<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-6392508754288783386</id><updated>2024-10-11T14:41:56.762-07:00</updated><category term="BORSA"/><category term="UTILITA&#39;"/><title type='text'>MIKIASS      di Michele -  Lupi Non Pecore !</title><subtitle type='html'>&quot;La famiglia è la prima sede dove si comprende il significato dell&#39;esistenza. In un mondo in cui prevalgono i valori del profitto, della ricchezza, del piacere, la cultura dell&#39;accoglienza mira a coltivare i valori del servizio e del dono.&quot;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>119</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-1531321814035879171</id><published>2012-05-01T04:56:00.001-07:00</published><updated>2012-05-01T04:57:39.547-07:00</updated><title type='text'>DEBITO PUBBLICO - LEVE FINANZIARIE - STRANGOLATORI DI POPOLI</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
DAL BLOG NOCENSURA.COM&lt;br /&gt;
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http://www.nocensura.com/2012/04/esclusivo-il-debito-pubblico-lo-abbiamo.html&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/1531321814035879171/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/1531321814035879171' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/1531321814035879171'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/1531321814035879171'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2012/05/debito-pubblico-leve-finanzierie.html' title='DEBITO PUBBLICO - LEVE FINANZIARIE - STRANGOLATORI DI POPOLI'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-6846505020581147923</id><published>2012-05-01T04:44:00.004-07:00</published><updated>2012-05-01T04:44:23.265-07:00</updated><title type='text'>DEFAULT GRECIA - BEPPE SCIENZA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Dal blog di Beppe Grillo&lt;br /&gt;
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&lt;h1&gt;
LA GRANDE PORCHERIA DEL SALVATAGGIO LIGRESTI-FONSAI - IL 
REGISTA DI TUTTO E&#39; NAGEL PER L&#39;ASSURDO MILIARDO DI EURO PRESTATO A 
LIGRESTI DA MEDIOBANCA, GOVERNATA DA UN CDA CHE AFFETTUOSAMENTE OSPITA 
LA LIGRESTI FIGLIA - PENATI CONTRO MUCCHETTI: “CON UN SALVATAGGIO DI 
MERCATO LE BANCHE CI AVREBBERO RIMESSO CIRCA IL 40% DEI CREDITI. INVECE,
 NON PAGANO PER L´ERRORE DI AVER SOSTENUTO COSÌ A LUNGO UN GRUPPO COSÌ 
MAL GESTITO”…&lt;/h1&gt;
&lt;div id=&quot;testoArticolo&quot; title=&quot;dago_fotogallery-52778&quot;&gt;

    &lt;div style=&quot;height: 100%; overflow: hidden;&quot;&gt;

    &lt;strong&gt;1- LA GRANDE PORCHERIA DEL COSIDDETTO SALVATAGGIO FONSAI&lt;br /&gt;Bankomat per Dagospia&lt;/strong&gt;&lt;br /&gt;

As usual. Non bisogna  cambiare una virgola al pezzo del Prof. Penati
 oggi su Repubblica (vedi a seguire), che stigmatizza la grande 
porcheria del cosiddetto salvataggio Fonsai, che in realtà e come 
Dagobankomat da tempo aveva denunciato, sarebbe solo la copertura delle 
esecrabili politiche bancarie che hanno permesso a Don Salvatore di 
governare Sai e finanziare i cavalli della figlia a spese dei piccoli 
azionisti.&lt;br /&gt;
&lt;span class=&quot;imgDrag imgRight&quot; style=&quot;clear: none; left: auto; position: static; top: auto; z-index: auto;&quot;&gt;&lt;em&gt;&lt;a href=&quot;http://www.dagospia.com/mediagallery/dago_fotogallery-52778/369219.htm&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/em&gt;&lt;strong&gt;CUCCIA LIGRESTI&lt;/strong&gt;&lt;/span&gt;&lt;span class=&quot;imgDrag imgLeft&quot; style=&quot;clear: none; left: auto; position: static; top: auto; z-index: auto;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;strong&gt;NAGEL E SIGNORA &lt;/strong&gt;&lt;/span&gt;
Ma se leggiamo bene quello che sta accadendo, come sempre non solo le
 idee ma anche le porcherie viaggiano sulle gambe degli uomini. Il 
regista di tutto e&#39; la Mediobanca di Alberto Nagel, che da sempre 
esercita uno stile di governo simile a Cuccia nell&#39;opacità ma purtroppo 
non anche e perlomeno nella visione. Nagel ha ben paura per l&#39;assurdo 
miliardo di euro prestato a Premafin-Fonsai da Mediobanca, governata da 
un Cda che affettuosamente ospita la Ligresti figlia.&lt;br /&gt;
&lt;span class=&quot;imgDrag imgLeft&quot; style=&quot;clear: none; left: auto; position: static; top: auto; z-index: auto;&quot;&gt;&lt;em&gt;&lt;a href=&quot;http://www.dagospia.com/mediagallery/dago_fotogallery-52778/368839.htm&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/em&gt;&lt;strong&gt;JONELLA LIGRESTI resize &lt;/strong&gt;&lt;/span&gt;
E che come ben osserva il Prof. Penati, dovrebbe casomai portare 
Mediobanca a farsi carico del salvataggio come in tutti i normali casi 
di imprese in crisi. Premafin in default, Sai fusa magari anche con 
Unipol (sebbene si potrebbe argomentare che non e&#39; obbligatorio) o 
comunque ristrutturata e rilanciata, con debiti ristrutturati e magari 
stralciati in parte e magari anche in parte convertiti in azioni.&lt;br /&gt;

E con fallimento della holding, doverosamente dichiarato dal 
Tribunale e indagato dalla Procura come in altri casi simili ma forse 
meno chic per la classe dirigente milanese. Soprattutto, con  assunzione
 di responsabilità chiara delle Banche finanziatrici di Ligresti. &lt;br /&gt;Ovvio che no, il rischio d&#39;impresa lasciamolo correre alle piccole medie imprese.&lt;br /&gt;
&lt;span class=&quot;imgDrag imgRight&quot; style=&quot;clear: none; left: auto; position: static; top: auto; z-index: auto;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;strong&gt;Salvatore Ligresti&lt;/strong&gt;&lt;/span&gt;
Poi sappia il pubblico non addentro alle cose bancarie che Nagel dr. 
Alberto ha da una dozzina di anni un amico che si chiama Piero Montani, 
amico che insieme a qualche alto funzionario anonimo di Bankitalia il 
Nagel ha ben tirato fuori dal frigorifero dopo le disavventure di 
Montani in Banco Popolare, Antonveneta e Italease, piazzandolo ai 
vertici della Popolare di Milano. i piazza Meda, co&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.linkiesta.it/blogs/trenta-denari/mucchetti-procura-fonsai#ixzz1r0EiFyqM&quot; style=&quot;color: #003399;&quot;&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/7395767220236875569/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/7395767220236875569' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/7395767220236875569'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/7395767220236875569'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2012/04/dal-blog-la-grande-porcheria-del.html' title=''/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-5218111756458306783</id><published>2012-04-03T11:20:00.000-07:00</published><updated>2012-04-03T11:20:02.872-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div id=&quot;blog-name&quot;&gt;
&lt;a href=&quot;http://www.linkiesta.it/blogs/trenta-denari&quot;&gt;Trenta denari&lt;/a&gt;&lt;/div&gt;
&lt;div id=&quot;blog-tagline&quot;&gt;
di Lorenzo Dilena&lt;/div&gt;
&lt;div id=&quot;sub-title&quot;&gt;

               Blog              &lt;/div&gt;
&lt;h1 class=&quot;title&quot;&gt;
Il progetto del Corriere per Ligresti? Salvare i padroni&lt;/h1&gt;
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                  &lt;div class=&quot;node node-type-blog-post clearfix&quot; id=&quot;node-13776&quot;&gt;

  
  
  
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              &lt;span class=&quot;submitted&quot;&gt;
          &lt;a href=&quot;http://www.linkiesta.it/lorenzo-dilena/profilo&quot; title=&quot;Vedi il profilo di questo autore&quot;&gt;Lorenzo Dilena&lt;/a&gt; - 30 marzo 2012        &lt;/span&gt;
      
    &lt;/div&gt;
&lt;div class=&quot;content&quot;&gt;

    Di questi tempi le certezze durano niente.&amp;nbsp;L’altro ieri, a proposito dello scandalo Ligresti-Fondiaria, il &lt;em&gt;Corriere della Sera&lt;/em&gt;&amp;nbsp;assicurava
 che «non rientrano invece in alcun modo nell’intervento della Procura 
le operazioni di mercato, quindi né il progetto attualmente in corso di 
integrazione con Unipol né l’offerta di Palladio-Sator».&lt;br /&gt;

Gli eventi hanno però rapidamente superato tali certezze. 
L’intervento della Procura milanese minaccia di mandare a monte tutto. 
L’«operazione di sistema» per salvare FonSai potrebbe perciò deragliare,
 compromettendo gli equilibri di un sistema di potere che si regge &lt;em&gt;anche&lt;/em&gt;
 su Fonsai, e a cui si cerca ora di associare Unipol. La compagnia dei 
Ligresti fa parte, per esempio, del gruppo di azionisti che controlla il
 &lt;em&gt;Corriere della Sera&lt;/em&gt;. E il primo azionista del quotidiano 
milanese di via Solferino è Mediobanca, che è il principale creditore di
 Fondiaria per 1,1 miliardi.&lt;br /&gt;

Perciò il &lt;em&gt;Corriere&lt;/em&gt;&amp;nbsp;ha squadernato ben due pagine 
sull’argomento: il gioco si è fatto duro, e bisogna farsi sentire. 
L’obiettivo non è fare la guerra a chi vuole «fare giustizia della 
cattiva gestione dei Ligresti» per «punire i colpevoli», ma trovare 
rapidamente un compromesso, sennò di questo passo «si rischia l’arresto 
delle operazioni di salvataggio e il conseguente commissariamento del 
gruppo assicurativo fiorentino, con grave nocumento di assicurati e 
creditori». Sarebbe arrivato insomma il momento di fare un bel “lodo” 
fra esigenze di verità e giustizia e quelle di opportunità.&lt;br /&gt;

&lt;strong&gt;Il vicedirettore del Corriere Massimo Mucchetti – &amp;nbsp;&lt;/strong&gt;&lt;a class=&quot;external&quot; href=&quot;http://books.google.it/books?id=HMhHUyAiFscC&amp;amp;pg=PA33&amp;amp;lpg=PA33&amp;amp;dq=ligresti+licenziare+i+giornalisti&amp;amp;source=bl&amp;amp;ots=zPrJjmNXbi&amp;amp;sig=yvV7E3Vx0-r-R2z_yUKKtHZXAp4&amp;amp;hl=it&amp;amp;sa=X&amp;amp;ei=XAp2T6nCI8v64QSU0_njDg&amp;amp;ved=0CCoQ6AEwAQ#v=onepage&amp;amp;q&amp;amp;f=false&quot; rel=&quot;nofollow&quot;&gt;che nel 2004 ha pubblicato &amp;nbsp;“&lt;em&gt;Licenziare i padroni?&lt;/em&gt;”&lt;/a&gt;, memorabile saggio&amp;nbsp;sui danni del capitalismo relazionale –&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;ha
 idee molto chiare al riguardo. A buon uso dei lettori, Trenta Denari le
 rimette in fila, ripescandole fra le righe del commento pubblicato oggi
 (&lt;a class=&quot;external&quot; href=&quot;http://www.assinews.it/articolo_stampa_oggi.aspx?art_id=8255&quot; rel=&quot;nofollow&quot;&gt;qui il link all’articolo&lt;/a&gt;).&amp;nbsp;Nell’ordine:&lt;br /&gt;

&lt;strong&gt;1&lt;/strong&gt;. La troppa verità fa male: si rischia di provocare
 il commissariamento della compagnia assicurativa, e quindi di nuocere 
agli assicurati (i clienti di FonSai) e soprattutto ai creditori (le 
banche). Quindi, cari pm, ci vuole “buon senso”&lt;br /&gt;
&lt;strong&gt;2&lt;/strong&gt;. La priorità del pm Orsi non può essere la dichiarazione di insolvenza della compagnia assicurativa&lt;br /&gt;
&lt;strong&gt;3&lt;/strong&gt;. Se proprio di fallimento si deve parlare, quello di 
Premafin è meno pericoloso, ma quello di Sinergia, società non quotata 
dei Ligresti, sarebbe ancora meglio&lt;br /&gt;
&lt;strong&gt;4&lt;/strong&gt;. La soluzione perfetta è una “bancarotta chirurgica” delle società lussemburghesi dei Ligresti&lt;br /&gt;
&lt;strong&gt;5&lt;/strong&gt;. Il non plus ultra è convincere/costringere i 
Ligresti a riportare in Italia le loro società lussemburghesi per 
mettere le azioni Premafin a disposizione dei creditori.&lt;br /&gt;

