:00</published><updated>2018-11-29T19:36:14.675+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Engineering"/><title type='text'>Video dimostrativo del problema dell&#39;instabilita&#39; dovuta al fenomeno del &quot;flutter&quot;</title><content type='html'>&lt;h2&gt;
A distruggere il ponte furono le oscillazioni torsionali amplificate ma non dalla risonanza come erroneamente riportato su diversi testi e universalmente accettato, nella realta&#39; si instauro&#39; una oscillazione aeroelastica autoeccitata ovvero si verifico&#39; una instabilita&#39; aeroelastica.&lt;/h2&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
Infatti la risonanza e&#39; un fenomeno fisico che si manifesta quando la frequenza della forza eccitante e&#39; uguale alla frequenza naturale del sistema meccanico oscillante, in altri termini il fenomeno della risonanza e&#39; tale per cui una forza periodica anche debole (detta forzante) puo&#39; produrre sollecitazioni e vibrazioni notevolissime su un corpo che oscilli con la medesima frequenza della forzante, allo stesso modo in cui imprimendo al momento opportuno una piccola spinta ad un&#39;altalena riusciamo ad aumentarne di molto l&#39;ampiezza delle oscillazioni, tuttavia il crollo del ponte avvenne alcune ore dopo che il processo vibrazionale si era instaurato indotto da un vento praticamente costante dell&#39;ordine di 50 - 60 Km/h e in assenza di raffiche forti ed improvvise, dunque viene a mancare la periodicita&#39; della forza eccitante ovvero viene meno una condizione necessaria per l&#39;instaurarsi della risonanza, daltronte e&#39; ivverosimile immaginare le raffiche di vento come una forza perfettamente periodica nel tempo e per lo piu&#39; con una frequenza esattamente uguale alla frequenza propria del ponte! Nel caso in oggetto il vento puo&#39; essere modellato matematicamente come un fluido avente velocita&#39; media costante e con piccole fluttuazioni nel tempo. A causare il crollo del ponte come dimostrano studi recenti fu l&#39;instabilita&#39; aeroelastica dovuta al fenomeno del &quot;flutter&quot; o alternativamente il crollo puo&#39; essere interpretato anche con la teoria di Theodore Von Karman ovvero mediante il distacco dei vortici detti appunto di Von Karman &quot;vortex shedding&quot;, fenomenologie note nell&#39;ingegneria aerospaziale e aeronautica.&lt;br /&gt;
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&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;510&quot; src=&quot;https://www.youtube.com/embed/j-zczJXSxnw?rel=0&quot; width=&quot;640&quot;&gt;&lt;/iframe&gt;&lt;/center&gt;
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Il fenomeno del flutter e&#39; una vibrazione aeroelastica autoeccitata che si instaura in una struttura in moto relativo rispetto a un fluido o viceversa, quando si verificano particolari condizioni. Il flutter puo&#39; sempre verificarsi negli aeroplani come nei ponti sospesi, e&#39; legato alle variazioni delle forze aerodinamiche conseguenti al diverso orientamento che le parti della struttura, a causa delle loro stesse oscillazioni, assumono rispetto alla direzione del vento relativo. Il flutter configura una risposta oscillatoria, che presenta ampiezza, velocita&#39; e accelerazione crescenti nel tempo, con un conseguente aumento dell&#39;energia cinetica, tale energia e&#39; fornita dalle forze esterne, se queste sono conservative il loro lavoro viene tuttavia compiuto a spese di un potenziale ed e&#39; limitato e pertanto l&#39;instabilita&#39; non si verifica. Il flutter puo&#39; quindi essere indotto solo da forze non conservative (vento, fluido). In altri termini una volta innescatasi una vibrazione autoeccitata, l&#39;energia cinetica della corrente/flusso d&#39;aria che viene ad alimentarla e&#39; in cosi&#39; larga misura superiore all&#39;energia che puo&#39; essere assorbita dalla struttura da determinarne la distruzione anche in brevissimo tempo nel caso di aerei e in tempi relativamente piu&#39; lunghi nei ponti sospesi. Il fenomeno vibratorio che ne risulta e&#39; caratterizzato da una precisa