<?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: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-5644730232969719681</id><updated>2012-02-07T00:19:56.195+01:00</updated><title type='text'>PD Partito Democratico Circolo Pessano con Bornago</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default?start-index=101&amp;max-results=100'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>364</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-4309659789053537986</id><published>2012-02-07T00:13:00.003+01:00</published><updated>2012-02-07T00:19:56.211+01:00</updated><title type='text'>Incontro al Circolo PD</title><content type='html'>&lt;div class="gE iv gt"&gt;&lt;table style="width: 10px; height: 108px;" class="cf gJ" cellpadding="0"&gt;&lt;tbody&gt;&lt;tr class="acZ"&gt;&lt;td class="gF gK"&gt;&lt;span style="font-size:180%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;td class="gH"&gt;&lt;span style="font-size:180%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;td class="gH"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="gH acX" rowspan="3"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="acZ"&gt;&lt;td colspan="3"&gt;&lt;table style="width: 3px; height: 7px;" class="cf adz" cellpadding="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="ady"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;span style="font-family:comic sans ms,sans-serif;font-size:180%;"&gt;&lt;span style="color:rgb(255,0,0)"&gt;Martedì 7 febbraio ore 21,00 sede circolo PD via Negroni&lt;/span&gt;&lt;br /&gt;è indetta una &lt;span style="color:rgb(255,0,0)"&gt;riunione&lt;/span&gt; per organizzare e discutere di  campagna tesseramento, cassa, iniziative varie ed eventuali.&lt;/span&gt;&lt;span style="font-family:comic sans ms,sans-serif;font-size:180%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family:comic sans ms,sans-serif;font-size:180%;"&gt;Chi può partecipi&lt;/span&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;!&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-4309659789053537986?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/4309659789053537986/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=4309659789053537986' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/4309659789053537986'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/4309659789053537986'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2012/02/incontro-al-circolo-pd.html' title='Incontro al Circolo PD'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-1331045686146508340</id><published>2012-02-06T09:29:00.003+01:00</published><updated>2012-02-06T09:32:38.728+01:00</updated><title type='text'>Invito a partecipare!</title><content type='html'>&lt;span style=" font-weight: bold; font-family:arial;font-size:180%;"  &gt;&lt;span style="font-style: italic;"&gt;&lt;span style="color:rgb(204, 0, 0)"&gt;Lunedì 6 febbraio alle ore 21&lt;/span&gt;&lt;br /&gt;si terrà&lt;br /&gt;una "riunione di maggioranza"&lt;br /&gt;presso il Comune in via Roma: &lt;u style="color:rgb(204, 0, 0)"&gt;&lt;br /&gt;tutti gli iscritti al Circolo PD&lt;br /&gt;sono invitati a partecipare&lt;/u&gt;.&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-1331045686146508340?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/1331045686146508340/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=1331045686146508340' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/1331045686146508340'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/1331045686146508340'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2012/02/lunedi-6-febbraio-alle-ore-21-si-terra.html' title='Invito a partecipare!'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-4094161087797440910</id><published>2012-01-16T08:40:00.002+01:00</published><updated>2012-01-16T08:41:13.803+01:00</updated><title type='text'>Fondo contro la crisi</title><content type='html'>&lt;h6  style="padding:0px;text-align:left;margin:0px;font-weight:normal;line-height:14px;word-wrap:break-wordfont-family:comic sans ms,sans-serif;"&gt;&lt;span style="font-size:180%;"&gt;&lt;span&gt;Per  chi ne avesse bisogno è stato approvato il "Bando di solidarietà contro  la crisi".&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;&lt;p&gt;&lt;span style="font-size:180%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h6  style="padding:0px;text-align:left;margin:0px;font-weight:normal;line-height:14px;word-wrap:break-wordfont-family:comic sans ms,sans-serif;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span&gt;&lt;span style="font-size:180%;"&gt;E’ possibile presentare domanda presso l’ufficio servizi sociali dal 9 gennaio 2012 al 10 febbraio 2012.&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;&lt;p  style="margin:0px;padding:0px;font-family:comic sans ms,sans-serif;"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p  style="margin:0px;padding:0px;font-family:comic sans ms,sans-serif;"&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://www.pessanoconbornago.gov.it/vedi/livello.aspx?id=52" target="_blank"&gt;http://www.pessanoconbornago.&lt;wbr&gt;gov.it/vedi/livello.aspx?id=52&lt;/a&gt;&lt;/span&gt; &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-4094161087797440910?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/4094161087797440910/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=4094161087797440910' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/4094161087797440910'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/4094161087797440910'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2012/01/fondo-contro-la-crisi.html' title='Fondo contro la crisi'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-1407935577219063829</id><published>2011-12-13T14:18:00.000+01:00</published><updated>2011-12-13T14:20:00.736+01:00</updated><title type='text'>E' nata la pagina facebook del PD di Pessano con Bornago</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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 mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:14.0pt;font-family:&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; color:#333333;background:white;mso-ansi-language:IT;mso-fareast-language:IT; mso-bidi-language:AR-SA"&gt;Carissimi amici, compagni e simpatizzanti,&lt;/span&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language: AR-SA"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:14.0pt;font-family:&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; color:#333333;background:white;mso-ansi-language:IT;mso-fareast-language:IT; mso-bidi-language:AR-SA"&gt;è nata la pagina facebook del &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:14.0pt;font-family:&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; color:#333333;background:white;mso-ansi-language:IT;mso-fareast-language:IT; mso-bidi-language:AR-SA"&gt;Partito Democratico di Pessano Con Bornago, &lt;/span&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language: AR-SA"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:14.0pt;font-family:&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; color:#333333;background:white;mso-ansi-language:IT;mso-fareast-language:IT; mso-bidi-language:AR-SA"&gt;una pagina dedicata a chi vuole informarsi, proporre, raccontare fatti e opinioni, condividendo immagini e passione quotidianamente.