&lt;strong&gt;Il Corriere indica quindi alla Procura di Milano&amp;nbsp;&lt;/strong&gt;delle priorità: si salvano prima i crediti di Mediobanca in Fondiaria Sai, quindi, se avanza, ce n’è anche per le altre banche.&lt;br /&gt;

&lt;strong&gt;Il “lodo FonSai” così delineato&lt;/strong&gt;, però, poggia su due
 pilastri un po’ pericolanti. Il primo è che si dà per scontato che 
l’attuale assetto di governo del gruppo Ligresti possa produrre bilanci 
al di sopra di ogni ragionevole dubbio. Così non è stato fino a metà 
2011. Il secondo è che Premafin abbia un patrimonio netto positivo. Cosa
 che si può affermare solo se si è disposti a vidimare che le attività 
in pancia alla società (cioè il pacchetto del 36% di Fondiaria) valgano 
un &lt;em&gt;tot&lt;/em&gt; di milioni decisi a tavolino da due prestigiosi periti, e
 non invece il prezzo espresso da una moltitudine di soggetti che 
formano il mercato.&lt;br /&gt;

Twitter: &lt;em&gt;&lt;a href=&quot;https://twitter.com/#%21/lorenzodilena&quot; rel=&quot;nofollow&quot;&gt;@lorenzodilena&lt;/a&gt;&lt;/em&gt;&lt;br /&gt;

        &lt;div class=&quot;article-keywords-list&quot;&gt;
&lt;label&gt;Parole chiave:&lt;/label&gt; &lt;a href=&quot;http://www.linkiesta.it/archivio?keys=fondiaria%20sai&quot;&gt;fondiaria sai&lt;/a&gt; + &lt;a href=&quot;http://www.linkiesta.it/archivio?keys=ligresti&quot;&gt;ligresti&lt;/a&gt; + &lt;a href=&quot;http://www.linkiesta.it/archivio?keys=Premafin&quot;&gt;Premafin&lt;/a&gt; + &lt;a href=&quot;http://www.linkiesta.it/archivio?keys=Procura%20di%20Milano&quot;&gt;Procura di Milano&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;Leggi il resto: &lt;a href=&quot;http://www.linkiesta.it/blogs/trenta-denari/mucchetti-procura-fonsai#ixzz1r0EiFyqM&quot; style=&quot;color: #003399;&quot;&gt;http://www.linkiesta.it/blogs/trenta-denari/mucchetti-procura-fonsai#ixzz1r0EiFyqM&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/5218111756458306783/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/5218111756458306783' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/5218111756458306783'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/5218111756458306783'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2012/04/trenta-denari-di-lorenzo-dilena-blog-il.html' title=''/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-6996955428240177296</id><published>2012-03-03T09:49:00.001-08:00</published><updated>2012-03-03T09:49:47.479-08:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/6996955428240177296/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/6996955428240177296' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/6996955428240177296'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/6996955428240177296'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2012/03/blog-post.html' title=''/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-3474071533041236283</id><published>2012-02-11T14:55:00.001-08:00</published><updated>2012-02-11T14:55:45.237-08:00</updated><title type='text'>Irpinia</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;a href=&quot;http://www.youtube.com/watch?feature=player_detailpage&amp;amp;v=QTEYJr9KJZA&quot;&gt;http://www.youtube.com/watch?feature=player_detailpage&amp;amp;v=QTEYJr9KJZA&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/3474071533041236283/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/3474071533041236283' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/3474071533041236283'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/3474071533041236283'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2012/02/irpinia.html' title='Irpinia'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-2331042222875161182</id><published>2011-10-11T13:14:00.000-07:00</published><updated>2011-10-11T13:14:04.441-07:00</updated><title type='text'>ignoranza</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&quot; LA TOTALE ASSENZA DEL PUDORE, DEL SENSO DELLA MISURA E,L&#39;INCAPACITA DI
 UN GIUDIZIO AUTOCRITICO E ANALITICO, SONO LE CARATTERISTICHE CHE 
PORTANO L&#39;IGNORANTE, A PERCORRERE STRADE, UN TEMPO, BATTUTE DA UOMINI 
GIUSTI E ONORABILI.&lt;br /&gt;
L&#39;INTELLIGENZA, E&#39; UN VALORE CHE,OGGI,IN MOLTI CREDONO DI POSSEDERE, 
PEGGIORANDO,ULTERIORMENTE, LA LORO CONDIZIONE DI SOMARI.fURBIZIA NON E&#39; 
INTELLIGENZA MA LA SUA CONTRAFFAZIONE.&lt;br /&gt;
l&#39;IGNORANTE MODERNO, E&#39; UN UNDIVIDUO PIGRO, SIA SOTTO IL PROFILO 
MENTALE, CHE DELL&#39;ATTIVITA&#39; FISICA, AFFETTO DA MENZOGNA CRONICA E DA UN 
TIPO DI LOGORREA, AD INNESCO AUTOMATICO.LA SUA PIGRIZIA, E&#39; INVERSAMENTE
 PROPORZIONALE ALLA QUANTITA&#39; DIN PAROLE CHE RIESCE AD 
EMETTERE.L&#39;IGNORANTE PURO, RIESCE A PARLARE PER ORE, SENZA UN VERO 
MOTIVO RAZIONALE E RAZIONABILE.CONTESTA QUALSIASI COSA, NON AVENDO, 
LUI,NULLA DA PROPORRE.&lt;br /&gt;
IGNORANTE NON E&#39; CHI NON SA SCRIVERE E NON SA LEGGERE, MA CHI NON SA 
ZAPPARE, SEMINARE E RACCOGLIERE.IGNORANTE E&#39; CHI NON SA INTERPRETARE IL 
CIELO,LE ONDE DEL MARE, E IL VENTO MAESTRALE.&lt;br /&gt;
L&#39;IGNORANTE HA CONVERTITO L&#39;INTELLIGENZA IN FURBIZIA,LA LICENZA IN LIBERTA&#39; E LA VERITA&#39; IN MISTIFICAZIONE.&lt;br /&gt;
QUESTI SOGGETTI, OGGI, SEMPRE PIU&#39; COMUNI, SONO IL PRODOTTO DELLA 
SOTTOCULTURA CONSUMISTICA E DERESPONSABILIZZANTE CHE,NELLE POTENZIALITA&#39;
 DEGLI INDIVIDUI A RISCHIO, TROVA TERRENO DI COLTURA, PER ATTUARE IL SUO
 PROGETTO, DI MANIPOLAZIONE MENTALE.&lt;br /&gt;
LE PROMESSE DI SUCCESSO, DI FACILI GUADAGNI,DI ETERNA BELLEZZA, UNICITA&#39;
 E IMMORTALITA&#39;, INTERVENGONO SULLE MENTI DEBOLI IN FORMA 
DESTABILIZZANTE, ALTERANDONE L&#39;OGGETTIVITA&#39;,L&#39;IMPARZIALITA&#39; E LA 
CONSAPEVOLEZZA.VALORI MORALI E PRINCIPI ETICI, VISSUTI COME DEI VERI E 
PROPRI OSTACOLI E INCIDENTI DI PERCORSO, SONO STATI RIMOSSI E 
CANCELLATI, PER DARE EFFICACIA ALLE LUSINGHE DELLE SUADENTI RIRENE DEL 
LIBERISMO RELATIVISTA.LA FORZA DI VOLONTA&#39; CHE, IN PASSATO, AVEVA LA 
FUNZIONE, LO SCOPO E LA POTENZA DI PRODURRE DIVERSITA&#39; E MERITO, E&#39; 
VENUTA MENO.&lt;br /&gt;
L&#39;UOMO SENZA LA VOLONTA&#39; E&#39; RELEGATO DENTRO UN LABIRINTO DI PAROLE IN 
VIRTU&#39; DELLE QUALI SI PREFIGGE, ATTRAVERSO UN&#39; ANALISI DI NATURA 
OPPORTUNISTICA, DI TROVARE UNA MOTIVAZIONE LOGICA ALLA SUA CONDIZIONE DI
 PARASSITA DELLA SOCIETA&#39;&lt;br /&gt;
QUESTO INDIVIDUO, OLTRE AD ESSERE UN PESO PER LA COMUNITA&#39;, E&#39; UN 
ESEMPIO NEGATIVO PER IL SUO STESSO NUCLEO FAMILIARE CHE, PER EMULAZIONE,
 ASSIMILERA&#39; L&#39;IMMAGINE DISTORTA DI TALE ATTEGGIAMENTO, COME LEGITTIMA 
ED AUSPOICABIULE.&lt;br /&gt;
PER QUESTO TIPO DI INDIVIDUI, IL CONFINE TRA LA FINZIONE E LA REALTA&#39;, 
VIENE AZZERATO, INCORRENDO,COSI&#39;,NEL SERIO RISCHIO DI NON SAPER PIU&#39; 
DISTINGUERE L&#39;UNA DALL&#39;ALTRA.&lt;br /&gt;
L&#39;UOMO PARTOTITO DALLA RIVOLUZIONE INDUSTRIALE E&#39; SOGGETTO AD UNA 
PARTICOLARE IGNORANZA E SCHIAVITU&#39;, UNICHE NELLA STORIA DELL&#39;UOMOE IN 
PARTICOLARE, L&#39;INDIVIDUO IPERTECNOLOGICO DEGLI ULTIMI DECENNI, CHE E&#39; 
TOTALMENTE DIPENDENTE DAL SISTEMA BESTIA.&lt;br /&gt;
QUEST&#39;UOMO NON E&#39; IN GRADO DI PROCURARSI CIBO, DI SCALDARSI, DI PRODURRE ALIMENTI, DI SOFFRIRE E DI DECIDERE.&lt;br /&gt;
E&#39; IL RISULTATO DI UNA PERVERSA OPERAZIONE DI LAVAGGIO MENTALE CHE,IN BREVE TEMPO, SI E&#39; ATTESTATA COME CARATTERE GENETICO.&lt;br /&gt;
L&#39;HABITAT CHE CIRCONDA IL BAMBINO FIN DALL&#39;ALBA DELLA SUA VENUTA AL 
MONDO,CONDIZIONA PER SEMPRE IL SUO 
DOMANI.TELEVISIONE,VIDEOGIOCHI,TELEFONIN  O,PLAY STATION, LO 
DERESPONSABILIZZANO DI OGNI SFORZO DI ANALISI INTRPSPETTIVA E DI 
IMMAGINAZIONE.&lt;br /&gt;
NEL FRATTEMPO IL SISTEMA SI FREGA LE MANI, SAPENDO CHE UN ALTRO POLLO E&#39;
 ENTRATO NELLA GABBIA, E CHE FUORI DI PRIGIONE NON E&#39; PIU&#39; IN GRADO DI 
SOPRAVVIVERE.&lt;br /&gt;
GLI INDIVIDUI OMOLOGATI NELLA NS EPOCA NON SONO CHE POLLI IN BATTERIA.&lt;br /&gt;
IN QUESTA GABBIA, CI SONO ENTRATI VOLONTARIAMENTE, DOPO AVERLA LORO 
STESSI COSTRUITA, RECIDENDO OGNI RAPPORTO CON IL MONDO DEGLI SPIRITI.LA 
LORO CONOSCENZA, E&#39; LIMITATA ALLA&#39;AREA OCCUPATA ALL&#39;INTERNO DEL LOCULO 
METALLICO, DOVE TUTTI TRASCORRONO UNA VITA APPARENTE.QUESTO TITPO DI 
SCHIAVITU&#39; PRIVA L&#39;IGNORANTE SENZA VOLONTA&#39;, DELL&#39;ALBA E DEL TRAMONTO, 
COSTRINGENDOLO AD UN&#39;ESISTENZA LIMBICA, A MEZZ&#39;ARIA FRA UN PRESENTE 
ASSENTE E UN DOMANI INESISTENTE&lt;br /&gt;
PER TANTO , DOBBIAMO RIAPPRIOPARCI DELLA CONOSCENZA DEL PASSATO, DELLE 
CERTEZZE, E DEI PARAMETRI DI GIUDIZIO NECESSARI PER 
L&#39;AUTODETERMINAZIONE, COME ESPRESSIONE DI LIBERTA&#39; 
POSITIVA.DIVERSAMENTE, IL RELATIVISMO DILAGANTE, CI SOMMERGERA&#39; COME UNO
 TSUNAMI, E NON CI SARA&#39; UN DOMANI, NE PER NOI, NE PER I NS FIGLI E 
NIPOTI.
  &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/2331042222875161182/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/2331042222875161182' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/2331042222875161182'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/2331042222875161182'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/10/ignoranza.html' title='ignoranza'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-7262189345368077822</id><published>2011-09-25T06:41:00.001-07:00</published><updated>2012-03-10T04:39:24.832-08:00</updated><title type='text'>VALUTAZIONE TITOLI</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
o 
leggetevi B. Graham e la teoria del NCAV. Valutate solo le attività 
correnti, ignorate quelle a lungo termine, la cassa varrà pure 100, ma 
gli accounts receivable 70/80 non 100, il magazzino qui assente 30/50 
non 100, gli immobili che normalmente valgono meno dei prezzi di mercato
 non contateli, sottraeteci le passiività finanziarie gonfiandole 
addiritturà un po&#39; (magari delle future perdite edei costi di 
liquidazione). Avrete ottenuto un valore minimo intrinseco al di sotto 
del quale difficilmente potrà andare e potrete mantenere per il lungo 
periodo con un buon margine di sicurezza per i vostri investimenti. Il 
BV non dice nulla, perchè gli asset sono gonfiati e a volte 
ineseigibili, le passività mai minori di quanto dichiarato. Il valore di
 mercato delle attività molte volte è inferiore q quello iscritto a 
bilancio, per le tensioni di mercato, la scarsa liquidità, il rifiuto 
delle banche a finanziare operazioni rischiose.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/7262189345368077822/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/7262189345368077822' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/7262189345368077822'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/7262189345368077822'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/09/valutazioe-titoli.html' title='VALUTAZIONE TITOLI'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-416894443237447551</id><published>2011-09-23T11:46:00.000-07:00</published><updated>2011-09-23T11:46:30.315-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;art-postmetadataheader&quot;&gt;