frequenza, puo&#39; essere di tipo stabile (cioè che tende a smorzarsi), o di tipo instabile (cioe&#39; con ampiezze che tendono ad amplificarsi si parla di: instabilita&#39; aeroelastica, instabilita&#39; non Euleriana, le oscillazioni autoeccitate divergono =&amp;gt; divergenza delle sollecitazioni =&amp;gt; collasso strutturale). La stabilita&#39; o meno dell&#39;oscillazione e&#39; normalmente funzione della velocita&#39; relativa fluido/struttura ed e&#39; quindi possibile definire, dei valori critici della velocita&#39;, raggiunti i quali il flutter assume estrema pericolosita&#39;. E&#39; da tener presente che l&#39;instabilita&#39; puo&#39; verificarsi anche per una velocita&#39; critica relativamente bassa se la sezione della struttura e&#39; tale da favorire questo tipo di fenomenologia per esempio anche tramite la formazione e il distacco dei vortici di Von Karman che amplificano le oscillazioni torsionali. L&#39;instabilita&#39; aeroelastica determino&#39; il crollo del ponte Tacoma Narrows: il vento di velocita&#39; ragguardevole, i cui effetti statici erano tuttavia ampiamente previsti e tollerabili, ha soffiato per alcune ore, inducendo nella campata centrale oscillazioni torsionali di ampiezza inesorabilmente crescente. La rotazione torsionale dell&#39;impalcato ha raggiunto angoli superiori ai 30 gradi sessagesimali rispetto all&#39;orizzontale, causando a un certo punto la rottura dei cavi di sostegno e il collasso della struttura. E&#39; possibile prevenire l&#39;instabilita&#39; aeroelastica mediante: una elevata rigidezza strutturale specie a torsione, posizionando opportunamente l&#39;asse elastico e quello baricentrico nelle varie sezioni della struttura, un rigoroso bilanciamento delle superfici, oltre che con prove sperimentali sulle strutture e con complessi calcoli matematici (simulazioni numeriche).</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/5945061850351748293/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2011/07/video-dimostrativo-del-problema-della.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/5945061850351748293'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/5945061850351748293'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2011/07/video-dimostrativo-del-problema-della.html' title='Video dimostrativo del problema dell&#39;instabilita&#39; dovuta al fenomeno del &quot;flutter&quot;'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/j-zczJXSxnw/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-3904183228636575991</id><published>2010-04-24T00:45:00.006+02:00</published><updated>2010-06-22T14:47:42.621+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giochi on-line"/><title type='text'>Gioco: Turtle Odyssey 2</title><content type='html'>&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/AVvXsEixEAsNJnk5ZIa5o1Gd6mOteXIgGdvgFuYAgWU6um9QXXOVFm9EFXg-rWKQx2nOCz7QRvEy_5h7L8iDcNMOJGCuCRNkp-s-3masaICLt3gdCYxDnHhFJtFVZXf0FdDpO44WVMw2yhkzQOY/s1600/Turtle+Odyssey+2.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;157&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixEAsNJnk5ZIa5o1Gd6mOteXIgGdvgFuYAgWU6um9QXXOVFm9EFXg-rWKQx2nOCz7QRvEy_5h7L8iDcNMOJGCuCRNkp-s-3masaICLt3gdCYxDnHhFJtFVZXf0FdDpO44WVMw2yhkzQOY/s200/Turtle+Odyssey+2.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;u&gt;CATEGORIA:&lt;/u&gt; Vari&lt;br /&gt;
&lt;br /&gt;
Siamo nei panni di una tartaruga, ostacolata nel suo persorso da alcune lumache, che per poter superare i vari livelli deve raccogliere vari diamanti. Durante la nostra avventura potremmo collezionare monete per ottenere una vita bonus.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;TASTI:&lt;/u&gt; Frecce, Spazio per saltare&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