&lt;/span&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language: AR-SA"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language: IT;mso-bidi-language:AR-SA"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:14.0pt;font-family:&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; color:#333333;background:white;mso-ansi-language:IT;mso-fareast-language:IT; mso-bidi-language:AR-SA"&gt;Sostenibilità ambientale, risparmio energetico, lavoro, famiglia e politiche sociali, cultura, economia, esempi virtuosi di governo locale, l'impegno nei consigli comunali del Partito Democratico e di tutta la coalizione del Centro Sinistra, la nostra buona politica a disposizione dei cittadini come segno di trasparenza. &lt;/span&gt;&lt;span style="font-size:12.0pt; font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language:AR-SA"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language: IT;mso-bidi-language:AR-SA"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:14.0pt;font-family:&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; color:#333333;background:white;mso-ansi-language:IT;mso-fareast-language:IT; mso-bidi-language:AR-SA"&gt;Certi di farVi cosa gradita, ecco l'indirizzo della pagina facebook:&lt;/span&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language: IT;mso-bidi-language:AR-SA"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:14.0pt;font-family:&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; color:#333333;background:white;mso-ansi-language:IT;mso-fareast-language:IT; mso-bidi-language:AR-SA"&gt;PD Pessano con Bornago&lt;/span&gt;&lt;span style="font-size: 12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language:AR-SA"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language: IT;mso-bidi-language:AR-SA"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:14.0pt;font-family:&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; color:#333333;background:white;mso-ansi-language:IT;mso-fareast-language:IT; mso-bidi-language:AR-SA"&gt;Cordiali saluti&lt;/span&gt;&lt;span style="font-size:12.0pt; font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language:AR-SA"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:14.0pt;font-family:&amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; color:#333333;background:white;mso-ansi-language:IT;mso-fareast-language:IT; mso-bidi-language:AR-SA"&gt;Partito Democratico Pessano Con Bornago&lt;/span&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language: AR-SA"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language: IT;mso-bidi-language:AR-SA"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-1407935577219063829?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/1407935577219063829/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=1407935577219063829' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/1407935577219063829'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/1407935577219063829'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/12/e-nata-la-pagina-facebook-del-pd-di.html' title='E&apos; nata la pagina facebook del PD di Pessano con Bornago'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-3007795375168290430</id><published>2011-11-30T22:10:00.000+01:00</published><updated>2011-11-30T22:11:36.365+01:00</updated><title type='text'></title><content type='html'>&lt;span style="font-size:130%;"&gt;&lt;span style="font-family: verdana; font-style: italic; font-weight: bold;"&gt;&lt;span style="color:rgb(204, 0, 0)"&gt;Martedì 6 dicembre alle ore 21&lt;/span&gt; si terrà una "riunione di maggioranza"&lt;br /&gt;presso il Comune in via Roma: &lt;u style="color:rgb(204, 0, 0)"&gt;tutti gli iscritti al Circolo PD sono invitati a partecipare&lt;/u&gt;.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:arial black,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-3007795375168290430?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/3007795375168290430/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=3007795375168290430' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3007795375168290430'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3007795375168290430'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/11/martedi-6-dicembre-alle-ore-21-si-terra.html' title=''/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-1945233582509028681</id><published>2011-11-11T18:54:00.000+01:00</published><updated>2011-11-11T18:55:38.997+01:00</updated><title type='text'>invito!</title><content type='html'>&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:arial black,sans-serif;"&gt;&lt;span style="color:rgb(204, 0, 0)"&gt;&lt;br /&gt;Lunedì 14 novembre alle ore 21&lt;/span&gt; si terrà una "riunione di maggioranza"&lt;br /&gt;presso il Comune in via Roma: &lt;u style="color:rgb(204, 0, 0)"&gt;tutti gli iscritti al Circolo PD sono invitati a partecipare&lt;/u&gt;.&lt;/span&gt;&lt;br /&gt; &lt;span style="font-family:arial black,sans-serif;"&gt;Buon fine settimana.&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-1945233582509028681?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/1945233582509028681/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=1945233582509028681' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/1945233582509028681'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/1945233582509028681'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/11/invito.html' title='invito!'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-5519601811397336355</id><published>2011-11-11T13:21:00.001+01:00</published><updated>2011-11-11T13:21:29.438+01:00</updated><title type='text'>“Mafia al Nord”</title><content type='html'>&lt;span xmlns=''&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:24pt'&gt;&lt;strong&gt;Incontro pubblico &lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:24pt'&gt;&lt;strong&gt;con Nando Dalla Chiesa  &lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;&lt;span style='font-family:Comic Sans MS; font-size:24pt'&gt;"Mafia al Nord"&lt;/span&gt;&lt;span style='font-size:16pt'&gt;&lt;br /&gt;					&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-size:16pt'&gt;&lt;strong&gt;Nando Dalla Chiesa illustra la situazione delle infiltrazione mafiose al Nord ed in particolare in Brianza.&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:14pt'&gt;&lt;strong&gt;Sala consigliare, Piazza Resistenza&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:14pt'&gt;&lt;strong&gt;Pessano con Bornago - giovedì 17 novembre ore 21.00 &lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt; &lt;/p&gt;&lt;p/&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-5519601811397336355?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/5519601811397336355/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=5519601811397336355' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/5519601811397336355'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/5519601811397336355'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/11/mafia-al-nord.html' title='“Mafia al Nord”'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-3614983514764455048</id><published>2011-11-07T22:03:00.003+01:00</published><updated>2011-11-07T22:14:33.634+01:00</updated><title type='text'>Invito al Convegno del 19 novembre 2011 a Carugate</title><content type='html'>&lt;span style="font-style: italic; font-weight: bold;"&gt;Auditorium “don Enrico De Gasperi”&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;della Banca di Credito Cooperativo di Carugate&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;Via De Gasperi 11&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;Carugate&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 0, 0);font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;Convegno organizzato dall'Onorevole Lino Duilio dal nome:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;font-size:180%;" &gt;L'ITALIA NELLA CRISI - Ce la faremo a uscire dalla bufera?