                                                                                        &lt;h2 class=&quot;art-postheader&quot;&gt;

                                              &lt;a href=&quot;http://www.stampalibera.com/?p=31522&quot; rel=&quot;bookmark&quot; title=&quot;Permalink a Le Banche dall’Inferno stanno distruggendo la civiltà occidentale&quot;&gt;
                                               Le Banche dall’Inferno 
stanno distruggendo la civiltà occidentale                              
                &lt;/a&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;div class=&quot;art-postheadericons art-metadata-icons&quot;&gt;

                                            &lt;img alt=&quot;&quot; class=&quot;art-metadata-icon&quot; height=&quot;15&quot; src=&quot;http://www.stampalibera.com/wp-content/themes/freeart_by_stampalibera/images/postdateicon.png&quot; width=&quot;12&quot; /&gt;23 settembre 2011 | &lt;img alt=&quot;&quot; class=&quot;art-metadata-icon&quot; height=&quot;14&quot; src=&quot;http://www.stampalibera.com/wp-content/themes/freeart_by_stampalibera/images/postauthoricon.png&quot; width=&quot;14&quot; /&gt;Autore &lt;a href=&quot;http://www.stampalibera.com/?author=2&quot; rel=&quot;author&quot; title=&quot;Articoli scritti da: Lino Bottaro&quot;&gt;Lino Bottaro&lt;/a&gt; | &lt;a href=&quot;http://www.stampalibera.com/?p=31522&amp;amp;print=1&quot; rel=&quot;nofollow&quot; title=&quot;Stampa articolo&quot;&gt;&lt;img alt=&quot;Stampa articolo&quot; class=&quot;WP-PrintIcon&quot; src=&quot;http://www.stampalibera.com/wp-content/plugins/wp-print/images/printer_famfamfam.gif&quot; style=&quot;border: 0px;&quot; title=&quot;Stampa articolo&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;a href=&quot;http://www.stampalibera.com/?p=31522&amp;amp;print=1&quot; rel=&quot;nofollow&quot; title=&quot;Stampa articolo&quot;&gt;Stampa articolo&lt;/a&gt;
    
                                        &lt;/div&gt;
&lt;div&gt;
&lt;em&gt;Fonte: &lt;a href=&quot;http://www.vocidallastrada.com/2011/09/le-banche-dallinferno-stanno.html&quot;&gt;http://www.vocidallastrada.com/2011/09/le-banche-dallinferno-stanno.html&lt;/a&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div&gt;
&lt;strong&gt;&lt;em&gt;Hanno creato la crisi economica globale apposta per 
creare il caos globale e un’apertura politica globale per far entrare la
 loro schiacciasassi globale chiamata governo mondiale.&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div&gt;
&lt;em&gt;Di&lt;strong&gt; Saman Mohammadi&lt;br /&gt;
&lt;a href=&quot;http://disquietreservations.blogspot.com/l&quot; target=&quot;_blank&quot;&gt;The Excavator&lt;/a&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3KqdtWBpL1q0ptosLR23iL0Pk_fDS2VWLrE0iJIbWDHUOXjrR3UK0jAcc5j28yjxc5B-_mdtOMqwjTh8EBAKjN065NbyPDsN1BAyV3pzjyAiYF4ChNeFavah9HtsAIfdXlZO_h1zTp4Q/s1600/banchieri-e-politica.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;alignleft&quot; height=&quot;247&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3KqdtWBpL1q0ptosLR23iL0Pk_fDS2VWLrE0iJIbWDHUOXjrR3UK0jAcc5j28yjxc5B-_mdtOMqwjTh8EBAKjN065NbyPDsN1BAyV3pzjyAiYF4ChNeFavah9HtsAIfdXlZO_h1zTp4Q/s320/banchieri-e-politica.jpg&quot; style=&quot;border: 0pt none;&quot; width=&quot;374&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
Mentre ci dirigiamo verso il crollo del 2011, il collasso economico
 e politico di ogni nazione in Occidente sta avvenendo esattamente 
secondo i piani. Il destino dell’Occidente viene determinato nelle ombre
 della storia da parte delle banche dall’inferno che gestiscono 
l’America e l’Unione europea.&lt;/div&gt;
&lt;div&gt;
Una volta che la verità sulla crisi economica globale sarà 
pienamente compresa dai popoli delle nazioni, ci saranno non solo 
rivolte per le strade e i negozi saranno bruciati, ma anche catastrofi 
politiche, rivoluzioni, impiccagioni pubbliche dei leader politici, e 
una sofferenza insopportabile.&lt;/div&gt;
&lt;span id=&quot;more-31522&quot;&gt;&lt;/span&gt;&lt;br /&gt;

&lt;div&gt;
&lt;strong&gt;La verità è che i paesi in Europa e altrove non vengono salvati&lt;/strong&gt;,
 essi vengono ridotti in schiavitù attraverso il debito da una classe 
internazionale di banchieri ladri e banditi protetti dai governi che 
controllano il FMI, la Banca Mondiale, la Federal Reserve Bank, ed altre
 banche a gestione privata.&lt;/div&gt;
&lt;div&gt;
Hanno creato la crisi economica globale apposta per creare il caos 
globale e un’apertura politica globale per far entrare la loro 
schiacciasassi globale chiamata &lt;strong&gt;governo mondiale.&lt;/strong&gt;&lt;/div&gt;
&lt;a href=&quot;&quot; name=&quot;more&quot;&gt;&lt;/a&gt;&lt;br /&gt;