Ecco il link:&lt;a target=&quot;_blank&quot; href=&quot;http://www.giokando.net/giochi/file/turtle_odyssey_2.swf&quot;&gt;Turtle Odyssey 2&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/3904183228636575991/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2010/04/gioco-turtle-odyssey-2.html#comment-form' title='3 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/3904183228636575991'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/3904183228636575991'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2010/04/gioco-turtle-odyssey-2.html' title='Gioco: Turtle Odyssey 2'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixEAsNJnk5ZIa5o1Gd6mOteXIgGdvgFuYAgWU6um9QXXOVFm9EFXg-rWKQx2nOCz7QRvEy_5h7L8iDcNMOJGCuCRNkp-s-3masaICLt3gdCYxDnHhFJtFVZXf0FdDpO44WVMw2yhkzQOY/s72-c/Turtle+Odyssey+2.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-5889828055829385741</id><published>2010-04-22T19:58:00.016+02:00</published><updated>2018-05-11T22:30:01.024+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SimplyPoint"/><title type='text'>Negozio Online</title><content type='html'>&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/AVvXsEijl-dJA1pEzqgoN1VSFgBhqcVsPymQlCmaeR2nokijSRxwPxkAznjkbgLeC_XP03fk1Qglge_5Fd36EhelkSZeZqtmavJMx1KE8XCx9L3hB64S4EX3QwbeBclHt1GIBzic4nQCMVOSo6M/s1600/Negozio+OnLine+SimplyPoint.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijl-dJA1pEzqgoN1VSFgBhqcVsPymQlCmaeR2nokijSRxwPxkAznjkbgLeC_XP03fk1Qglge_5Fd36EhelkSZeZqtmavJMx1KE8XCx9L3hB64S4EX3QwbeBclHt1GIBzic4nQCMVOSo6M/s200/Negozio+OnLine+SimplyPoint.jpg&quot; width=&quot;190&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
Ecco il mio negozio online  associato ad Amazon.&lt;br /&gt;
In vendita principalmente oggetti di tipo tecnologico come:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Computer&lt;/li&gt;
&lt;li&gt;Videocamere&lt;/li&gt;
&lt;li&gt;Ipod&lt;/li&gt;
&lt;li&gt;PlayStation3&lt;/li&gt;
&lt;li&gt;XBox 360&lt;/li&gt;
&lt;li&gt;Wii&lt;/li&gt;
&lt;li&gt;e molto altro&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Visita: &lt;a href=&quot;http://astore.amazon.com/simpl052-20&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Negozio OnLine SimplyPoint&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/5889828055829385741'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/5889828055829385741'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2010/04/negozio-online.html' title='Negozio Online'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijl-dJA1pEzqgoN1VSFgBhqcVsPymQlCmaeR2nokijSRxwPxkAznjkbgLeC_XP03fk1Qglge_5Fd36EhelkSZeZqtmavJMx1KE8XCx9L3hB64S4EX3QwbeBclHt1GIBzic4nQCMVOSo6M/s72-c/Negozio+OnLine+SimplyPoint.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-3230162549870672689</id><published>2010-03-26T19:01:00.055+01:00</published><updated>2011-07-29T13:55:29.534+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Snowboard"/><category scheme="http://www.blogger.com/atom/ns#" term="Video - Lezioni"/><title type='text'>Snowboard - Video Lezioni: Salti (180 360 - Backside Frontside)</title><content type='html'>4 video che spiegano molto chiaramente i movimenti per poter effettuare i salti con lo snowboard:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;i primi due inerenti al 180 - Backside Frontside&lt;/li&gt;
&lt;li&gt;gli ultimi due per il 360 - Backside Frontside&lt;/li&gt;
&lt;/ul&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;script src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot; type=&quot;text/javascript&quot;&gt;
&lt;/script&gt;&lt;br /&gt;
&lt;hr noshade=&quot;&quot; style=&quot;height: 1px; width: 100%;&quot; /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;h4&gt;&lt;a href=&quot;&quot;&gt;180&lt;/a&gt;&lt;/h4&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/AVvXsEjTDUi61A-tPFFq2hvgaFbRwLlfzVm3tJiqeV6ljFJ9kE8elupAA4d3lENJeyjF7Yv_2cyJJpnJWnYtd8OOPYlPboscu1hJPgXMe7p_OxlwFBe2myCAKxMMiKjBMk5zog353wjoVLePnjM/s1600/Snowboard+180.