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;PROGRAMMA:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;9.30 - Saluto di &lt;span style="font-weight: bold;"&gt;Umberto Gravina&lt;/span&gt;, Sindaco di Carugate&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;9.45 - Introduzione dell'On. &lt;span style="font-weight: bold;"&gt;Lino Duilio&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;10.00 - "La crisi economica e le misure per uscirne" - Prof. On.  &lt;span style="font-weight: bold;"&gt;Vincenzo Visco&lt;/span&gt;, Ordinario di Scienza delle Finanze all'Università La  Sapienza di Roma e Ministro delle Finanze in vari governi dal 1993 al  2008&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;10.45 - "La crisi economica e i suoi riflessi sociali" -&lt;span style="font-weight: bold;"&gt;  Don Virginio Colmegna&lt;/span&gt;, Presidente della Fondazione Casa della Città e  Direttore della Caritas Ambrosiana dal 1993 al 2008&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;11.30 - Interventi di &lt;span style="font-weight: bold;"&gt;Fabio Pizzul&lt;/span&gt; (Cons. Regionale) e &lt;span style="font-weight: bold;"&gt;Gigi Ponti&lt;/span&gt; (Cons. Provinciale e Segretario PD Monza e Brianza)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;12.00 - Dibattito con replica dei relatori&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;13.30 - Chiusura convegno e piccolo rinfresco&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-3614983514764455048?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/3614983514764455048/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=3614983514764455048' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3614983514764455048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3614983514764455048'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/11/litalia-nella-crisi-ce-la-faremo-uscire.html' title='Invito al Convegno del 19 novembre 2011 a Carugate'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-5286070378843191140</id><published>2011-10-30T07:57:00.001+01:00</published><updated>2011-10-30T07:57:53.433+01:00</updated><title type='text'>Convocazione Incontro</title><content type='html'>&lt;span xmlns=''&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;strong&gt;A tutti gli iscritti e simpatizzanti&lt;/strong&gt;:&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;br/&gt;vi invito all'incontro di &lt;strong&gt;&lt;span style='color:red'&gt;&lt;span style='font-size:14pt'&gt;giovedì 3 novembre &lt;/span&gt;ore 21.00&lt;/span&gt; presso la sede di via Negroni&lt;/strong&gt;.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS'&gt;Chiedo in particolare la presenza del coordinamento anche se ovviamente è gradita e benvenuta la partecipazione di tutti.&lt;br/&gt;Vorrei consolidare l'abitudine di vederci sempre almeno il 1° giovedì del mese. &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS'&gt;Resta sempre la facoltà di ognuno di usare la mail per le segnalazioni&lt;br/&gt;&lt;br/&gt;I punti sono:&lt;br/&gt;&lt;strong&gt; ·     Comunicato stampa per comunicare il nuovo portavoce e il coordinamento&lt;br/&gt; ·     Ruolo e contributi del coordinamento&lt;br/&gt; ·     Progettare una iniziativa aperta al pubblico (vediamo se invitare qualche "big" almeno di Pd metropolitano e trattare un argomento -ad es. i problemi del Comune a garantire i servizi anche con i tagli, oppure TEM o altre questioni, ditemi voi)&lt;br/&gt; .     Varie ed eventuali&lt;br/&gt;&lt;/strong&gt;&lt;br/&gt;a giovedì!&lt;br/&gt;&lt;br/&gt;Il portavoce del circolo - Roberto Denaro&lt;span style='font-size:24pt'&gt;&lt;strong&gt;&lt;br /&gt;						&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-5286070378843191140?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/5286070378843191140/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=5286070378843191140' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/5286070378843191140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/5286070378843191140'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/10/convocazione-incontro.html' title='Convocazione Incontro'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-7415284474108707148</id><published>2011-10-22T17:44:00.002+02:00</published><updated>2011-10-22T17:47:20.098+02:00</updated><title type='text'>invito!</title><content type='html'>&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:arial black,sans-serif;"&gt;&lt;span style="color:rgb(204, 0, 0)"&gt;&lt;br /&gt;Lunedì  24 ottobre alle ore 21&lt;/span&gt; si terrà una "riunione di maggioranza"&lt;br /&gt;presso il Comune in via Roma: &lt;u style="color:rgb(204, 0, 0)"&gt;tutti gli iscritti al Circolo PD sono invitati a partecipare&lt;/u&gt;.&lt;/span&gt;&lt;br /&gt;  &lt;span style="font-family:arial black,sans-serif;"&gt;Buona settimana.&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-7415284474108707148?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/7415284474108707148/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=7415284474108707148' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/7415284474108707148'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/7415284474108707148'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/10/invito_22.html' title='invito!'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-3645538308597398443</id><published>2011-10-17T10:04:00.004+02:00</published><updated>2011-10-18T16:44:31.161+02:00</updated><title type='text'></title><content type='html'>&lt;div id=":6b" class="ii gt"&gt;&lt;div id=":6c"&gt;&lt;span style="color: rgb(204, 0, 0); font-style: italic; font-family: arial; font-weight: bold;font-family:verdana;font-size:180%;"  &gt;A TUTTI GLI ISCRITTI&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;Siete convocati ad una assemblea generale&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:6;"&gt;&lt;u&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;VENERDI 21 ottobre&lt;/span&gt; alle ore 21,00&lt;/u&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;presso la sede del Circolo PD sita in Pessano con Bornago via Negroni,4&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;Ordine del Giorno:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:6;"&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;- nomina nuovo coordinatore/portavoce&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;- varie ed eventuali&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;Non mancate!&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;Un cordiale saluto&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;G.Mazzurana&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div style="padding:0px;margin-left:0px;margin-top:0px;overflow:hidden;word-wrap:break-word;color:black;font-size:10px;text-align:left;line-height:130%"&gt; &lt;/div&gt; &lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-3645538308597398443?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/3645538308597398443/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=3645538308597398443' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3645538308597398443'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3645538308597398443'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/10/convocazione-assemblea-iscritti.html' title=''/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-8590335337775396039</id><published>2011-10-14T11:15:00.001+02:00</published><updated>2011-10-22T17:45:35.276+02:00</updated><title type='text'>Manifestazione nazionale del 5 novembre a Roma</title><content type='html'>&lt;img 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" 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&lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" 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locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabella normale";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Pronti?&lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt; &lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Via !&lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Si parte.&lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Tutti a Roma con il PD.&lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Entro martedì sera la nostra zona deve prenotare i biglietti per raggiungere Roma in treno.&lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Questa opportunità fa la differenza in termini di comodità.&lt;/span&gt;&lt;span style=" font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language: IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Come provincia ad oggi sono disponibili &lt;b&gt;550  posti.&lt;/b&gt;&lt;/span&gt;&lt;span style=" font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language: IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Per questo è fondamentale che coloro che desiderano partecipare alla manifestazione contattino subito il loro Portavoce(*).&lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;; mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;; background:#FFFF66;mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language: AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Martedì sera pv raccoglieremo le prenotazioni per consegnarle in federazione nella giornata di mercoledì.&lt;/span&gt;&lt;/b&gt;&lt;span style=" font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language: IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Ciò consentirà di prenotare con sicurezza il viaggio in treno.&lt;/span&gt;&lt;span style=" font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:IT;mso-fareast-language: IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Per altre eventuali prenotazioni, tale opportunità sarà subordinata alla disponibilità di altri posti liberi.&lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;; mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Il costo del biglietto è di 30 euro.&lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;; mso-ansi-language:IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Affrettatevi!&lt;/span&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt;Grazie &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: IT;mso-fareast-language:IT;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:13.5pt;"  &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="font-size:20.0pt; mso-bidi-Comic Sans MS&amp;quot;;mso-ansi-language:ITfont-family:&amp;quot;;font-size:11.0pt;"  &gt;(*)per contatti &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;cell. 3351093518 (Pasquale)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-8590335337775396039?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/8590335337775396039/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=8590335337775396039' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/8590335337775396039'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/8590335337775396039'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/10/normal-0-14-false-false-false-it-x-none.html' title='Manifestazione nazionale del 5 novembre a Roma'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-2999574929964987887</id><published>2011-10-07T19:21:00.002+02:00</published><updated>2011-10-07T19:24:21.795+02:00</updated><title type='text'>Il 5 Novembre in Piazza San Giovanni a Roma. In nome del Popolo Italiano</title><content type='html'>&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-2999574929964987887?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/2999574929964987887/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=2999574929964987887' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/2999574929964987887'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/2999574929964987887'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/10/blog-post_9928.html' title='Il 5 Novembre in Piazza San Giovanni a Roma. In nome del Popolo Italiano'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-6806456630909174960</id><published>2011-10-02T18:58:00.000+02:00</published><updated>2011-10-02T18:59:21.690+02:00</updated><title type='text'>invito</title><content type='html'>&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:arial black,sans-serif"&gt;Lunedì 3 ottobre alle ore 21 si terrà una "riunione di maggioranza"&lt;br /&gt;presso il Comune in via Roma: &lt;u&gt;tutti gli iscritti al Circolo PD sono invitati a partecipare&lt;/u&gt;.&lt;/span&gt;&lt;br /&gt;  &lt;span style="font-family:arial black,sans-serif"&gt;Buona settimana.&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-6806456630909174960?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/6806456630909174960/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=6806456630909174960' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/6806456630909174960'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/6806456630909174960'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/10/invito.html' title='invito'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-6627257505553201084</id><published>2011-10-01T14:22:00.001+02:00</published><updated>2011-10-01T14:22:29.549+02:00</updated><title type='text'></title><content type='html'>&lt;span xmlns=''&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;IL TERMOMETRO CI INDICA CHE LA FEBBRE NON SCENDE E IL CORPO DEPERISCE SE NON SI INTERVIENE CON CURE ROBUSTE E CON NUOVE IDEE CHE CI PORTINO AD INDIVIDUARE LA VIA DA PERCORRERE. PER OPPORSI AL DECLINO.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt; &lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Arial; font-size:10pt'&gt;------------------------------------&lt;/span&gt;&lt;span style='font-family:Times New Roman; font-size:12pt'&gt;&lt;br/&gt;  &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-size:18pt'&gt;&lt;strong&gt;Jabil - Nokia, Cova (Pd): non si sacrificano i lavoratori per un'area edificale in più&lt;/strong&gt;&lt;/span&gt;&lt;span style='font-size:13pt'&gt;&lt;br /&gt;				&lt;/span&gt;&lt;/p&gt;&lt;p&gt;  &lt;br /&gt; &lt;/p&gt;&lt;p&gt;&lt;span style='font-size:13pt'&gt;"L'occupazione in questo periodo di difficoltà è da tutelare in ogni modo. Non si possono sacrificare centinaia di lavoratori solo per sfruttare un'area edificabile in più, come pare stia accadendo nel caso della Jabil  - Nokia. La Provincia si attivi per scongiurare la chiusura dello stabilimento". E' intervenuto così oggi in Aula Paolo Cova, consigliere provinciale del Pd.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt; &lt;br /&gt; &lt;/p&gt;&lt;p&gt;&lt;span style='font-size:13pt'&gt;"Un'azienda che è un'eccellenza della Provincia di Milano – ha aggiunto Cova - vede la sua lenta morte. Poco per volta è stato ridotto il numero di lavoratori e ieri la Jabil - Nokia ha decretato la chiusura degli stabilimenti di Cassina de' Pecchi in provincia di Milano e di Marcianise in provincia di Caserta. Nel nostro territorio saranno oltre 350 i lavoratori che perderanno il posto".