&lt;div&gt;
I banchieri dall’inferno stanno lavorando ad un grande progetto 
politico, che è quello di utilizzare le moderne tecnologie e&amp;nbsp; conoscenze
 scientifiche per creare una nuova Babilonia su scala globale, sulle 
rovine della civiltà occidentale e dell’America.&lt;/div&gt;
&lt;div&gt;
Quando il colpo finale contro lo Stato nazione e la libertà 
occidentale sarà inferto dai banchieri criminali e dalle società 
multinazionali, saranno scavate fosse comuni e saranno utilizzati campi 
di detenzione per i prigionieri politici.&lt;/div&gt;
&lt;div&gt;
Le nazioni che si oppongono all’autoritario nuovo ordine mondiale, 
vengono diffamate&amp;nbsp; in qualsiasi forma dalla stampa internazionale. 
L’Iran viene chiamata la nuova Germania nazista perchè resiste agli 
obiettivi egemonici del nuovo ordine mondiale in Medio Oriente.&lt;/div&gt;
&lt;div&gt;
E, ultimamente, la Germania è stata indicata come il Quarto Reich 
perché il suo popolo esercita i suoi diritti democratici e si rifiuta di
 dare altro denaro alla totalitaria Unione Europea e alle corrotte 
banche internazionali.&lt;/div&gt;
&lt;div&gt;
La giornalista irlandese/australiana Jane Burgermeister dice che il
 popolo della Germania è in rivolta contro l’Unione europea, perché non 
vuole essere saccheggiato e distrutto dalle banche come la Grecia e 
altre nazioni europee.&lt;/div&gt;
&lt;div&gt;
Burgermeister ha scritto il 6 settembre nel suo articolo, “&lt;a href=&quot;http://birdflu666.wordpress.com/2011/09/06/endgame-for-euro-german-lawmakers-revolt-as-public-opinion-hardens-against-more-bank-bailouts/&quot; target=&quot;_blank&quot;&gt;Fine partita Per l’Euro: i legislatori tedeschi si ribellano mentre l’opinione pubblica si oppone ad altri salvataggi bancari&lt;/a&gt;“:&lt;/div&gt;
&lt;blockquote&gt;
L’opinione pubblica tedesca e molte delle élite del 
paese, compresi gli organismi rappresentativi delle imprese 
manifatturiere, si oppongono ad ulteriori salvataggi delle banche sulla 
base del fatto che esse impongono giganteschi debiti bancari ai 
contribuenti, rovinando le finanze pubbliche e distruggendo l’economia 
reale.&lt;br /&gt;
Un nuovo sondaggio mostra che il 90% delle persone ora si oppone ai 
piani di un nuovo finanziamento, perché il salvataggio della zona euro 
non aiuta a risolvere il problema del debito. L’85% ha dichiarato che le
 banche dovrebbero essere costrette ad accusare il colpo se un paese 
diventa insolvente.&lt;/blockquote&gt;
&lt;div&gt;
E’ bello vedere che la Germania si è fatta carico del proprio destino. Tutte le nazioni devono fare altrettanto perché&lt;strong&gt; il sogno totalitario di un nuovo ordine mondiale&amp;nbsp; dittatoriale&lt;/strong&gt; che è al centro dell’agenda globale delle banche sarà il peggior incubo dell’umanità.&lt;/div&gt;
&lt;div&gt;
Il poeta americano Ezra Pound divideva le banche&amp;nbsp; in due categorie:
 le banche dall’inferno che praticano l’usura e creano incubi per le 
nazioni, e le banche dal paradiso che non praticano l’usura, ma invece 
prestano denaro in modo che le imprese possano funzionare normalmente e 
possano fare un gran lavoro. Pound ha detto:&lt;/div&gt;
&lt;blockquote&gt;
“Esistono due tipi di banche: il Monte dei Paschi e i diavoli.&lt;br /&gt;
Le banche costruite per la&amp;nbsp; beneficenza, per la ricostruzione, e le 
banche create per far leva sul popolo “(Pound: Selected Prose; Pg. 
176)..&lt;/blockquote&gt;
&lt;div&gt;
Il &lt;a href=&quot;http://www.fondazionemps.it/eng/cenni_storici.asp?id=2&quot; target=&quot;_blank&quot;&gt;Monte dei Paschi di Siena&lt;/a&gt;
 , la più antica banca esistente al mondo, è stata creata nel 1472 dai 
Magistrati della Repubblica di Siena e non consentiva la pratica 
dell’usura. E’ stato ormai comunemente compreso nella seconda Età dei 
Lumi occidentale che &lt;strong&gt;l’usura è una tassa sul popolo&lt;/strong&gt;, 
sul governo e sugli affari che viene incassata da corrotti banchieri 
privati ​​che controllano le banche centrali private e creano denaro dal
 nulla.&lt;/div&gt;
&lt;div&gt;
Pound ha detto che il monopolio del credito è stato la base di 
tutte le altre operazioni monopoliste che affondano le nazioni e privano
 le persone della ricchezza, scrivendo:&lt;/div&gt;
&lt;blockquote&gt;
“I vari monopoli, che culmineranno con il monopolio della
 moneta stessa, chiave di tutti gli altri monopoli, erano e sono, 
monopoli &lt;em&gt;di sfruttatori”.&lt;/em&gt; (Pound:. Selected Prose, Pg 176).&lt;/blockquote&gt;
&lt;div&gt;
Quello che inseguono gli insidiosi banchieri di Londra e New York 
non è il denaro, ma il monopolio politico sulla storia e sull’umanità. &lt;strong&gt;La loro grande passione è il potere, e il loro più grande strumento di guerra è il debito.&lt;/strong&gt;&lt;/div&gt;
&lt;div&gt;
Quando le bombe cadono sulle nazioni le persone possono sentire e 
vedere che sono in guerra e chiedere vendetta contro gli autori della 
violenza. Ma quando viene usato il debito contro una nazione, i politici
 comprati tacciono e ci vogliono generazioni prima che la popolazione si
 risvegli dal suo sonno.&lt;/div&gt;
&lt;div&gt;
L’America è stata conquistata da quest’arma silenziosa chiamata 
debito dopo che il nemico subdolo ha sequestrato la sovranità 
finanziaria degli Stati Uniti nel 1913. I banchieri hanno rovesciato il 
sistema costituzionale bancario che i padri fondatori avevano&amp;nbsp; istituito
 dopo la vittoria contro l’Impero Britannico e lo hanno sostituito con 
la definitiva banca dall’inferno, la privata Federal Reserve Bank.&lt;/div&gt;
&lt;div&gt;
Pound ha detto che la banche dall’inferno sono sanguisughe e 
predatori che trattano gli esseri umani come riserva di sangue da 
utilizzare e succhiare. Egli ha scritto:&lt;/div&gt;
&lt;blockquote&gt;
“Le banche sono l’inferno, da quanto ci riporta la 
documentazione, hanno avuto inizio come bande di creditori, associate 
per strangolare fino all’ultima oncia di profitto dei loro debitori”. 
(Pound:. Selected Prose, Pg 270).&lt;/blockquote&gt;
&lt;div&gt;
Anche altri poeti hanno gettato i banchieri usurai nella stessa 
luce oscura e hanno confrontato il banchiere al diavolo. Il poeta 
tedesco Goethe ha diffidato dall’uso della carta moneta. Nel suo libro, 
Gli Studi Scientifici, ha detto:&lt;/div&gt;
&lt;blockquote&gt;
“Ci sono diversi tipi di denaro: oro, argento e monete di
 rame, o carta moneta. Le monete sono terribilmente reali, la carta 
moneta è solo convenzione.”. (Goethe:…. Gli studi scientifici Editori 
Suhrkamp 1988 New York, pubblicato e tradotto da Douglas Miller Pg 
26..).&lt;/blockquote&gt;
&lt;div&gt;
Douglas Miller, l’editore e traduttore in inglese de Gli studi scientifici di Goethe, ha scritto:&lt;/div&gt;
&lt;blockquote&gt;
“Le opinioni negative di Goethe sulla carta moneta si 
riflettono nella parte II del Faust, dove Mefistofele convince 
l’imperatore a introdurre la carta moneta basata sul valore di un tesoro
 sepolto da scoprire. Questo piano si rivelerà più tardi rovinoso per 
l’impero.” (Pag. 322).&lt;/blockquote&gt;
&lt;div&gt;
Goethe creò Mefistofele, che impersona il diavolo nel suo lavoro teatrale &lt;em&gt;Faust,&lt;/em&gt;
 il venditore di carta moneta. Il punto&amp;nbsp; è che fare soldi dal nulla, 
supportandolo con nulla, e prestarlo alle persone con gli interessi è 
male.&lt;/div&gt;
&lt;div&gt;
I diavoli del sistema bancario occidentale convinsero il Faust 
d’America, il presidente Woodrow Wilson, a far approvare il Federal 
Reserve Act nel 1913 e a segnare con una firma&amp;nbsp; il destino del suo 
paese.&lt;/div&gt;
&lt;div&gt;
Fin dal 1913, l’America è stata sotto l’incantesimo del male e 
trascinata nel buio. L’epoca dal 1913 ad oggi deve essere ricordata come
 l’età dell’Inferno, che ha incluso due guerre mondiali non necessarie, 
inutili depressioni economiche, e una sofferenza di massa inutile.&lt;/div&gt;
&lt;div&gt;
Ma questa lunga era di oscurità e ignoranza collettiva sta finendo.
 L’America è sveglia dopo essere stata messa a dormire per un secolo. Le
 menzogne ​​e gli&amp;nbsp; inganni su cui si fonda il Sistema della Federal 
Reserve si stanno sgretolando in polvere.&lt;/div&gt;
&lt;div&gt;
Alan Greenspan, Ben Bernanke, e gli altri servitori di Satana hanno
 perso il loro fascino sulla psiche americana e sul sistema bancario 
globale. Le loro malefiche politiche economiche progettate per portare 
benefici ai pochi associati a spese dei molti ignoranti non possono più 
essere camuffate come buone.&lt;/div&gt;
&lt;div&gt;
Alex Jones ha dato un importante &lt;a href=&quot;http://youtu.be/Ff0pN9a4zG0&quot; target=&quot;_blank&quot;&gt;messaggio&lt;/a&gt; sul suo programma radiofonico il 13 settembre 2011, dicendo:&lt;/div&gt;
&lt;blockquote&gt;
Siamo in grado di sconfiggere questo male. E abbiamo 
intenzione di sconfiggerlo raggiungendo gli impostori, i burocrati, i 
tecnici del sistema. E chiedendo loro, ‘Vi piace il modo in cui stanno 
andando le cose? Pensate che una cultura della menzogna sia sostenibile?
 E’ questo quello che volete per i vostri figli?’&lt;/blockquote&gt;
&lt;div&gt;
In questo periodo della storia, il messaggio di libertà economica e
 saggezza politica raggiunge la casa di ogni individuo, ogni famiglia e 
ogni nazione.&lt;/div&gt;
&lt;div&gt;
Quante più persone si rendono conto che le nostre società sono 
schiavizzate con l’arma del debito e delle crisi economiche che non 
abbiamo creato noi, ma i banchieri del male, la chiamata alla 
rivoluzione contro il sistema bancario attuale crescerà.&lt;/div&gt;
&lt;div&gt;
Se il male della Federal Reserve Bank e dell’intero sistema 
bancario che si basa sull’usura e sul falso debito non sarà distrutto 
come la schiavitù africana in America, allora l’umanità non sarà in 
grado di nutrire gli affamati e dare una casa ai senzatetto.&lt;/div&gt;
&lt;div&gt;
Dobbiamo sostituire le banche dall’inferno che hanno portato la 
povertà e la distruzione nel mondo con le banche dal paradiso per dare 
al mondo la prosperità e la libertà.&lt;/div&gt;
&lt;strong&gt;&lt;em&gt;&lt;em&gt;Traduzione di Anna Moffa per &lt;/em&gt;&lt;em&gt;&lt;a href=&quot;http://ilupidieinstein.blogspot.com/&quot; target=&quot;_blank&quot;&gt;ilupidieinstein.blogspot.com&lt;/a&gt;&lt;/em&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/416894443237447551/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/416894443237447551' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/416894443237447551'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/416894443237447551'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/09/le-banche-dallinferno-stanno.html' title=''/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3KqdtWBpL1q0ptosLR23iL0Pk_fDS2VWLrE0iJIbWDHUOXjrR3UK0jAcc5j28yjxc5B-_mdtOMqwjTh8EBAKjN065NbyPDsN1BAyV3pzjyAiYF4ChNeFavah9HtsAIfdXlZO_h1zTp4Q/s72-c/banchieri-e-politica.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-104322732631761699</id><published>2011-09-08T00:51:00.001-07:00</published><updated>2011-09-08T00:51:31.697-07:00</updated><title type='text'>da Il Corriereblog</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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	&lt;td class=&quot;createdate&quot; valign=&quot;top&quot;&gt;
		Mercoledì 27 Aprile 2011 08:11	&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td valign=&quot;top&quot;&gt;
Stavolta Germania batte Italia. Nel debito pubblico. Il debito 
pubblico tedesco, per effetto delle revisioni contabili  adottate da 
Eurostat (che Il Sole 24 Ore aveva anticipato alcune  settimane fa), è 
aumentato di colpo nel 2010 di ben 319 miliardi di  euro. Si è innalzato
 così a 2.080 miliardi, primo debito europeo ad  andare oltre la soglia 
dei 2mila miliardi, sorpassando a tutto gas  quello italiano.&lt;br /&gt;

La notizia è ora ufficiale. Eurostat, con la prima notifica del 2011,
  ha incluso nel perimetro del debito pubblico dei Paesi Ue le società  
veicolo che si sono fatte carico dei salvataggi delle banche pericolanti
  durante la crisi. Ciò ha comportato per la Germania le conseguenze  
negative maggiori perché il suo debito pubblico in rapporto al Pil è  
cresciuto dal 73,5% del 2009 e dal 75,7% inizialmente previsto fino allo
  scorso ottobre per il 2010, al ben più corposo 83,2% definitivo  
annunciato ieri. Quello tedesco è dunque diventato il terzo debito  
pubblico lordo più alto del mondo in valore assoluto, scavalcando di 236
  miliardi quello dell&#39;Italia, sceso al quarto posto.&lt;br /&gt;Anche il debito
  pubblico della Gran Bretagna del 2010, previsto in autunno dalla  
Commissione europea pari al 77,8%, è stato elevato all&#39;80% del Pil. Per 
 non parlare delle &quot;passività contingenti&quot; accumulate da molti Paesi  
durante la crisi, cioè di quelle garanzie ed emissioni a favore delle  
banche che per il momento non sono considerate debito pubblico ma che  
potrebbero diventarlo in futuro, anche soltanto in parte, se le cose  
dovessero andare storte. Nel 2010 l&#39;Eurostat ha stimato tali &quot;passività 
 contingenti&quot; pari al 24,7% del Pil per la Gran Bretagna, al 125% per  
l&#39;Irlanda, al 25,1% per la Grecia, al 15,9% per il Belgio, al 5,6% per  
la Spagna e al 2,8% per la Germania. L&#39;Italia, per inciso, non ha  
&quot;passività contingenti&quot; di questo tipo.&lt;br /&gt;

&lt;div class=&quot;VOICE_SKIP art11_left&quot;&gt;


&lt;/div&gt;
Se il debito è una specie di crescita &quot;rubata al  futuro&quot;, cioè alle 
generazioni che ci seguiranno, è fondamentale capire  quanto sta 
accadendo in questi anni come conseguenza di quella crisi  mondiale nata
 in America i cui mali non sono stati ancora del tutto  estirpati, come 
evidenziato anche in questi giorni dalle inchieste del  Sole 24 Ore sul 
proliferare incontrollato degli strumenti finanziari.  Tra le 
conseguenze della crisi, nata dall&#39;eccesso di debito privato  (negli 
Stati Uniti come in Spagna, in Irlanda come in Gran Bretagna) non  vi 
sono state solo le cadute dei Pil e l&#39;aumento dei disoccupati in  tutto 
il mondo, ma anche la perdita di enormi quote di ricchezza netta  delle 
famiglie, i disastri bancari e i successivi costi pubblici che  essi 
hanno comportato.&lt;br /&gt;Qualche giorno fa il Fondo monetario  
internazionale nel suo ultimo &quot;Fiscal monitor&quot; ha previsto che nel 2016 
 il debito pubblico lordo americano toccherà il 112% del Pil: sarà, 
cioè,  non molto distante dai livelli dell&#39;Italia. Tuttavia, il nostro 
Paese  ha i conti delle famiglie in ordine mentre in America essi non lo
 sono  affatto, essendo tuttora completamente sgangherati ad oltre due 
anni e  mezzo dallo scoppio della &quot;bolla&quot; dei subprime. La Germania 
aveva sinora  gestito con una certa &quot;riservatezza&quot; i dissesti dei suoi 
istituti  bancari, ma alla fine i nodi sono venuti al pettine (e forse 
ancora non  del tutto a giudicare dalla riluttanza delle banche dei 
Länder a  sottoporsi agli stress test). Da ieri non soltanto il debito 
pubblico  americano, su cui Standard and Poor&#39;s ha recentemente acceso i
  riflettori, ma anche quello tedesco è diventato ufficialmente un po&#39; 
più  &quot;italiano&quot;.&lt;br /&gt;