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;233&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTDUi61A-tPFFq2hvgaFbRwLlfzVm3tJiqeV6ljFJ9kE8elupAA4d3lENJeyjF7Yv_2cyJJpnJWnYtd8OOPYlPboscu1hJPgXMe7p_OxlwFBe2myCAKxMMiKjBMk5zog353wjoVLePnjM/s320/Snowboard+180.jpg&quot; style=&quot;border: none;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;&quot; style=&quot;margin-left: 20%; margin-right: 20%;&quot;&gt;Backside&lt;/a&gt;&lt;a href=&quot;&quot; style=&quot;margin-left: 20%; margin-right: 20%;&quot;&gt;Frontside&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;&quot; style=&quot;margin-left: 0.2%; margin-right: 0.2%;&quot;&gt;&lt;object height=&quot;280&quot; width=&quot;330&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/V0Mlsr1-KCA&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/V0Mlsr1-KCA&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;340&quot; height=&quot;280&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/a&gt;&lt;a href=&quot;&quot; style=&quot;margin-left: 0.2%; margin-right: 0.2%;&quot; target=&quot;blank&quot;&gt;&lt;object height=&quot;280&quot; width=&quot;330&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/sBZdVv8WWfA&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/sBZdVv8WWfA&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;340&quot; height=&quot;280&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr noshade=&quot;&quot; style=&quot;height: 1px; width: 100%;&quot; /&gt;&lt;a href=&quot;&quot;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;h4&gt;&lt;a href=&quot;&quot;&gt;360&lt;/a&gt;&lt;/h4&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/AVvXsEhKBHiDgOR1TQyais8UW35OBv7zzbGW0rSd4BKtb1uM6MwEAe1A-fBxApmqLxmy2l78tig13x2WLWxyMUQPcajqVLyos-ne5dN1VTyKg6a307FogYu0zThmFTwcrdXtStc4ymMIUcKW3Ec/s1600/Snowboard+360.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;190&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKBHiDgOR1TQyais8UW35OBv7zzbGW0rSd4BKtb1uM6MwEAe1A-fBxApmqLxmy2l78tig13x2WLWxyMUQPcajqVLyos-ne5dN1VTyKg6a307FogYu0zThmFTwcrdXtStc4ymMIUcKW3Ec/s320/Snowboard+360.jpg&quot; style=&quot;border: none;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;&quot; style=&quot;margin-left: 20%; margin-right: 20%;&quot;&gt;Backside&lt;/a&gt;&lt;a href=&quot;&quot; style=&quot;margin-left: 20%; margin-right: 20%;&quot;&gt;Frontside&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;&quot; style=&quot;margin-left: 0.2%; margin-right: 0.2%;&quot;&gt;&lt;object height=&quot;280&quot; width=&quot;330&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/S19d9GINNLY&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/S19d9GINNLY&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;340&quot; height=&quot;280&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/a&gt;&lt;a href=&quot;&quot; style=&quot;margin-left: 0.2%; margin-right: 0.2%;&quot; target=&quot;blank&quot;&gt;&lt;object height=&quot;280&quot; width=&quot;330&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/cDmyRvyVDSA&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/cDmyRvyVDSA&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;340&quot; height=&quot;280&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/3230162549870672689/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2010/03/snowboard-video-lezioni-salti-180-360.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/3230162549870672689'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/3230162549870672689'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2010/03/snowboard-video-lezioni-salti-180-360.html' title='Snowboard - Video Lezioni: Salti (180 360 - Backside Frontside)'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTDUi61A-tPFFq2hvgaFbRwLlfzVm3tJiqeV6ljFJ9kE8elupAA4d3lENJeyjF7Yv_2cyJJpnJWnYtd8OOPYlPboscu1hJPgXMe7p_OxlwFBe2myCAKxMMiKjBMk5zog353wjoVLePnjM/s72-c/Snowboard+180.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-471403161241677944</id><published>2010-03-26T15:39:00.056+01:00</published><updated>2011-07-29T14:16:44.277+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Snowboard"/><category scheme="http://www.blogger.com/atom/ns#" term="Video - Lezioni"/><title type='text'>Snowboard - Video Lezioni: Il passo giusto e la regolazione degli attacchi</title><content type='html'>&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/AVvXsEj0wbCvmBwP1KmRV02876PWyteU_Jkwcx1C_VpBcWtZeLHAOkCvnborbm5VaZPRjXGRNRyIGQSnoG2CPLyWe_k5z5plLTutcJKSgrAap934jtvwXrhM62pobcTbs_zz6lUr8Qp2KC5j9a0/s1600/regolazione_attacchi.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0wbCvmBwP1KmRV02876PWyteU_Jkwcx1C_VpBcWtZeLHAOkCvnborbm5VaZPRjXGRNRyIGQSnoG2CPLyWe_k5z5plLTutcJKSgrAap934jtvwXrhM62pobcTbs_zz6lUr8Qp2KC5j9a0/s320/regolazione_attacchi.jpg&quot; style=&quot;border: none;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;b&gt;Passo&lt;/b&gt; = distanza attacchi e bilanciamento tra punta e coda della tavola.&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;Come trovare il passo?&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