&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt; &lt;br /&gt; &lt;/p&gt;&lt;p&gt;&lt;span style='font-size:13pt'&gt;"Le competenze professionali presenti a Cassina de' Pecchi sono elevate – ha concluso  Cova - e spero che non vengano sacrificate in toto solo per avere un'area libera da utilizzare per investimenti edilizi. Mi auguro che l'amministrazione comunale di Cassine de' Pecchi dica un chiaro 'no' e non si presti a questo gioco".&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt; &lt;br /&gt; &lt;/p&gt;&lt;p&gt; &lt;br /&gt; &lt;/p&gt;&lt;p&gt;&lt;span style='font-size:13pt'&gt;Milano, 29 settembre 2011&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-6627257505553201084?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/6627257505553201084/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=6627257505553201084' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/6627257505553201084'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/6627257505553201084'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/10/il-termometro-ci-indica-che-la-febbre.html' title=''/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-3196427861741949645</id><published>2011-09-19T17:19:00.001+02:00</published><updated>2011-09-19T17:19:29.586+02:00</updated><title type='text'>Appello al presidio "Salviamo l'Italia. Berlusconi dimettiti"</title><content type='html'>&lt;span xmlns=''&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS'&gt;Appello unitario al presidio: Salviamo l'Italia. Berlusconi dimettiti!&lt;br/&gt;&lt;br/&gt;&lt;strong&gt;Giovedì 22 settembre ore 18 piazza San Babila&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;br/&gt;Il Partito Democratico invita i cittadini, le associazioni, i movimenti, i sindacati, i partiti del centrosinistra a partecipare al presidio per chiedere le dimissioni immediate del premier Silvio Berlusconi.&lt;br/&gt;&lt;br/&gt;Silvio Berlusconi non ha più la credibilità per chiedere agli italiani sacrifici e un impegno per il cambiamento e con la sua incapacità a governare sta facendo fare al paese solo passi indietro.&lt;br/&gt;&lt;br/&gt;Liberi l'Italia, si dimetta!&lt;br/&gt;&lt;br/&gt;Non è più nemmeno una questione politica, ma di sopravvivenza del nostro Paese.  Le sue manovre economiche sono timide, impoveriscono i cittadini che hanno già pagato troppo, soffocano i servizi degli enti locali e non sono in grado di creare opportunità di lavoro e  far crescere l'economia del nostro Paese. Il suo principale alleato, la Lega di Bossi, grida per l'ennesima volta alla secessione, per nascondere i propri fallimenti sul federalismo, sulla politica economica e per ripulirsi frettolosamente da tutte le leggi ad  &lt;br/&gt;personam che ha votato. I suoi ministri non hanno più alcuna autorevolezza per proporre riforme.&lt;br/&gt;&lt;br/&gt;L'Italia ha bisogno di guardare oltre. Con la sua incapacità a governare e con l'impaccio dei suoi interessi personali il suo Governo è diventato un ostacolo alla riscossa dell'Italia.&lt;br/&gt;&lt;br/&gt;L'Italia ce la può fare, dispone di energie e di risorse positive. È ora di unire tutti coloro che vogliono cambiare. È il momento di metterci la faccia tutti, senza esitazioni. Ci rivolgiamo quindi agli iscritti e simpatizzanti del Partito Democratico, ai cittadini, alle associazioni milanesi, ai sindacati, ai movimenti di pensiero e politici, ai partiti dell'intero centrosinistra e a tutti coloro che in modo civile e pacifico intendono cambiare il destino del nostro Paese. &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS'&gt;Chiediamo a tutti di aderire al presidio di giovedì 22 settembre alle ore 18 in piazza San Babila a Milano.&lt;br/&gt;&lt;br/&gt;Roberto Cornelli, segretario metropolitano del Pd&lt;br/&gt;Francesco Laforgia, coordinatore cittadino del Pd&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-3196427861741949645?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/3196427861741949645/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=3196427861741949645' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3196427861741949645'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3196427861741949645'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/09/appello-al-presidio-l-berlusconi.html' title='Appello al presidio &amp;quot;Salviamo l&amp;#39;Italia. Berlusconi dimettiti&amp;quot;'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-1557306017208363389</id><published>2011-09-15T11:34:00.001+02:00</published><updated>2011-09-15T11:34:28.341+02:00</updated><title type='text'>Programma Forum dei Circoli del 18/09</title><content type='html'>&lt;span xmlns=''&gt;&lt;p&gt;&lt;br /&gt; &lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;A tutte le iscritte e gli iscritti del Partito Democratico:&lt;br/&gt;&lt;br/&gt;Carissimi, &lt;br/&gt;di seguito il programma della giornata del forum dei circoli di Milano e provincia del 18/9, al quale siete invitati a partecipare.&lt;br/&gt;&lt;br/&gt;PROGRAMMA DELLA GIORNATA&lt;br/&gt;&lt;br/&gt;09.30: &lt;br/&gt;presso lo Spazio Coop accreditamento ed iscrizione al dibattito mattutino e ai gruppi di lavoro pomeridiani.&lt;br/&gt;&lt;br/&gt;Ore 10: apertura dei lavori: Roberto Cornelli &lt;br/&gt;Relazioni introduttive: Nico Stumpo e Francesco Laforgia &lt;br/&gt;&lt;br/&gt;Ore 10.30: apertura del dibattito. Gli interventi dovranno essere rigorosamente di 5 minuti.&lt;br/&gt;&lt;br/&gt;13.00: chiusura dei lavori della mattina: Roberto Cornelli&lt;br/&gt;&lt;br/&gt;13.30: pranzo presso il ristorante "il Valtellina"&lt;br/&gt;&lt;br/&gt;14.15: Introduzione ai gruppi di lavoro: Augusto Schieppati&lt;br/&gt;&lt;br/&gt;14.30: Divisione nei sei gruppi di lavoro&lt;br/&gt;&lt;br/&gt;16.15: Chiusura dei lavori: Stefano Boeri e Gianni Cuperlo &lt;br/&gt;&lt;br/&gt;17.00: Conclusione dei lavori&lt;br/&gt;&lt;br/&gt;PARTITO DEMOCRATICO AREA METROPOLITANA MILANESE&lt;br/&gt;&lt;br/&gt;&lt;br /&gt;				&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-1557306017208363389?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/1557306017208363389/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=1557306017208363389' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/1557306017208363389'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/1557306017208363389'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/09/programma-forum-dei-circoli-del-1809.html' title='Programma Forum dei Circoli del 18/09'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-836729754200250872</id><published>2011-09-04T09:33:00.002+02:00</published><updated>2011-09-04T09:51:16.017+02:00</updated><title type='text'>NOTE DALLA REGIONE – Agosto 2011</title><content type='html'>&lt;span xmlns=""&gt;&lt;p style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;Sperando che ciascuno abbia potuto almeno un po' godere della pausa estiva, considerata l'attenzione che il dibattito pubblico sta giustamente rivolgendo al tema dei costi della politica, pensiamo di fare cosa utile riportandovi di seguito le &lt;strong&gt;10 PROPOSTE&lt;/strong&gt; del Partito Democratico della Lombardia, per incominciare a intervenire nella nostra Regione indipendentemente dal Governo nazionale.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Eliminazione del vitalizio&lt;/strong&gt;, taglio delle indennità di fine mandato e delle indennità mensili dei consiglieri regionali secondo la proposta di legge del PD lombardo già formalizzata il 28 giugno scorso, da approvare entro ottobre.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Soppressione della Provincia di Milano &lt;/strong&gt;e costituzione della Città Metropolitana Milanese per la gestione associata dei principali ambiti di governo: trasporti e infrastrutture, urbanistica e territorio, servizi socio-assistenziali, ecc.