L&#39;Italia, con il debito pubblico della Prima repubblica, aveva  
&quot;rubato&quot; a se stessa molta della sua crescita futura: un furto di cui  
ancora oggi scontiamo le conseguenze. Ma è da quasi un ventennio che il 
 nostro Paese ha bloccato la corsa del suo debito pubblico, il cui  
rapporto con il Pil prima è sceso per poi risalire in questi ultimi anni
  più che altro per effetto della diminuzione del Pil. Sono ora gli 
altri  Paesi a rubare a se stessi crescita futura con il debito. Prima  
l&#39;avevano abbondantemente fatto con i debiti privati, che restano assai 
 elevati. Adesso da quei debiti privati origina come conseguenza anche 
un  aumento, senza precedenti in tempi di pace, del debito pubblico.&lt;br /&gt;Nel
  2010 il deficit/Pil italiano è stato pari al 4,6%, non molto superiore
 a  quello tedesco, pari al 3,3%, contro il 7% della Francia, il 9,2% 
della  Spagna, il 10,4% della Gran Bretagna e il 10,6% degli Stati 
Uniti. Ma  quasi tutto il deficit dell&#39;Italia consiste nel pagamento 
degli  interessi sul debito pregresso: è ancora, cioè, una conseguenza 
di  quella crescita futura che avevamo rubato alle nuove generazioni 
negli  anni 80. Gli altri Paesi, invece, stanno rubando ora ai loro 
giovani la  crescita futura, come mostrano chiaramente i bilanci primari
 previsti  dall&#39;Fmi per il 2011. Infatti, quest&#39;anno l&#39;Italia sarà 
l&#39;unico Paese  del G-7 a presentare un avanzo primario (0,2% del Pil). 
Tutti gli altri  Stati, dopo i già disastrosi 2009-2010, avranno ancora 
dei deficit  primari, nella maggior parte dei casi assai consistenti: 
Stati Uniti  (9%), Gran Bretagna (5,5%), Francia (3,3%), Giappone 
(8,6%), Canada  (4,1%), Germania (0,3%).&lt;br /&gt;Crescere è indubbiamente importante ma nell&#39;era post-Lehman Brothers tenere in ordine i conti non lo sarà di meno.&lt;br /&gt;