L&#39;idea base è la larghezza delle spalle o la lunghezza tra il ginocchio e la caviglia (migliore).&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Se &lt;b&gt;allargo passo&lt;/b&gt; =&amp;gt; + stabilità , baricentro + basso =&amp;gt; migliora stile freestyle&lt;/li&gt;
&lt;li&gt;Se &lt;b&gt;stringo passo&lt;/b&gt; =&amp;gt; vantaggio in pista e conduzione&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Se &lt;b&gt;inclinazione attacchi opposta&lt;/b&gt; (papera) =&amp;gt; conduzione facilitata in entrambi i sensi&lt;/li&gt;
&lt;li&gt;Se &lt;b&gt;attacchi orientati nella stessa direzione&lt;/b&gt; =&amp;gt; conduzione pista (miglior appoggio di lamina e migliore conduzione)&lt;/li&gt;
&lt;/ul&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;object height=&quot;290&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/oTc_OBo8Udk&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/oTc_OBo8Udk&amp;hl=it_IT&amp;fs=1&amp;rel=0&amp;color1=0x402061&amp;color2=0x9461ca&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;290&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/471403161241677944/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2010/03/snowboard-video-lezioni-il-passo-giusto.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/471403161241677944'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/471403161241677944'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2010/03/snowboard-video-lezioni-il-passo-giusto.html' title='Snowboard - Video Lezioni: Il passo giusto e la regolazione degli attacchi'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0wbCvmBwP1KmRV02876PWyteU_Jkwcx1C_VpBcWtZeLHAOkCvnborbm5VaZPRjXGRNRyIGQSnoG2CPLyWe_k5z5plLTutcJKSgrAap934jtvwXrhM62pobcTbs_zz6lUr8Qp2KC5j9a0/s72-c/regolazione_attacchi.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-2783344059877887988</id><published>2010-03-13T18:50:00.037+01:00</published><updated>2018-11-29T19:34:52.962+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Engineering"/><title type='text'>Ingegneria: Meccanica Razionale 1</title><content type='html'>&lt;h2&gt;
Ecco un vero e proprio libro online che presenta alcuni schemi dei seguenti seguenti argomenti:&lt;/h2&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;h4&gt;
SISTEMI RIGIDI&lt;/h4&gt;
Definizione Tipi Liberi Definizione Info Equazioni Pure Moto 2° Equazione Cardinale Equazioni Eulero Complete Konig 1° Equazione Cardinale Cauchy Equilibrio Asse Fisso Definizione Info&lt;br /&gt;
Condizione Asse privo attrito Equazione Pura 2° Equazione Cardinale Teorema Esistenza ed Unicità&lt;br /&gt;
Equilibrio Equilibratura Asse Cimenti Equilibratura Statica Equilibratura Dinamica Moti Rotatori &lt;br /&gt;
Uniformi Punto Fisso Definizione Info Condizione Privo Attrito Utile Momento Angolare Energia Cinetica Privo Attrito Equazione Pura Moto Equazioni Eulero Complete Equazioni Eulero Incomplete&lt;br /&gt;
Componenti ω Angoli Eulero Precessione Nutazione Spin Matrice Cos direttori Cauchy Statica&lt;br /&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/AVvXsEiFMHw2rY7x-k15iQQci41YkcgNjOZ_-My1XyrBTZ2bdv2Eiv28pfOiqgBpKltDaeQ0OZefNLguBL4pft8I2cH9DhPtnAH7e_4CVEXHF7S4OG94IaU-S6iQZ1PCMDQzhMWW5KmY-9dMyII/s1600/Meccanica+Razionale+1.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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFMHw2rY7x-k15iQQci41YkcgNjOZ_-My1XyrBTZ2bdv2Eiv28pfOiqgBpKltDaeQ0OZefNLguBL4pft8I2cH9DhPtnAH7e_4CVEXHF7S4OG94IaU-S6iQZ1PCMDQzhMWW5KmY-9dMyII/s200/Meccanica+Razionale+1.jpg&quot; width=&quot;165&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Quiete Equlibrio Definizione Condizione necessaria e sufficiente 1° Equazione Cardinale Statica&lt;br /&gt;