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Attuazione&lt;/strong&gt;&lt;br /&gt;							&lt;strong&gt;delle&lt;/strong&gt;&lt;br /&gt;							&lt;strong&gt;Unioni dei Comuni per tutte le realtà locali sotto i 5.000 &lt;/strong&gt;abitanti, anche attraverso una legge regionale di riordino territoriale che definisca i meccanismi di premialità e gli ambiti territoriali ottimali.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Razionalizzazione delle Province lombarde &lt;/strong&gt;secondo la proposta di Legge Costituzionale presentata dal PD in Parlamento (accorpamenti, ecc.).&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Liberalizzazione del settore del trasporto pubblico &lt;/strong&gt;locale regionale -a partire da quello ferroviario- per promuovere vera concorrenza.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Taglio radicale delle società partecipate da Regione&lt;/strong&gt;, Province e Comuni eliminando innanzitutto gli organi societari per le società "in house".&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Soppressione e fusione di enti intermedi e strumentali&lt;/strong&gt; partendo subito dai Consorzi di Bonifica, dall'unificazione di società come &lt;em&gt;Finlombarda&lt;/em&gt; e &lt;em&gt;Cestec, &lt;/em&gt;anche con l'eliminazione contestuale di tutte le società sotto-partecipate.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Riorganizzazione della governance e delle funzioni di Asl e Aziende Ospedaliere &lt;/strong&gt;di concerto con gli Enti Locali, restituendo ruolo effettivo anche ai Sindaci.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Superamento dei "Pirellini"&lt;/strong&gt; (sedi distaccate della Regione) presenti nelle province lombarde.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;&lt;strong&gt;Soppressione delle figure dei 4 Sottosegretari &lt;/strong&gt;e&lt;strong&gt;&lt;br /&gt;							&lt;/strong&gt;dei 4 Delegati istituiti dal Presidente Formigoni.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p style="text-align: justify"&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;Al seguente link, invece, &lt;a target="_blank" href="http://beta.partitodemocratico.it/doc/215074/litalia-di-domani-per-il-rigore-lequit-e-lo-sviluppo-sostenibile.htm"&gt;&lt;span style=" text-decoration:underline;color:blue;" &gt;http://beta.partitodemocratico.it/doc/215074/litalia-di-domani-per-il-rigore-lequit-e-lo-sviluppo-sostenibile.htm&lt;/span&gt;&lt;/a&gt; trovate le proposte del PD nazionale alternative alla manovra del Governo.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=" ;font-family:Comic Sans MS;font-size:12pt;"  &gt;Un saluto cordiale&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-836729754200250872?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/836729754200250872/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=836729754200250872' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/836729754200250872'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/836729754200250872'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/09/note-dalla-regione-agosto-2011-sperando.html' title='NOTE DALLA REGIONE – Agosto 2011'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-3954066138368409525</id><published>2011-08-13T08:34:00.001+02:00</published><updated>2011-08-13T08:34:55.051+02:00</updated><title type='text'>COSTI DELLA POLITICA: ECCO LE PROPOSTE DEL PD</title><content type='html'>&lt;span xmlns=''&gt;&lt;p&gt;&lt;span style='font-family:Times New Roman; font-size:14pt'&gt;&lt;em&gt;Sono trascorsi alcuni giorni da quando sono state presentate le proposte sottoriportate.&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Times New Roman; font-size:14pt'&gt;&lt;em&gt;Oggi le vediamo, ridimensionate e sbertucciate, nel provvedimento che dovrebbe salvare questo Paese. Potrà bastare?&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Times New Roman; font-size:14pt'&gt;&lt;em&gt;Buon Ferragosto&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Times New Roman; font-size:14pt'&gt;&lt;em&gt;Giordano Mazzurana&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt; &lt;/p&gt;&lt;p&gt; &lt;br /&gt; &lt;/p&gt;&lt;p style='text-align: justify'&gt;&lt;span style='color:black; font-family:Comic Sans MS'&gt;&lt;span style='font-size:14pt'&gt;Di fronte all'emergenza economica il Pd ritiene che la politica debba dare un contributo concreto di sobrietà e di responsabilità, lottando invece contro le concezioni demagogiche che rischiano di confondere tutto e non risolvere nulla. &lt;/span&gt;&lt;br /&gt;				&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify'&gt; &lt;br /&gt; &lt;/p&gt;&lt;p style='text-align: justify'&gt;&lt;span style='color:black; font-family:Comic Sans MS; font-size:14pt'&gt;Per questa ragione, il Pd ha da tempo messo a punto precise proposte e dato vita a concrete iniziative parlamentari sul tema dei costi della politica e delle riforme istituzionali. Al Senato ha anche presentato emendamenti alla manovra del governo insieme a Idv e Udc, misure che il governo e la maggioranza hanno respinto, impedendone l'approvazione, ma che restano validi punti di riferimento per gli interventi da realizzare. &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify'&gt; &lt;br /&gt; &lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;span style='font-size:14pt'&gt;·&lt;/span&gt;&lt;span style='font-size:8pt'&gt;       &lt;/span&gt;&lt;span style='font-size:14pt'&gt;Riduzione del numero dei parlamentari. Il Pd ha presentato da tempo diverse proposte di legge per ridurre entro la legislatura, il numero dei parlamentari e cambiare le funzioni del Senato. Per esempio, una Camera con 400 deputati e un Senato Federale con 200 senatori. E' possibile calendarizzare già dal prossimo settembre il provvedimento volto alla riduzione dei parlamentari.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='color:black; font-family:Comic Sans MS'&gt;&lt;span style='font-size:8pt'&gt;     &lt;/span&gt;&lt;span style='font-size:14pt'&gt;Retribuzioni dei parlamentari. Il Pd punta a modificare la legge del 1965 che lega la retribuzione dei parlamentari alla retribuzione dei magistrati italiani, per scegliere un nuovo parametro. L'obiettivo è di allineare l'Italia alla media delle retribuzioni dei parlamentari degli altri paesi europei. &lt;/span&gt;&lt;br /&gt;				&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt; &lt;br /&gt; &lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='color:black; font-family:Comic Sans MS'&gt;&lt;span style='font-size:14pt'&gt;·&lt;/span&gt;&lt;span style='font-size:8pt'&gt;       &lt;/span&gt;&lt;span style='font-size:14pt'&gt;Vitalizi. Con una decisione interna alla Camera e al Senato (gli organi costituzionali hanno un'autonomia decisionale sul proprio bilancio) il Pd propone di rivedere entro la legislatura i vitalizi dei parlamentari riportandoli al sistema previdenziale in vigore per tutti gli altri cittadini iscritti all'Inps. &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt; &lt;br /&gt; &lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;span style='font-size:14pt'&gt;·&lt;/span&gt;&lt;span style='font-size:8pt'&gt;       &lt;/span&gt;&lt;span style='font-size:14pt'&gt;Risparmi e trasparenza su affitti e servizi. Il Pd propone di lavorare concretamente all'interno dei bilanci di Camera e Senato per ridurre la spesa collegata agli immobili (affitti), per dare trasparenza e risparmiare sui servizi offerti.