Marco Fortis - Il Sole 24 Ore - 27 aprile 2011&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/104322732631761699/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/104322732631761699' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/104322732631761699'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/104322732631761699'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/09/da-il-corriereblog.html' title='da Il Corriereblog'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-1488715738002921427</id><published>2011-08-21T07:19:00.001-07:00</published><updated>2011-08-21T07:21:14.100-07:00</updated><title type='text'>SITUAZIONE PAESE DEL MONDO</title><content type='html'>http://www.google.it/publicdata/explore?ds=d5bncppjof8f9_&amp;amp;met_y=ny_gdp_mktp_cd&amp;amp;idim=country:ITA&amp;amp;dl=it&amp;amp;hl=it&amp;amp;q=pil+italia#ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=ne_imp_gnfs_zs&amp;amp;scale_y=lin&amp;amp;ind_y=false&amp;amp;rdim=country&amp;amp;idim=country:ITA:ALB:BEL:KOR:CUB:DNK:ETH:FRA:DEU:JPN:GRC:IRQ:MDV&amp;amp;ifdim=country&amp;amp;hl=it&amp;amp;dl=it&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/1488715738002921427/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/1488715738002921427' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/1488715738002921427'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/1488715738002921427'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/08/situazione-paese-del-mondo.html' title='SITUAZIONE PAESE DEL MONDO'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-4713180109970504273</id><published>2011-07-22T11:13:00.001-07:00</published><updated>2011-07-22T11:14:28.855-07:00</updated><title type='text'>NEW CHANGE WORLD</title><content type='html'>&lt;div class=&quot;date-header&quot;&gt;DAL BLOG IL FARO&lt;br /&gt;&lt;br /&gt;giovedì 28 agosto 2008&lt;/div&gt; &lt;h2 class=&quot;art-PostHeader&quot;&gt; &lt;img alt=&quot;PostHeaderIcon&quot; src=&quot;http://lh3.ggpht.com/_xsawwdQtfYA/S6ANgfCFOgI/AAAAAAAAAz0/AkYDr7PY6kI/s320/PostHeaderIcon.png&quot; height=&quot;29&quot; width=&quot;29&quot; /&gt; &lt;a href=&quot;http://vedosentoeparlo.blogspot.com/2008/08/l-euro-l-amero-l-asio-e-il-mandela-d.html&quot;&gt;L&#39; Euro, l&#39; Amero, l&#39; Asio e il Mandela d&#39; oro&lt;/a&gt; &lt;/h2&gt; &lt;div class=&quot;art-PostMetadataHeader&quot;&gt; &lt;div class=&quot;art-PostHeaderIcons art-metadata-icons&quot;&gt; &lt;img alt=&quot;&quot; class=&quot;art-metadata-icon&quot; src=&quot;http://lh3.ggpht.com/_xsawwdQtfYA/S6ANgpDsYcI/AAAAAAAAAz4/FdlIZjWLXWQ/s320/PostDateIcon.png&quot; height=&quot;18&quot; width=&quot;18&quot; /&gt; 12:45 | &lt;img alt=&quot;&quot; class=&quot;art-metadata-icon&quot; src=&quot;http://lh6.ggpht.com/_xsawwdQtfYA/S6ANg6D6XEI/AAAAAAAAAz8/QgmKHTZOzaA/s320/PostAuthorIcon.png&quot; height=&quot;14&quot; width=&quot;14&quot; /&gt; Pubblicato da The Eye  &lt;/div&gt; &lt;/div&gt;  &lt;a href=&quot;http://signaveritae.files.wordpress.com/2008/01/r_eagle_lib_20amero_pl.jpg&quot;&gt;&lt;img style=&quot;float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px;&quot; src=&quot;http://signaveritae.files.wordpress.com/2008/01/r_eagle_lib_20amero_pl.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Buon giorno a tutti,&lt;br /&gt;Oggi  vorrei fare il punto di come sta procedendo il piano per creare un  unico governo mondiale da parte del New World Order. Naturalmente,  questo è un percorso che deve passare prima attraverso la fusione degli  stati nazionali in grandi comunità continentali, proprio come sta  avvenendo sotto i nostri occhi, ma forse non sappiamo proprio tutto.&lt;span class=&quot;fullpost&quot;&gt;&lt;br /&gt;Conosciamo &lt;a href=&quot;http://it.wikipedia.org/wiki/Unione_Europea&quot;&gt;&lt;span style=&quot;font-weight:bold;&quot;&gt;l&#39;Unione Europea&lt;/span&gt;&lt;/a&gt; naturalmente, nata col &lt;a href=&quot;http://it.wikipedia.org/wiki/Trattato_di_Maastricht&quot;&gt;Trattato di Maastricht&lt;/a&gt; del 7 febbraio 1992 (entrato in vigore il 1° novembre 1993), ma non esiste solo la &quot;grande €&quot;.  Innanzitutto esiste &lt;span style=&quot;font-weight:bold;&quot;&gt;&lt;a href=&quot;http://it.wikipedia.org/wiki/Unione_Africana&quot;&gt;l&#39;Unione Africana&lt;/a&gt;&lt;/span&gt;  che nasce il 9 luglio 2002 a Durban, in Sudafrica sulla falsariga  istituzionale dell&#39; Ue, dunque con un Parlamento, una Corte, una Banca,  una Commissione, e in futuro una &lt;span style=&quot;font-weight:bold;&quot;&gt;moneta unica&lt;/span&gt; battuta da un &lt;span style=&quot;font-weight:bold;&quot;&gt;&lt;a href=&quot;http://it.wikipedia.org/wiki/Fondo_Monetario_Internazionale&quot;&gt;Fondo Monetario&lt;/a&gt;&lt;/span&gt; africano e un &lt;span style=&quot;font-weight:bold;&quot;&gt;esercito continentale&lt;/span&gt;. Proseguiamo con l&#39; &lt;span style=&quot;font-weight:bold;&quot;&gt;&lt;a href=&quot;http://it.wikipedia.org/wiki/Comunit%C3%A0_delle_Nazioni_del_Sud_America&quot;&gt;Unione Sudamericana delle Nazioni o Unasur&lt;/a&gt;&lt;/span&gt; il cui atto costitutivo è la &lt;span style=&quot;font-weight:bold;&quot;&gt;&lt;a href=&quot;http://www.comunidadandina.org/documentos/dec_int/cusco_sudamerica.htm&quot;&gt;Dichiarazione di Cusco sulla Comunità delle Nazioni del Sud America&lt;/a&gt;&lt;/span&gt;  siglato il l&#39;8 dicembre 2004, su ispirazione dell&#39;UE.Partecipano  attivamente tutti i paesi eccetto Messico (e poi spiegheremo perchè),  Nicaragua e Panama che saranno comunque osservatori. C&#39;è da dire che ad  ogni modo questi paesi non fanno parte del Sud America, bensì  dell&#39;America Centrale.&lt;br /&gt;Idem come sopra anche per i cugini sudamericani che &lt;a href=&quot;http://www.all-wall-street.com/editoriali/0511-america-latina/2.1-unione-sudamericana/default.html&quot;&gt;entro breve&lt;/a&gt;  prevedono, tra le priorità, la creazione di un Parlamento comune, di  una moneta comune, di un esercito comune e di un Fondo Monetario comune.&lt;br /&gt;Spostandoci ad Oriente abbiamo &lt;span style=&quot;font-weight:bold;&quot;&gt;&lt;a href=&quot;http://it.wikipedia.org/wiki/Dialogo_per_la_Cooperazione_Asiatica&quot;&gt;Il Dialogo per la Cooperazione Asiatica (Asia Cooperation Dialogue, ACD)&lt;/a&gt;&lt;/span&gt;,  nata tra il 17 e il 20 settembre 2000 durante la Prima Conferenza  Internazionale dei Partiti Politici Asiatici, tenutasi a Manila. L &#39;ACD  comprende attualmente 30 stati dell’Asia, giaà appartenenti ad altri  tentativi più circoscritti di unirsi in un&#39; unica forza come &lt;a href=&quot;http://it.wikipedia.org/wiki/Organizzazione_della_Cooperazione_Centro-Asiatica&quot;&gt;l’Organizzazione della Cooperazione Centro-Asiatica&lt;/a&gt; o &lt;a href=&quot;http://it.wikipedia.org/wiki/Comunit%C3%A0_Economica_Eurasiatica&quot;&gt;la Comunità Economica Eurasiatica&lt;/a&gt;. Indovinate quali sono gli obiettivi primari dell&#39; ACD? saranno forse un parlamento unico, una sola moneta &lt;a href=&quot;http://www.lettera22.it/showart.php?id=4814&amp;amp;rubrica=96&quot;&gt;(l&#39; Asio)&lt;/a&gt;, un esercito unico e un Fondo Monetario comune...?Avete proprio ragione ragazzi.&lt;br /&gt;Veniamo ora alla più inaspettata e quindi prima in classifica...Signore e Signori...&lt;a href=&quot;http://en.wikipedia.org/wiki/North_American_Union&quot;&gt;l&#39; Unione Nordamericana(NAU)&lt;/a&gt;.  Dovete sapere che il 25 marzo 2005 a Waco in Texas, George W.Bush  assieme al Presidente messicano Fox ed il Primo Ministro canadese  Martin, ha siglato il &lt;span style=&quot;font-weight:bold;&quot;&gt;&lt;a href=&quot;http://www.spp.gov/&quot;&gt;Patto per la Sicurezza e la Prosperità (SPP)&lt;/a&gt;&lt;/span&gt;(questo  è il sito governativo ufficiale). Pochi l&#39;hanno saputo e molto poco se  ne parla, forse perche questo trattato che prevede i soliti obiettivi di  costituire un esercito, un Fondo Monetario, un parlamento e una moneta  unica, &lt;span style=&quot;font-weight:bold;&quot;&gt;&lt;a href=&quot;http://www.nogw.com/shadow.html&quot;&gt;l&#39; Amero&lt;/a&gt;&lt;/span&gt;,  è stata firmata senza che il presidente Bush (e suppongo anche i suoi  omologhi) ne avessero il potere. Non è stato fatto un referendum, non è  stato posto il problema pubblicamente, niente di niente. Dibattiti e  proteste avrebbero potuto frenare la cosa, mentre i volponi  transoceanici hanno deciso che forse era meglio dirlo a cose fatte. L&#39;  agenda naturalmente corre come il vento, infatti i membri del SPP si  sono incontrati molte volte da allora, siglando accordi sempre più  vincolanti ed entro pochi anni, molti meno di quanto possiamo immaginare  visto la  velocità del processo fin&#39;ora, gli USA come li conosciamo  oggi non esisteranno più, ci sarà solo un&#39;unica supernazione che  spenderà Ameros. &lt;a href=&quot;http://www.badongo.com/file/11090000&quot;&gt;Qui&lt;/a&gt; trovate il pdf scaricabile dal sito ufficiale del &lt;a href=&quot;http://www.spp.gov/&quot;&gt;SPP&lt;/a&gt;  dove si trovano parecchie informazioni interessanti su come e dove  andremo a parare nel prossimo e immediato futuro. Chiudo con una  citazione dell&#39;ex Presidente della Federal Riserve &lt;a href=&quot;http://en.wikipedia.org/wiki/Paul_Volcker&quot;&gt;Paul Volcker&lt;/a&gt; (la trovate se e guardate nella parte superiore del &lt;a href=&quot;http://www.singleglobalcurrency.org/&quot;&gt;sito web dell&#39;Associazione per una Singola Valuta Globale&lt;/a&gt;)  che dice: &quot;Un&#39;economia globale richiede una valuta globale&quot;. SGCA è  &quot;dedicato all&#39;obiettivo di introdurre una singola valuta globale entro  il 2025... controllata da una singola banca centrale internazionale&quot;. Ho  già indicato che sulla copertina dell&#39;Economist del 9 giugno 1988 c&#39;è  un&#39;immagine della &quot;Fenice&quot;, una valuta globale la cui introduzione è  suggerita per il 2018.&lt;br /&gt;Sta avvenendo tutto sotto i nostri occhi e non  parlo solo dell&#39; idea di unire il mondo sotto un unica bandiera, che  per altro sarebbe auspicabile per la pace sulla terra, bensì dei modi e  degli scopi reali di chi ha attivato questo meccanismo, che doveva  avvenire in un tempo molto più lungo e in un clima di collaborazione. Il  risultato è che per velocizzare questo processo e garantirsi il  controllo totale sono necessarie guerre e azioni di forza, nonchè  pesantissime limitazioni della libertà individuale. Questa gente si  serve di un nobile fine per poter arrivare a controllare TUTTO ciò che  esiste, dall&#39;economia all&#39;informazione, dal potere alla religione, fino  al controllo totale dell&#39;individuo. Il loro pensiero è che sia meglio  un&#39;umanità tenuta sotto costante controllo e guidata da un&#39; èlite di  intellettuali  appartenenti al mondo dell&#39; economia e delle banche (&lt;a href=&quot;http://vedosentoeparlo.blogspot.com/2008/08/indottrinamento-subliminale.html&quot;&gt;vedi dichiarazioni di Tremonti&lt;/a&gt;),  che un mondo di stati nazionali; naturalmente i risultati sono  tristemente evidenti, senza scomodare, per ora, l&#39;inquietante presenza  del &lt;a href=&quot;http://vedosentoeparlo.blogspot.com/2008/08/prima-di-tutto-bene-capire-di-chi.html&quot;&gt;cuore esoterico legato a sette segrete e rituali massonici&lt;/a&gt;,  di questo gruppo di persone. Apriamo gli occhi che è ora, stiamo solo  facendo il loro gioco ammazzandoci fra di noi per i loro scopi.&lt;br /&gt;Come in alto, così in basso..&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/4713180109970504273/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/4713180109970504273' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/4713180109970504273'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/4713180109970504273'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/07/new-change-world.html' title='NEW CHANGE WORLD'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://lh3.ggpht.com/_xsawwdQtfYA/S6ANgfCFOgI/AAAAAAAAAz0/AkYDr7PY6kI/s72-c/PostHeaderIcon.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-1255534337481062517</id><published>2011-07-18T12:34:00.000-07:00</published><updated>2011-07-18T12:37:01.410-07:00</updated><title type='text'>ATTACCO ALL&#39;ITALIA ATTO SECONDO</title><content type='html'>&lt;table id=&quot;post29756232&quot; class=&quot;tborder&quot; align=&quot;center&quot; border=&quot;0&quot; cellpadding=&quot;6&quot; cellspacing=&quot;0&quot; width=&quot;100%&quot;&gt;&lt;tbody&gt;&lt;tr valign=&quot;top&quot;&gt;&lt;td class=&quot;alt1&quot; id=&quot;td_post_29756232&quot; style=&quot;border-right: 1px solid #c6c6c6&quot;&gt;&lt;div id=&quot;post_message_29756232&quot;&gt;&lt;br /&gt;ATTACCO USA ALL’EUROPA (INTERVISTA A WEBSTER G. TARPLEY)&lt;br /&gt;&lt;br /&gt;DI STEFANIA LIMITI&lt;br /&gt;cadoinpiedi.it&lt;br /&gt;&lt;br /&gt;La soffiata di Tarpley: in una riunione del 2008 è stata decisa la crisi  europea, per evitare che il biglietto verde crollasse. Gli sciacalli  hanno puntato tutto sui Credit Default Swaps&lt;br /&gt;&lt;br /&gt;Abbiamo di nuovo scelto Webster G. Tarpley per approfondire uno dei più  temi urgenti di questi giorni, l&#39;attacco speculativo all&#39;euro e i suoi  effetti su alcuni paesi, tra cui l&#39;Italia. Tarpley, infatti, oltre ad  essere un profondo conoscitore del sistema finanziario internazionale è,  soprattutto, un osservatore di assoluta indipendenza e paladino delle  battaglie contro tutte le oligarchie, come è possibile constatare dalle  sue opere (tra le quali segnaliamo, per l&#39;attinenza al tema, il  recentissimo Obama dietro la maschera: golpismo mondiale sotto un  fantoccio di Wall Street). Le sue sono caratteristiche essenziali,  dunque, se si vuole scoprire dove siano le verità nascoste: per questo  la prima domanda è diretta al cuore del problema:&lt;br /&gt;&lt;br /&gt;1. Esiste un&#39;intelligence che ha pensato e attuato il piano speculativo nei confronti dei paesi europei?