Corpo Rigido Perfetto Postulato delle Reazioni Vincolari Ipotesi Mai Realistico Moto Rigido&lt;br /&gt;
Definizione Tipi Composti Definizione Teorema Composizione Notevoli Traslatori &amp;lt;=&amp;gt; Casi&lt;br /&gt;
Rettilineo Rettilineo Uniforme Rotatori Definizione Componenti Uniforme Elicoidali Composto Traslatorio Rotatorio Atto di Moto P punto Casi Teorema Mozzi Definizione Lemma Dimostrazione Piani Definizione Atto di Moto P punto Casi Traslatorio Rotatorio Se Teorema Di Chasles  Collegamento Spazio Solidale Terna Solidale Esempio Equazioni Cardinali Dinamica Rigida Teorema Energia Cinetica&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h4&gt;
SISTEMI OLONOMI&lt;/h4&gt;
Sistema Reonomo Parametrizzazione Condizioni Scleronomo Parametrizzazione Condizioni Statica Scleronomi Vincoli Bilaterale Ideali Equilibrio Teorema Lagrange Dirichlet Teorema Inversione  Parziale Lagrange Dirichlet Condizione necessaria e sufficiente Caso Conservativo Condizioni&lt;br /&gt;
Moti Possibili Vettori Linearmente Indipendenti Definizione Punto Materiale Libero Punto&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/AVvXsEiIKp831TF2SmjIepARszzOsypiTgdO5hayK-8k_mYuQ_q0TvVzeuFQYbh8RrOEH8-Sez7D9ydBwY86qaP6pqrdLAvoeLkL6VlNreTanCmvaBSP68FxSIW-A-vDJht1NG2dASb6gM4Lp5U/s1600/Meccanica+Razionale+1+(1).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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIKp831TF2SmjIepARszzOsypiTgdO5hayK-8k_mYuQ_q0TvVzeuFQYbh8RrOEH8-Sez7D9ydBwY86qaP6pqrdLAvoeLkL6VlNreTanCmvaBSP68FxSIW-A-vDJht1NG2dASb6gM4Lp5U/s320/Meccanica+Razionale+1+(1).jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Materiale Vincolato Curva Punto Materiale Vincolato Supercifie Equazioni Moto &lt;br /&gt;
Componente generalizzata delle forze attive Peso, Centrifuga, Elastica Lagrangiana Sistemi PossibiliConservativi Cauchy A Vincoli Bilaterali Ideali Atto di Moto Virtuale Moto Possibile Atto di Moto Possibile Moto Virtuale Atto di Moto Virtuale Sistemi Rigidi (condizione Vincolo Ideale) Punto Libero Punto Fisso Asse Fisso Principio Reazioni Vincolari Potenza Virtuale Unilaterali Statica Equilibrio Moto Naturale Teorema Lavori Virtuali Potenza Virtuale Quiete Moto Possibile Configurazione Confine Ordinarie&lt;br /&gt;
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&lt;br /&gt;
&lt;embed align=&quot;middle&quot; allowfullscreen=&quot;true&quot; flashvars=&quot;mode=embed&amp;amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcolor%2Flayout.xml&amp;amp;backgroundColor=FFFFFF&amp;amp;showFlipBtn=true&amp;amp;documentId=100313174245-027f88c01494446cb34f3f6976735169&amp;amp;docName=meccanica_razionale_1&amp;amp;username=AlexZanusso&amp;amp;loadingInfoText=Meccanica%20Razionale%201&amp;amp;et=1269556128900&amp;amp;er=62&quot; menu=&quot;false&quot; name=&quot;flashticker&quot; quality=&quot;high&quot; salign=&quot;l&quot; scale=&quot;noscale&quot; src=&quot;https://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf&quot; style=&quot;height: 500px; width: 700px;&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/2783344059877887988/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2010/03/ingegneria-meccanica-razionale-1.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2783344059877887988'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2783344059877887988'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2010/03/ingegneria-meccanica-razionale-1.html' title='Ingegneria: Meccanica Razionale 1'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFMHw2rY7x-k15iQQci41YkcgNjOZ_-My1XyrBTZ2bdv2Eiv28pfOiqgBpKltDaeQ0OZefNLguBL4pft8I2cH9DhPtnAH7e_4CVEXHF7S4OG94IaU-S6iQZ1PCMDQzhMWW5KmY-9dMyII/s72-c/Meccanica+Razionale+1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-2307954111090510410</id><published>2010-03-06T12:12:00.005+01:00</published><updated>2010-04-22T23:15:28.292+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Meteo"/><category scheme="http://www.blogger.com/atom/ns#" term="Webcam"/><title type='text'>Meteo e Webcam Trento</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;b&gt;Webcam e Meteo Trento&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;