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;  &lt;br /&gt; &lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;span style='font-size:14pt'&gt;·&lt;/span&gt;&lt;span style='font-size:8pt'&gt;       &lt;/span&gt;&lt;span style='font-size:14pt'&gt;Gli emendamenti al Senato. Con gli emendamenti alla manovra proposti anche insieme a Idv e a Udc il Pd punta inoltre ad alcune riforme capaci di dare un contributo importante al contenimento della spesa pubblica. Tra queste proposte vi sono: &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;strong&gt;&lt;span style='font-size:14pt'&gt;1.&lt;/span&gt;&lt;span style='font-size:8pt'&gt;     &lt;/span&gt;&lt;/strong&gt;&lt;span style='font-size:14pt'&gt;L'accentramento dei comuni più piccoli. &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;strong&gt;&lt;span style='font-size:14pt'&gt;2.&lt;/span&gt;&lt;span style='font-size:8pt'&gt;     &lt;/span&gt;&lt;/strong&gt;&lt;span style='font-size:14pt'&gt;L'accorpamento delle province sotto i 500.000 abitanti (di fatto si arriverebbe ad un dimezzamento delle attuali province). &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;strong&gt;&lt;span style='font-size:14pt'&gt;3.&lt;/span&gt;&lt;span style='font-size:8pt'&gt;     &lt;/span&gt;&lt;/strong&gt;&lt;span style='font-size:14pt'&gt;L'accorpamento delle società che fanno capo ai comuni (un comune non potrà avere più di una società: e così verrebbero meno migliaia di aziende, con i relativi consiglieri). &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;strong&gt;&lt;span style='font-size:14pt'&gt;4.&lt;/span&gt;&lt;span style='font-size:8pt'&gt;     &lt;/span&gt;&lt;/strong&gt;&lt;span style='font-size:14pt'&gt;La totale incompatibilità dell'incarico dei parlamentari con qualsiasi altro incarico (sindaco, consigliere, presidente di provincia…). &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;strong&gt;&lt;span style='font-size:14pt'&gt;5.&lt;/span&gt;&lt;span style='font-size:8pt'&gt;     &lt;/span&gt;&lt;/strong&gt;&lt;span style='font-size:14pt'&gt;Taglio delle auto blu e dei voli blu, limitandone l'uso a chi ne ha davvero bisogno. &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 36pt'&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;strong&gt;&lt;span style='font-size:14pt'&gt;6.&lt;/span&gt;&lt;span style='font-size:8pt'&gt;     &lt;/span&gt;&lt;/strong&gt;&lt;span style='font-size:14pt'&gt;Reintroduzione del tetto alla retribuzione dei manager pubblici  &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='text-align: justify; margin-left: 54pt'&gt;  &lt;br /&gt; &lt;/p&gt;&lt;p style='text-align: justify'&gt;&lt;span style='font-family:Comic Sans MS; font-size:14pt'&gt;Queste proposte costituiscono un punto fermo del Pd, un patrimonio di iniziative sulle quali daremo battaglia e che il Pd si impegna a realizzare. &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-3954066138368409525?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/3954066138368409525/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=3954066138368409525' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3954066138368409525'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3954066138368409525'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/08/costi-della-politica-ecco-le-proposte.html' title='COSTI DELLA POLITICA: ECCO LE PROPOSTE DEL PD'/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-2752741385341175828</id><published>2011-07-05T14:12:00.001+02:00</published><updated>2011-07-05T14:12:31.903+02:00</updated><title type='text'></title><content type='html'>&lt;span xmlns=''&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:18pt'&gt;&lt;strong&gt;Un referendum per tornare a scegliere i parlamentari&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:13pt'&gt;&lt;strong&gt;Una iniziativa per quesiti che ci facciano tornare all'uninominale &lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;a href='http://www.scuoladipolitica.it/author/Pierluigi-Castagnetti.aspx'&gt;&lt;span style='color:blue; font-family:Comic Sans MS; font-size:12pt; text-decoration:underline'&gt;di Pierluigi Castagnetti &lt;/span&gt;&lt;/a&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;&lt;br /&gt;				&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt; &lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;Che si parli in questi giorni di referendum per modificare la legge elettorale vigente (il cosiddetto&lt;em&gt; porcellum&lt;/em&gt;) non deve sembrare stravagante, senza nulla togliere alla drammatica urgenza di altri temi come la manovra economica.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;La legislatura, infatti, sta rapidamente scivolando verso la sue fine e il paese non può permettersi di andare alle elezioni ancora una volta con questa legge elettorale.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;La ragione vorrebbe che fosse il Parlamento a farsi carico del problema ma, come sappiamo, la maggioranza Berlusconi-Bossi-Scilipoti non ne vuole neppure sentire parlare. Allora è giusto chiedere al popolo di assumersi la responsabilità dell'iniziativa, con un referendum che, come prevede il nostro ordinamento, non può che essere abrogativo. Non si potrà infatti – come sarebbe giusto e più comprensibile – puntare alla abrogazione totale della legge elettorale vigente, perché la Costituzione prevede che il paese non possa restare privato neppure per un giorno di un ordinamento elettorale e, dunque, si dovrà procedere per abrogazioni parziali che ne correggano le maggiori distorsioni e conservino l'efficacia della parte restante della legge.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;Per queste ragioni da molto tempo mi permetto di insistere, insieme ad altri colleghi parlamentari a importanti costituzionalisti e a personalità della società civile, per la presentazione di quesiti referendari che intervengano selettivamente sulla legge 270/2005 in modo da fare rivivere le legge pre-esistente, cioè la "Mattarella".&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;Com'è possibile? Semplice. Poiché la legge Calderoli introduce, stravolgendolo, modifiche di varie parti dell'ordinamento precedente, basta eliminare quelle modifiche e per fare ritrovare "in vita" ciò che si era voluto estinguere. Oppure, se non si vuole parlare esplicitamente di rivivescenza, si può dire che, abrogando quelle parti del &lt;em&gt;porcellum&lt;/em&gt; che avevano straziato la legge precedente, resta comunque un testo organico ed efficace.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;Il progetto è assolutamente chiaro e gli elettori saranno messi nella possibilità di una scelta precisa e consapevole: il &lt;em&gt;porcellum&lt;/em&gt; o il &lt;em&gt;mattarellum&lt;/em&gt;.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;E' il caso di ricordare che la legge Mattarella già è stata applicata in tre precedenti elezioni politiche con effetti positivi per il sistema e soddisfacenti per i cittadini i quali, attraverso l' assegnazione del 75 per cento dei seggi in collegi uninominali composti mediamente da 100.000 elettori hanno avuto la possibilità di scegliere candidati conosciuti e "controllabili", e l'assegnazione del restante 25% su liste di partito e sistema proporzionale hanno avuto la possibilità di esprimere una opzione politica corrispondente al proprio orientamento "non mediato". E' questo il modo per conservare una forma di maggioritario mitigato, senza regali scandalosi di premi di maggioranza che non esistono in nessun altro paese democratico al mondo.