&lt;br /&gt;&lt;br /&gt;- Sì, questo era già chiaro dal febbraio 2010, quando il Wall Street  Journal pubblicò un servizio su una cena cospiratoria (8 febbraio)  tenuta nella sede di una piccola banca d&#39;affari specializzata, la  Monness Crespi and Hardt, alla quale parteciparono persone di grande  influenza. In quell&#39;occasione si cercavano strategie per evitare  un&#39;ondata di vendite di dollari da parte delle banche centrali ed il  conseguente crollo del dollaro. L&#39;unica maniera per rafforzare il  biglietto verde passava attraverso un attacco all&#39;euro le cui  compravendite ammontavano circa a mille miliardi (one trillion) al ogni  giorno: impossibile pensare ad un attacco frontale contro una moneta  così forte. Quindi, gli sciacalli degli hedge funds di New York - fra  cui anche certi protagonisti della distruzione di Lehman Brothers -  hanno cercato i fianchi più deboli del sistema europeo e li hanno  individuati nei mercati dei titoli di stato (government bonds) dei  piccoli paesi del meridione europeo e comunque della periferia - Grecia e  Portogallo - dove era possibile contare sulla complicità di politici  dell&#39;Internazionale Socialista al servizio della CIA e di Soros. Il  mercato dei titoli di stato della Grecia è relativamente ristretto e  poco liquido rispetto al Bund tedesco o al Gilt britannico (i loro  bonds): una condizione ideale per una serie di vendite al ribasso,  accompagnate da articoli negativi ispirati da veline di Wall Street e  della City e magari a qualche valutazione pessimista delle agenzie di  rating (notoriamente corrottissime come abbiamo visto nel 2007-8). Un  mix che può determinare tracolli dei prezzi e un vero e proprio panico.  Per aumentare il potere distruttivo di questi attacchi speculativi, si  usa una forma di derivati che si chiamano Credit Default Swaps (Cds) -  detti talvolta derivati di assicurazione. Con pochi soldi si può  scatenare un effetto notevole al ribasso.&lt;br /&gt;&lt;br /&gt;2. Può spiegarci meglio cosa sono questi famigerati Cds?&lt;br /&gt;&lt;br /&gt;- Sono quelli che hanno distrutto la più grande ditta assicuratrice del  mondo, l&#39;AIG, nel settembre 2008. L&#39;ufficio di Londra di AIG aveva  emesso Cds per 3 mila miliardi di dollaro ($3 trillion), più del  prodotto nazionale lordo della Francia. C&#39;è stato un tentativo qui negli  Usa di proibire o almeno limitare i CDS ma alcuni esponenti Democratici  al servizio di Wall Street, Dodd e Frank , hanno bloccato il  provvedimento l&#39;anno scorso con l&#39;aiuto dei Repubblicani reazionari....&lt;br /&gt;&lt;br /&gt;3. Sì, ricordiamo questo passaggio, può spiegarci in termine chiari di cosa di trattò?&lt;br /&gt;&lt;br /&gt;- Durante l&#39;iter parlamentare dell&#39;abbozzo di legge per la riforma del  sistema finanziario, il senatore Christopher Dodd del Connecticut e il  deputato Barney Frank del Massachusetts, i presidenti delle commissioni  competenti, entrambi Democratici e entrambi pagati da Wall Street,  fingendo di volere la riforma radicale, hanno silurato quasi ogni  tentativo di proibire o limitare i derivatives. Lo hanno fatto  coll&#39;aiuto dei Repubblicani, apertamente ostili ad ogni riforma. Il  risultato e&#39; che il cancro dei derivatives continua a crescere.&lt;br /&gt;&lt;br /&gt;4. Chiarissimo, tornando ai CDS...&lt;br /&gt;&lt;br /&gt;- Un CDS è una scommessa (side bet) fatta da un terzo rispetto alla  bancarotta o meno di un altro titolo, spesso fatta a distanza - nel caso  in cui colui che fa la scommessa non e&#39; il proprietario del titolo di  cui si tratta (naked CDS). E&#39; come scommettere su un cavallo che  appartiene ad un altro. I CDS sono intrinsecamente illegali: se fossero  polizze di assicurazione, bisognerebbe incriminare i venditori perché  non hanno fatto le formalità legali per registrarsi come società  assicuratrici, ne&#39; hanno le riserve di capitale - chiunque può vendere  CDS anche se non ha risorse ne&#39; fondi speciali per esiti imprevisti. Se i  CDS fossero giochi di azzardo, allora bisognerebbe incriminare i  venditori come operatori di una bisca fuorilegge. Si potrebbe quindi  colpire i CDS senza nuove leggi, solo con quelle già esistenti. Nella  primavera scorsa, il ministro tedesco delle finanze Schauble ha  introdotto una serie di misure contro i CDS allo scoperto (naked credit  default swaps): si tratta di misure che hanno avuto un effetto positivo  per la stabilità dell&#39;euro e delle obbligazioni dell&#39;eurolandia.&lt;br /&gt;&lt;br /&gt;5. E le agenzie di rating?&lt;br /&gt;&lt;br /&gt;- Per quanto riguarda le credit ratings agencies andiamo a vedere il  loro ruolo nella crisi mondiale di settembre 2008, quando hanno  mantenuto note di AAA per ditte come AIG, Merrill Lynch, e Lehman fino a  5 minuti prima del crollo di queste aziende. La loro corruzione era  evidentissima. Adesso loro vorrebbero giudicare la solvibilità  dell&#39;Italia, e questo e&#39; uno scandalo. I funzionari di queste agenzie  dovrebbero tremare davanti al giudice togato, invece di poter mandare  siluri contro grandi nazioni. Bisogna mettere queste agenzie fuorilegge  per non permettere loro di fare pubblicità agli speculatori al ribasso e  spargere panico fra i piccoli risparmiatori che forse credono tutt&#39;ora  nella buona fede di queste agenzie screditatissime.&lt;br /&gt;&lt;br /&gt;6. Ci spiega che cosa significa in termini politici l&#39;attacco all&#39;Euro?&lt;br /&gt;&lt;br /&gt;- Si tratta di un tentativo di esportare la depressione economica  mondiale verso l&#39;Europa, creando un caos di piccole monete che saranno  facile preda alla speculazione, a differenza dell&#39;euro che è abbastanza  forte per potersi difendere. Si tratta di scaricare la crisi  sull&#39;Europa, sempre con l&#39;idea di indebolire a tal punto l&#39;euro da  impedire a questa moneta di fungere da riserva mondiale accanto al  dollaro o al posto del dollaro. Negli anni trenta la strategia inglese  era quella delle svalutazioni concorrenziali (competitive devaluations)  della sterlina, per esportare la crisi verso gli altri. Un approccio  noto come &quot;beggar my neighbor&quot; - ridurre il vicino alla miseria. Oggi è  la stessa strategia con i mezzi più sofisticati - fra cui, appunto, i  famigerati derivati, definiti da Warren Buffet come &quot;financial weapons  of mass destruction.&quot;&lt;br /&gt;&lt;br /&gt;7. In Italia molti ritengono che l&#39;attacco speculativo al debito  pubblico coincida con la fine della stagione di Berlusconi, c&#39;è un  legame tra le due cose?&lt;br /&gt;&lt;br /&gt;- La grande questione che riguarda l&#39;attacco sferrato all&#39;Italia lunedi&#39;  11 luglio e&#39;: perché adesso? Veramente non ci sono spiegazioni solo  inerenti alla specifica situazione italiana. Una ipotesi: le zombie  banks e hedge funds di Wall Street volevano seminare panico in Italia  per avere più opzioni nell&#39;eventualità di una bancarotta nazionale USA  alla vigilia di Ferragosto che potrebbe scaturire dal rifiuto dei  Repubblicani reazionari del Tea Party di aumentare il limite massimo  dell&#39;indebitamento dello Stato americano. In quel caso, l&#39;unico aiuto  per il dollaro sarebbe un tracollo contemporaneo dell&#39;euro, che potrebbe  benissimo cominciare dall&#39;Italia. Bisogna tuttavia riconoscere che la  cacciata di Berlusconi rappresenta da un paio di anni uno dei primi  obiettivi angloamericani in Europa. Berlusconi è troppo vicino a Putin,  troppo coinvolto nel Southstream pipeline, troppo indipendente da tanti  punti di vista. Si vede questo nei documenti pubblicati da Wikileaks,  un&#39;operazione della CIA mirata a colpire i bersagli degli  angloamericani, da Gheddafi a Ben Ali a Mubarak a Putin e la signora  Rodriguez de Kirchner in Argentina. Qui da noi leggiamo che Berlusconi è  il più grande amico della Russia all&#39;interno della UE - cosa positiva  per la pace mondiale a mio parere, ma intollerabile per l&#39;impero  angloamericano in fase di crollo. Gli stessi impulsi nazionalistici  italiani e lo stesso mestiere dell&#39;Italia come ponte fra l&#39;Europa da una  parte e il Nord Africa, il Medio Oriente e la sfera russa dall&#39;altra  sono presenti, sebbene in forma debole, nell&#39;azione di Berlusconi.  Purtroppo molti in Italia sono accecati dall&#39;odio appena si tratta di  Berlusconi. Io ho visto che quelli che erano accecati dal loro odio di  Bush sono caduti nella trappola di Obama - vale a dire di Soros e di  Rockefeller - e quelli che erano accecati dal loro odio nei confronti di  Obama sono caduti nella trappola del Tea Party - vale a dire dei  fratelli Koch ultrareazionari. In Italia quelli che sono accecati dal  loro odio nei confronti di Berlusconi cadono fatalmente nella trappola  di De Benedetti, Soros e compagnia bella.&lt;br /&gt;&lt;br /&gt;8. Per noi Berlusconi rappresenta un ostacolo per qualsiasi forma di democrazia&lt;br /&gt;&lt;br /&gt;- Sì, ma è meglio evitare l&#39;odio e lavorare su un progetto positivo come  una riforma economica e le misure urgenti per difendere l&#39;economia  italiana contro l&#39;attuale attacco coordinato degli speculatori  internazionali. Berlusconi è imbevuto di ideologia neoliberale. La sua è  una politica ostile alla classe lavoratrice. Il suo appoggio a progetti  come la privatizzazione dell&#39;acqua è pura follia. Berlusconi appare  quindi incapace di difendere l&#39;Italia dall&#39;ondata di rivoluzioni a  colori che incombe sull&#39;Europa. Ma prima di cacciarlo gli italiani  dovrebbero essere ben sicuri di non andare dalla padella alla brace.&lt;br /&gt;&lt;br /&gt;9. Appunto, il governo di Berlusconi-Tremonti e Bossi in questo momento  impedisce passi avanti ma quali sarebbero queste misure urgenti secondo  lei?&lt;br /&gt;&lt;br /&gt;- Secondo me il governo italiano deve agire quanto prima per dichiarare  lo stato di emergenza; vietare in maniera permanente i titoli derivati  di assicurazione (credit default swaps), lo strumento preferito per  l&#39;assalto alle obbligazioni dello Stato Italiano e disporre serie pene  criminali per i trasgressori di tale divieto. Ripeto: se questi titoli  sono considerati assicurazioni, i venditori non hanno adempito alle  precondizioni legali per poter funzionare come ditta assicuratrice, se  sono giochi di azzardo, la loro vendita rappresenta una bisca abusiva.  In ogni caso sono illegali e devono essere colpiti dalla legge.  Neutralizzare le agenzie di rating. Durante la crisi del 2008, le  agenzie di rating hanno mantenuto una valutazione di AAA per molte  obbligazioni fino alla vigilia del crollo, dando luogo ad accuse di  corruzione. Oggi esiste il fondato sospetto della partecipazione di  queste agenzie ad una operazione congiunta di attacco all&#39;Italia da  parte di banche e hedge funds esteri nell&#39;ambito di una speculazione al  ribasso su vasta scala. È quindi opportuno far intervenire la  magistratura e la Guardia di Finanza per eseguire perquisizioni nelle  sedi di tali agenzie allo scopo di accertare in maniera preventiva se  questi delitti sono in fase di preparazione. Eventuali attività  criminali contro l&#39;Italia da parte di queste agenzie di rating devono  essere colpite attraverso proteste diplomatiche, mandati dell&#39;Interpol e  altri mezzi. Questi provvedimenti sono urgenti sopratutto per rompere  lo slancio dell&#39;attuale attacco speculativo e per garantire la stabilità  necessaria per sviluppare una azione a più lunga scadenza. Ogni sforzo  deve essere fatto per ottenere l&#39;applicazione di tali provvedimenti in  tutti i paesi dell&#39;Unione Europea.&lt;br /&gt;&lt;br /&gt;Grazie Mr Tarpley per le sue spiegazioni, purtroppo siamo certi che  tutto ciò che potrebbe fare un governo onesto per togliere dai guai  l&#39;Italia questo governo non potrà né vorrà farlo....&lt;br /&gt;&lt;br /&gt;Stefania Limiti   &lt;/div&gt;                             &lt;/td&gt; &lt;/tr&gt; &lt;tr&gt;  &lt;td class=&quot;alt2&quot; style=&quot;border: 1px solid #c6c6c6; border-top: 0px&quot;&gt;   &lt;img title=&quot;Thunder non  è collegato&quot; class=&quot;inlineimg&quot; src=&quot;http://img.finanzaonline.com/forum/images/statusicon/user_offline.gif&quot; alt=&quot;Thunder non  è collegato&quot; border=&quot;0&quot; /&gt;                    &lt;/td&gt;    &lt;td class=&quot;alt1&quot; style=&quot;border: 1px solid #c6c6c6; border-left: 0px; border-top: 0px&quot; align=&quot;right&quot;&gt;                  &lt;a href=&quot;http://www.finanzaonline.com/forum/newreply.php?do=newreply&amp;amp;p=29756232&quot; rel=&quot;nofollow&quot;&gt;&lt;img title=&quot;Rispondi citando&quot; src=&quot;http://img.finanzaonline.com/forum/images/buttons/quote.gif&quot; alt=&quot;Rispondi citando&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/1255534337481062517/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/1255534337481062517' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/1255534337481062517'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/1255534337481062517'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/07/attacco-allitalia-atto-secondo.html' title='ATTACCO ALL&#39;ITALIA ATTO SECONDO'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-2688582237757591869</id><published>2011-06-27T13:49:00.001-07:00</published><updated>2011-06-27T13:51:46.743-07:00</updated><title type='text'>Italia attaccata sul fronte finanziario.....ENI 06/2011</title><content type='html'>&lt;h1&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;DA:::::::::: LA STAMPA&lt;/span&gt;&lt;br /&gt;   &lt;/h1&gt;&lt;h1&gt;L’ENI è indagata per corruzione&lt;/h1&gt;            &lt;div class=&quot;sotit&quot;&gt;    &lt;h2&gt;Alcuni manager dell&#39;azienda avrebbero ricevuto tangenti in cambio di appalti in Iraq e Kuwait&lt;/h2&gt;           &lt;/div&gt;     &lt;div class=&quot;update&quot;&gt;23 giugno 2011  &lt;/div&gt;         &lt;div class=&quot;social&quot;&gt;  &lt;div class=&quot;comm&quot;&gt;      &lt;a href=&quot;http://www.ilpost.it/2011/06/23/leni-e-indagata-per-corruzione/#comments&quot; title=&quot;Commenta L’ENI è indagata per corruzione&quot;&gt;     &lt;img src=&quot;http://www.ilpost.it/wp-content/themes/ilpost/images/ico_comm_soc.png&quot; alt=&quot;Commenti&quot; height=&quot;19&quot; width=&quot;85&quot; /&gt;     &lt;span class=&quot;nmb&quot;&gt;2&lt;/span&gt;     &lt;img src=&quot;http://www.ilpost.it/wp-content/themes/ilpost/images/ico_comm_soc_2.png&quot; alt=&quot;Commenti&quot; height=&quot;19&quot; width=&quot;5&quot; /&gt;     &lt;/a&gt;  &lt;/div&gt;  &lt;div class=&quot;tw_ret&quot;&gt;        &lt;/div&gt;  &lt;div class=&quot;fb_like&quot;&gt;     &lt;/div&gt; &lt;/div&gt;       &lt;div class=&quot;entry-content&quot;&gt;     &lt;p&gt;La procura di Milano ha aperto un’inchiesta per indagare sulle  tangenti ricevute da alcuni manager dell’ENI, che nel frattempo si è  dichiarata “parte lesa”.