Ecco 1 immagine presa dalle webcam della città di Trento reperite direttamente dal sito del comune ed aggiornate in automatico ogni 10 secondi. Cliccaci sopra per visualizzarla ingrandita direttamente dalla fonte.&lt;br /&gt;
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&lt;a href=&quot;http://www.meteowebcam.it/&quot; target=&quot;blank&quot;&gt;www.meteowebcam.it&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://simplypoint.blogspot.com/feeds/2307954111090510410/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://simplypoint.blogspot.com/2010/03/meteo-e-webcam-trento.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2307954111090510410'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/2307954111090510410'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2010/03/meteo-e-webcam-trento.html' title='Meteo e Webcam Trento'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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-8902149162801540126.post-5540152726312913085</id><published>2010-03-06T12:06:00.003+01:00</published><updated>2010-04-21T20:40:20.198+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Meteo"/><category scheme="http://www.blogger.com/atom/ns#" term="Webcam"/><title type='text'>Meteo e Webcam Bassano del Grappa</title><content type='html'>&lt;center&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;b&gt;Webcam e Meteo Bassano del Grappa&lt;/b&gt;&lt;br /&gt;
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&lt;ul&gt;&lt;li&gt;&lt;b&gt;Via Matteotti&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Piazza della Libertà&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Piazza Garibaldi&lt;/b&gt;&lt;/li&gt;
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Cercate:&lt;br /&gt;
&lt;textarea&gt;&lt;div class=&#39;blog-pager&#39; id=&#39;blog-pager&#39;&gt;
&lt;/textarea&gt;&lt;br /&gt;
&lt;span class=&quot;fullpost&quot;&gt;
&lt;br /&gt;
Per togliere la scritta &lt;b&gt;&quot;Post più recenti&quot;&lt;/b&gt;, eliminate queste righe:&lt;br /&gt;
&lt;textarea cols=&quot;80&quot; onclick=&quot;this.select()&quot; rows=&quot;7&quot;&gt;&lt;b:if cond=&#39;data:newerPageUrl&#39;&gt;
&lt;span id=&#39;blog-pager-newer-link&#39;&gt;
&lt;a class=&#39;blog-pager-newer-link&#39; expr:href=&#39;data:newerPageUrl&#39; expr:id=&#39;data:widget.instanceId + &quot;_blog-pager-newer-link&quot;&#39; expr:title=&#39;data:newerPageTitle&#39;&gt;
&lt;data:newerPageTitle/&gt;&lt;/a&gt;
&lt;/span&gt;
&lt;/b:if&gt;&lt;/textarea&gt;&lt;br /&gt;
&lt;br /&gt;
Per togliere la scritta &lt;b&gt;&quot;Post più vecchi&quot;&lt;/b&gt;, eliminate queste righe:&lt;br /&gt;
&lt;textarea cols=&quot;80&quot; onclick=&quot;this.select()&quot; rows=&quot;7&quot;&gt;&lt;b:if cond=&#39;data:olderPageUrl&#39;&gt;
&lt;span id=&#39;blog-pager-older-link&#39;&gt;
&lt;a class=&#39;blog-pager-older-link&#39; expr:href=&#39;data:olderPageUrl&#39; expr:id=&#39;data:widget.instanceId + &quot;_blog-pager-older-link&quot;&#39; expr:title=&#39;data:olderPageTitle&#39;&gt;
&lt;data:olderPageTitle/&gt;&lt;/a&gt;
&lt;/span&gt;
&lt;/b:if&gt;&lt;/textarea&gt;&lt;br /&gt;
&lt;br /&gt;
Per togliere la scritta &lt;b&gt;&quot;Home&quot;&lt;/b&gt;, eliminate queste righe:&lt;br /&gt;
&lt;textarea cols=&quot;80&quot; onclick=&quot;this.select()&quot; rows=&quot;11&quot;&gt;&lt;b:if cond=&#39;data:blog.homepageUrl != data:blog.url&#39;&gt;
&lt;a class=&#39;home-link&#39; expr:href=&#39;data:blog.homepageUrl&#39;&gt;
&lt;data:homeMsg/&gt;
&lt;/a&gt;
&lt;b:else/&gt;
&lt;b:if cond=&#39;data:newerPageUrl&#39;&gt;
&lt;a class=&#39;home-link&#39; expr:href=&#39;data:blog.homepageUrl&#39;&gt;
&lt;data:homeMsg/&gt;
&lt;/a&gt;
&lt;/b:if&gt;
&lt;/b:if&gt;&lt;/textarea&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;fullpost&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;span class=&quot;fullpost&quot;&gt;Alternativa: eliminare le seguenti righe:&lt;/span&gt;&lt;br /&gt;