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;È peraltro noto che in questi giorni si sta iniziando la raccolta delle firme per altri referendum abrogativi presentati dal professor Passigli i quali però, aldilà dei robusti dubbi sulla loro ammissibilità, hanno il torto di provocare il ritorno a un sistema proporzionale puro (con il solo limite di una soglia del 4%), senza peraltro restituire all'elettore il diritto di selezionale i propri candidati, non essendo possibile infatti con i quesiti medesimi restituire - come si vorrebbe fare intendere - il voto di preferenza.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS; font-size:12pt'&gt;A me sembra più lineare la nostra proposta che non dissipa quel pochissimo di buono che in materia istituzionale ha realizzato la cosiddetta seconda repubblica. Può anche accadere che tale iniziativa referendaria induca il parlamento a una rivisitazione radicale delle legge Calderoli. Se cosi sarà non c'è che da compiacersene, essendo la sede parlamentare normalmente più consona ad affrontare materia tanto complesse. Ma l'inerzia no, non è più accettabile. Ne hanno dato prova in modo inequivocabile gli elettori nei recenti quattro referendum. I partiti del centro sinistra, il Pd in primis, non possono limitarsi ad attendere che le cose accadano.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-family:Comic Sans MS'&gt;&lt;br /&gt;				&lt;/span&gt; &lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-2752741385341175828?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/2752741385341175828/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=2752741385341175828' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/2752741385341175828'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/2752741385341175828'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/07/un-referendum-per-tornare-scegliere-i.html' title=''/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-3949084201143519637</id><published>2011-07-01T10:51:00.002+02:00</published><updated>2011-07-04T09:27:14.652+02:00</updated><title type='text'></title><content type='html'>&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;Tutti gli iscritti sono invitati a partecipare all'assemblea che si terrà &lt;span style="color:rgb(255, 0, 0)"&gt;mercoledì 6 luglio pv alle ore 21&lt;/span&gt; presso la sede del circolo PD di via Negroni.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;All'ordine del giorno&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;-Commento e valutazioni sulle trascorse elezioni amministrative maggio 2011&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;-Varie ed eventuali&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;Buona giornata&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:comic sans ms,sans-serif;"&gt;Giordano Mazzurana&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="padding:0px;margin-left:0px;margin-top:0px;overflow:hidden;word-wrap:break-word;color:black;font-size:10px;text-align:left;line-height:130%"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-3949084201143519637?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/3949084201143519637/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=3949084201143519637' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3949084201143519637'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/3949084201143519637'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/07/tutti-gli-iscritti-sono-invitati.html' title=''/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-7074853173361091669</id><published>2011-06-30T16:15:00.002+02:00</published><updated>2011-07-04T09:28:11.095+02:00</updated><title type='text'></title><content type='html'>&lt;h1&gt;ll buon politico secondo don Sturzo&lt;/h1&gt;&lt;div class="notes"&gt;28 giugno 2011 - Tonio Dell'Olio&lt;/div&gt;&lt;div id="article-text"&gt; &lt;p&gt; “C’è chi pensa che la politica sia un’arte che si apprende senza  preparazione, si esercita senza competenza, si attua con furberia. È  anche opinione diffusa che alla politica non si applichi la morale  comune, e si parla spesso di due morali, quella dei rapporti privati, e  l’altra (che non sarebbe morale né moralizzabile) della vita pubblica.  La mia esperienza lunga e penosa mi fa invece concepire la politica come  saturata di eticità, ispirata all’amore per il prossimo, resa nobile  dalla finalità del bene comune”.  &lt;/p&gt; &lt;p&gt; Decalogo del buon politico:&lt;br /&gt;1. È prima regola dell'attività politica essere sincero e onesto. Prometti poco e realizza quel che hai promesso.&lt;br /&gt;2. Se ami troppo il denaro, non fare attività politica.&lt;br /&gt;3. Rifiuta ogni proposta che tenda all'inosservanza della legge per un presunto vantaggio politico.&lt;br /&gt;4. Non ti circondare di adulatori. L'adulazione fa male all'anima, eccita la vanità e altera la visione della realtà.&lt;br /&gt;5. Non pensare di essere l'uomo indispensabile, perché da quel momento farai molti errori.&lt;br /&gt;6. È più facile dal No arrivare al Si che dal Sì retrocedere al No. Spesso il No è più utile del Sì.&lt;br /&gt;7. La pazienza dell'uomo politico deve imitare la pazienza che Dio ha con gli uomini. Non disperare mai.&lt;br /&gt;8. Dei tuoi collaboratori al governo fai, se possibile, degli amici, mai dei favoriti.&lt;br /&gt;9. Non disdegnare il parere delle donne che si interessano alla  politica. Esse vedono le cose da punti di vista concreti, che possono  sfuggire agli uomini.&lt;br /&gt;10. Fare ogni sera l'esame di coscienza è buona abitudine anche per l'uomo politico.&lt;br /&gt;Don Luigi Sturzo &lt;/p&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5644730232969719681-7074853173361091669?l=pdpessanobornago.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pdpessanobornago.blogspot.com/feeds/7074853173361091669/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5644730232969719681&amp;postID=7074853173361091669' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/7074853173361091669'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5644730232969719681/posts/default/7074853173361091669'/><link rel='alternate' type='text/html' href='http://pdpessanobornago.blogspot.com/2011/06/l-buon-politico-secondo-don-sturzo-28.html' title=''/><author><name>Circolo PD Pessano con Bornago</name><uri>http://www.blogger.com/profile/16704994093588109789</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5644730232969719681.post-2789077267000176501</id><published>2011-06-30T15:55:00.002+02:00</published><updated>2011-06-30T15:57:54.466+02:00</updated><title type='text'></title><content type='html'>&lt;span xmlns=""&gt;&lt;p&gt;&lt;span style="  ;font-family:Arial;font-size:10pt;color:navy;"   &gt;Un cordiale saluto a tutti.&lt;/span&gt;&lt;span style=" ;font-family:Times New Roman;font-size:12pt;"  &gt;&lt;br /&gt;    &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="  ;font-family:Arial;font-size:10pt;color:navy;"   &gt;Festa Democratica Vi invita a questo appuntamento con Nando Dalla Chiesa.&lt;/span&gt;&lt;span style=" ;font-family:Times New Roman;font-size:12pt;"  &gt;&lt;br /&gt;    &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="  ;font-family:Arial;font-size:10pt;color:navy;"   &gt;Ore 21 di venerdì 1 luglio 2011.&lt;/span&gt;&lt;span style=" ;font-family:Times New Roman;font-size:12pt;"  &gt;&lt;br /&gt;    &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="  ;font-family:Arial;font-size:10pt;color:navy;"   &gt;Area Fiera di via Colombo angolo SP13&lt;/span&gt;&lt;span style=" ;font-family:Times New Roman;font-size:12pt;"  &gt;&lt;br /&gt;    &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;img 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