&lt;textarea cols=&quot;80&quot; rows=&quot;7&quot;&gt;  &lt;div class=&#39;blog-pager&#39; id=&#39;blog-pager&#39;&gt;
    &lt;b:if cond=&#39;data:newerPageUrl&#39;&gt;
      &lt;span id=&#39;blog-pager-newer-link&#39;&gt;
      &lt;a class=&#39;blog-pager-newer-link&#39; expr:href=&#39;data:newerPageUrl&#39; expr:id=&#39;data:widget.instanceId + &quot;_blog-pager-newer-link&quot;&#39; expr:title=&#39;data:newerPageTitle&#39;&gt;&lt;data:newerPageTitle/&gt;&lt;/a&gt;
      &lt;/span&gt;
    &lt;/b:if&gt;

    &lt;b:if cond=&#39;data:olderPageUrl&#39;&gt;
      &lt;span id=&#39;blog-pager-older-link&#39;&gt;
      &lt;a class=&#39;blog-pager-older-link&#39; expr:href=&#39;data:olderPageUrl&#39; expr:id=&#39;data:widget.instanceId + &quot;_blog-pager-older-link&quot;&#39; expr:title=&#39;data:olderPageTitle&#39;&gt;&lt;data:olderPageTitle/&gt;&lt;/a&gt;
      &lt;/span&gt;
    &lt;/b:if&gt;

    &lt;a class=&#39;home-link&#39; expr:href=&#39;data:blog.homepageUrl&#39;&gt;&lt;data:homeMsg/&gt;&lt;/a&gt;

    &lt;b:if cond=&#39;data:mobileLinkUrl&#39;&gt;
      &lt;div class=&#39;blog-mobile-link&#39;&gt;
        &lt;a expr:href=&#39;data:mobileLinkUrl&#39;&gt;&lt;data:mobileLinkMsg/&gt;&lt;/a&gt;
      &lt;/div&gt;
&lt;/b:if&gt;

  &lt;/div&gt;
&lt;/textarea&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/4442855029529661512'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/4442855029529661512'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2010/02/guide-eliminare-post-piu-vecchi-home.html' title='Blogger | Eliminare &quot;Post più vecchi&quot; , &quot;Home&quot;, &quot;Post più recenti&quot;'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s72-c/blogger_logo2.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-8902149162801540126.post-7327971313967731691</id><published>2010-02-21T14:10:00.013+01:00</published><updated>2018-05-11T22:01:04.811+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blogger"/><title type='text'>Blogger | Eliminare &quot;Iscriviti a:Post (Atom)&quot;</title><content type='html'>&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/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s1600-h/blogger_logo2.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; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s320/blogger_logo2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Breve guida per eliminare la scritta &quot;Iscriviti a:Post (Atom)&quot; sotto ogni post di blogger.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Andate su: Layout / Modifica HTML&lt;br /&gt;
&lt;span class=&quot;fullpost&quot;&gt;
&lt;br /&gt;
&lt;u&gt;Cercate:&lt;/u&gt;&lt;br /&gt;
&lt;code&gt;.feed-links &lt;br /&gt;
clear:both;&lt;br /&gt;
line-height:2.5em;&lt;/code&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;...e aggiungete:&lt;/u&gt;&lt;br /&gt;
&lt;code&gt;.feed-links &lt;br /&gt;
clear:both;&lt;br /&gt;
line-height:2.5em;&lt;/code&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Per i nuovi template:&lt;/b&gt;&lt;br /&gt;
&lt;u&gt; cercate:&lt;/u&gt;&lt;br /&gt;
&lt;code&gt;&amp;lt;!-- feed links --&amp;gt;&lt;br /&gt;
&amp;lt;b:include name=&#39;feedLinks&#39;/&amp;gt;&lt;br /&gt;
&amp;lt;/b:if&amp;gt;&lt;/code&gt;&lt;br /&gt;
&lt;u&gt; ed eliminate:&lt;/u&gt;&lt;br /&gt;
&lt;code&gt;&amp;lt;b:include name=&#39;feedLinks&#39;/&amp;gt;&lt;/code&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/7327971313967731691'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8902149162801540126/posts/default/7327971313967731691'/><link rel='alternate' type='text/html' href='http://simplypoint.blogspot.com/2010/02/guide-eliminare-iscriviti-apost-atom.html' title='Blogger | Eliminare &quot;Iscriviti a:Post (Atom)&quot;'/><author><name>Alex</name><uri>http://www.blogger.com/profile/11757117391773930548</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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMSob1BwCu06-oYN1p_VXel5cD3mDRy1R27zxU5PYYEjZOqNltIOjw8DmnFhTUOQO_FsCYxd_foq7omTLZNF0-m2IKc1RFPfYJek3OGMnBzsj5fHT8IgqECFO9w0172WlmQuwL4l1cITc/s72-c/blogger_logo2.jpg" height="72" width="72"/></entry></feed>