&lt;/p&gt; &lt;blockquote&gt;&lt;p&gt;L’ultima tangente sarebbe stata versata e «intercettata»  dalla Guardia di Finanza il 5 e il 6 maggio scorsi. Una «cresta» fatta  tra un manager Eni e alcuni intermediari su contratti d’appalto relativi  al progetto Eni Zubair in Iraq. Un grosso giacimento proprio vicino a  Bassora, dove si è combattuto duramente e dove adesso si muovono invece  eserciti di faccendieri.&lt;/p&gt; &lt;p&gt;È questa l’ultima grana della holding energetica a partecipazione  statale guidata da Paolo Scaroni, finita nel mirino del dipartimento  anticorruzione della Procura milanese con una serie di perquisizioni  scattate l’altro ieri presso uffici e abitazioni di manager e  intermediari di due grossi progetti: quello in Iraq, appunto, e un altro  in Kuwait, denominato «Jurassic field», nel Nord del Paese. Secondo il  pm Fabio de Pasquale, titolare dell’inchiesta per corruzione  internazionale e violazione delle norme sulla responsabilità  amministrativa delle società, legge 231, i due progetti avrebbero  garantito un «sistema» di tangenti pagate estero su estero a manager  dell’Eni da alcune grosse aziende italiane per potersi garantire una  serie di appalti da miliardi di dollari nei due Paesi, di cui il cane a  sei zampe è diventato stazione appaltante su delega dei rispettivi  governi.&lt;/p&gt; &lt;p&gt;Stando alle accuse, sarebbe emersa «l’esistenza di un gruppo  affaristico composto da Massimo Guidotti, Stefano Borghi e Enrico  Pondini (intermediari ed ex manager del settore) e Diego Braghi  (procurement manager del progetto Zubair di Eni spa) e Nerio Capanna,  “vice president di Saipem spa”, nonché altre persone già identificate o  in via di identificazione». Nelle intercettazioni su cellulari, forniti  prudentemente di schede telefoniche lituane, i vari protagonisti,  indagati anche per associazione per delinquere, preferivano chiamarsi  con soprannomi pittoreschi: Braghi era «Maradona» o «Panatta», mentre il  vice presidente Saipem Capanna era indicato, con scarsa fantasia, come  «zio Tom».&lt;/p&gt;&lt;/blockquote&gt; &lt;p style=&quot;text-align: right;&quot;&gt;(&lt;a href=&quot;http://www3.lastampa.it/cronache/sezioni/articolo/lstp/408414/&quot;&gt;Continua a leggere sul sito della Stampa&lt;/a&gt;)&lt;/p&gt;      &lt;div class=&quot;navi_post&quot;&gt;     &lt;span class=&quot;prev_post&quot;&gt;&lt;/span&gt;         &lt;span class=&quot;next_post&quot;&gt;&lt;/span&gt;      &lt;/div&gt;    &lt;/div&gt;        &lt;span class=&quot;art_tag&quot;&gt;TAG: &lt;a href=&quot;http://www.ilpost.it/tag/eni/&quot; rel=&quot;tag&quot;&gt;eni&lt;/a&gt;, &lt;a href=&quot;http://www.ilpost.it/tag/iraq/&quot; rel=&quot;tag&quot;&gt;iraq&lt;/a&gt;, &lt;a href=&quot;http://www.ilpost.it/tag/kuwait/&quot; rel=&quot;tag&quot;&gt;kuwait&lt;/a&gt;, &lt;a href=&quot;http://www.ilpost.it/tag/paolo-scaroni/&quot; rel=&quot;tag&quot;&gt;paolo scaroni&lt;/a&gt;&lt;/span&gt;      &lt;div class=&quot;social&quot;&gt;  &lt;div class=&quot;comm&quot;&gt;      &lt;a href=&quot;http://www.ilpost.it/2011/06/23/leni-e-indagata-per-corruzione/#comments&quot; title=&quot;Commenta L’ENI è indagata per corruzione&quot;&gt;     &lt;img src=&quot;http://www.ilpost.it/wp-content/themes/ilpost/images/ico_comm_soc.png&quot; alt=&quot;Commenti&quot; height=&quot;19&quot; width=&quot;85&quot; /&gt;     &lt;span class=&quot;nmb&quot;&gt;2&lt;/span&gt;     &lt;img src=&quot;http://www.ilpost.it/wp-content/themes/ilpost/images/ico_comm_soc_2.png&quot; alt=&quot;Commenti&quot; height=&quot;19&quot; width=&quot;5&quot; /&gt;     &lt;/a&gt;  &lt;/div&gt;  &lt;div class=&quot;tw_ret&quot;&gt;        &lt;/div&gt;  &lt;div class=&quot;fb_like&quot;&gt;     &lt;/div&gt; &lt;/div&gt;       &lt;div class=&quot;correlate&quot;&gt; &lt;h3&gt;Altri articoli del Post per te&lt;/h3&gt; &lt;div class=&quot;cont&quot;&gt; &lt;div class=&quot;news&quot;&gt;&lt;a href=&quot;http://www.ilpost.it/2011/03/22/il-rimorchiatore-italiano-in-giro-per-il-mediterraneo/&quot; title=&quot;Il rimorchiatore italiano in giro per il Mediterraneo&quot;&gt;&lt;img src=&quot;http://www.ilpost.it/files/2011/03/rimorchiatore.jpg&quot; class=&quot;attachment-cor-ima wp-post-image&quot; alt=&quot;Il rimorchiatore italiano in giro per il Mediterraneo&quot; title=&quot;Il rimorchiatore italiano in giro per il Mediterraneo&quot; height=&quot;72&quot; width=&quot;163&quot; /&gt;&lt;/a&gt; &lt;h5&gt;&lt;a href=&quot;http://www.ilpost.it/2011/03/22/il-rimorchiatore-italiano-in-giro-per-il-mediterraneo/&quot; title=&quot;Il rimorchiatore italiano in giro per il Mediterraneo&quot;&gt;Il rimorchiatore italiano in giro per il Mediterraneo&lt;/a&gt;&lt;/h5&gt; &lt;/div&gt; &lt;div class=&quot;news&quot;&gt;&lt;a href=&quot;http://www.ilpost.it/2010/10/21/90-miliardi-euro/&quot; title=&quot;90 miliardi, a portata di mano&quot;&gt;&lt;img src=&quot;http://www.ilpost.it/files/2010/10/soldi.png&quot; class=&quot;attachment-cor-ima wp-post-image&quot; alt=&quot;90 miliardi, a portata di mano&quot; title=&quot;90 miliardi, a portata di mano&quot; height=&quot;72&quot; width=&quot;163&quot; /&gt;&lt;/a&gt; &lt;h5&gt;&lt;a href=&quot;http://www.ilpost.it/2010/10/21/90-miliardi-euro/&quot; title=&quot;90 miliardi, a portata di mano&quot;&gt;90 miliardi, a portata di mano&lt;/a&gt;&lt;/h5&gt; &lt;/div&gt; &lt;div class=&quot;news&quot;&gt;&lt;a href=&quot;http://www.ilpost.it/2010/11/05/aereo-precipitato-cuba-pakistan/&quot; title=&quot;Precipitano due aerei in Pakistan e a Cuba, nessun sopravvissuto&quot;&gt;&lt;img src=&quot;http://www.ilpost.it/files/2010/11/Cuba.jpg&quot; class=&quot;attachment-cor-ima wp-post-image&quot; alt=&quot;Precipitano due aerei in Pakistan e a Cuba, nessun sopravvissuto&quot; title=&quot;Precipitano due aerei in Pakistan e a Cuba, nessun sopravvissuto&quot; height=&quot;72&quot; width=&quot;163&quot; /&gt;&lt;/a&gt; &lt;h5&gt;&lt;a href=&quot;http://www.ilpost.it/2010/11/05/aereo-precipitato-cuba-pakistan/&quot; title=&quot;Precipitano due aerei in Pakistan e a Cuba, nessun sopravvissuto&quot;&gt;Precipitano due aerei in Pakistan e a Cuba, nessun sopravvissuto&lt;/a&gt;&lt;/h5&gt; &lt;/div&gt; &lt;/div&gt; &lt;/div&gt;    &lt;div class=&quot;sidebar&quot;&gt;      &lt;h3 id=&quot;comments-title&quot;&gt;2 Commenti&lt;/h3&gt;      &lt;ol class=&quot;commentlist&quot;&gt;&lt;li class=&quot;comment byuser comment-author-omegapi even thread-even depth-1&quot; id=&quot;li-comment-61914&quot;&gt;   &lt;div id=&quot;comment-61914&quot;&gt;   &lt;div class=&quot;comment-author vcard&quot;&gt;    &lt;cite class=&quot;fn&quot;&gt;omegapi&lt;/cite&gt;  &lt;/div&gt;      &lt;div class=&quot;comment-meta commentmetadata&quot;&gt;&lt;a href=&quot;http://www.ilpost.it/2011/06/23/leni-e-indagata-per-corruzione/comment-page-1/#comment-61914&quot;&gt;    23 giugno 2011 at 11:22&lt;/a&gt;  &lt;/div&gt;    &lt;div class=&quot;comment-body&quot;&gt;&lt;p&gt;Si continua a stupire per la scoperta dell’acqua calda. L’Italia intera funziona in questo modo.&lt;/p&gt; &lt;/div&gt;    &lt;div class=&quot;reply&quot;&gt;      &lt;/div&gt;  &lt;/div&gt;   &lt;/li&gt;&lt;li class=&quot;comment byuser comment-author-heilandstark odd alt thread-odd thread-alt depth-1&quot; id=&quot;li-comment-61941&quot;&gt;   &lt;div id=&quot;comment-61941&quot;&gt;   &lt;div class=&quot;comment-author vcard&quot;&gt;    &lt;cite class=&quot;fn&quot;&gt;heilandstark&lt;/cite&gt;  &lt;/div&gt;      &lt;div class=&quot;comment-meta commentmetadata&quot;&gt;&lt;a href=&quot;http://www.ilpost.it/2011/06/23/leni-e-indagata-per-corruzione/comment-page-1/#comment-61941&quot;&gt;    23 giugno 2011 at 11:54&lt;/a&gt;  &lt;/div&gt;    &lt;div class=&quot;comment-body&quot;&gt;&lt;p&gt;Chi l’avrebbe mai detto!!! Miliardi in  gioco per giacimenti di petrolio e si sacrificano due “managers”. Abbiam  pagato miliardi di euro per quelle guerre pensate che adesso per non  pagare una tangentina le si faccia scappar via?&lt;br /&gt;ENI parte lesa? Ma dai!&lt;/p&gt; &lt;/div&gt;    &lt;div class=&quot;reply&quot;&gt;      &lt;/div&gt;  &lt;/div&gt;   &lt;/li&gt;&lt;/ol&gt;&lt;div class=&quot;adv&quot;&gt;         &lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/2688582237757591869/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/2688582237757591869' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/2688582237757591869'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/2688582237757591869'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/italia-attaccata-sul-fronte.html' title='Italia attaccata sul fronte finanziario.....ENI 06/2011'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-3648820459671221751</id><published>2011-06-26T06:19:00.000-07:00</published><updated>2011-06-26T06:22:01.538-07:00</updated><title type='text'>crystallex new  life............Chavez?????</title><content type='html'>&lt;h1&gt;Venezuela, mistero sulla salute di Chavez: &quot;Situazione critica&quot; secondo fonti Usa&lt;/h1&gt; &lt;div class=&quot;newsImg&quot;&gt; &lt;img src=&quot;http://www.adnkronos.com/IGN/Assets/Imgs/C/chavez_fidel_raul_xin--400x300.jpg&quot; alt=&quot;Chavez visitato in ospedale a L&#39;Avana da Fidel Castro e Raul (Xinhua)  &quot; height=&quot;300&quot; width=&quot;400&quot; /&gt;&lt;span class=&quot;newsImgCaption&quot;&gt;Chavez visitato in ospedale a L&#39;Avana da Fidel Castro e Raul (Xinhua)  &lt;/span&gt; &lt;/div&gt; &lt;div class=&quot;newsAbstract&quot;&gt; &lt;div&gt;ultimo aggiornamento: 25 giugno, ore 12:56&lt;/div&gt; &lt;div class=&quot;p&quot;&gt;Miami - (Adnkronos) - Il presidente venezuelano &lt;span class=&quot;span&quot; id=&quot;U312172080948WfD&quot; style=&quot;font-weight:bold;&quot;&gt;ricoverato da due settimane a Cuba&lt;/span&gt;  per un intervento chirurgico. Non confermata la notizia di un tumore  alla prostata. 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Lo affermano fonti dei servizi d&#39;intelligence  americani, citati dal quotidiano Nuevo Herald di Miami, in genere ben  informato su quanto accade a Cuba, dove Chavez e&#39; stato ricoverato due  settimane fa per un intervento chirurgico.  &lt;p&gt; &lt;/p&gt;    &lt;div class=&quot;leogoo&quot;&gt;&lt;div style=&quot;margin:5px;&quot;&gt;&lt;div class=&quot;leogoo_by&quot;&gt;&lt;a target=&quot;_blank&quot; href=&quot;http://www.google.com/url?ct=abg&amp;amp;q=https://www.google.com/adsense/support/bin/request.py%3Fcontact%3Dabg_afc%26url%3Dhttp://www.adnkronos.com/IGN/News/Esteri/Venezuela-mistero-sulla-salute-di-Chavez-Situazione-critica-secondo-fonti-Usa_312172080948.html%26hl%3Dit%26client%3Dca-pub-9337979819232587%26adU%3Dwww.presidentterme.it/last-minute%26adT%3DAbano%2BOfferte%2BLast%2BMinute%26adU%3Dwww.Mein-Edelweiss.at%26adT%3DPasseggiate%2BSalisburgo%26gl%3DIT&amp;amp;usg=AFQjCNFTqxLFuF0xquDWtrHES-TXMdMiww&quot; style=&quot;font-size:12px&quot;&gt;Annunci Google&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;leogoo_title&quot;&gt;&lt;a target=&quot;_blank&quot; href=&quot;http://googleads.g.doubleclick.net/aclk?sa=l&amp;amp;ai=BkcY8LTIHTtaeDITK8QPbiODnCODt2M8B8IurghfAjbcBsJ8aEAEYASC1iucYKAI4AFDXkarF______8BYP3ihoSgEaABzNeV_gOyARF3d3cuYWRua3Jvbm9zLmNvbcgBAdoBiAFodHRwOi8vd3d3LmFkbmtyb25vcy5jb20vSUdOL05ld3MvRXN0ZXJpL1ZlbmV6dWVsYS1taXN0ZXJvLXN1bGxhLXNhbHV0ZS1kaS1DaGF2ZXotU2l0dWF6aW9uZS1jcml0aWNhLXNlY29uZG8tZm9udGktVXNhXzMxMjE3MjA4MDk0OC5odG1sgAIBqQItjf7g08a3PqgDAegDjAPoA3DoA_Mo6ANM9QMAAABE&amp;amp;num=1&amp;amp;sig=AGiWqtyC8sL_PZrZ65W0AFt20UR5-AkKCQ&amp;amp;client=ca-pub-9337979819232587&amp;amp;adurl=http://www.presidentterme.it/pacchetti/last-minute/&quot;&gt;Abano Offerte Last Minute&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;leogoo_description&quot;&gt;Fantastici pacchetti all inclusive trattamenti a scelta, prenota ora!&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;leogoo_url&quot;&gt;&lt;a target=&quot;_blank&quot; href=&quot;http://googleads.g.doubleclick.net/aclk?sa=l&amp;amp;ai=BkcY8LTIHTtaeDITK8QPbiODnCODt2M8B8IurghfAjbcBsJ8aEAEYASC1iucYKAI4AFDXkarF______8BYP3ihoSgEaABzNeV_gOyARF3d3cuYWRua3Jvbm9zLmNvbcgBAdoBiAFodHRwOi8vd3d3LmFkbmtyb25vcy5jb20vSUdOL05ld3MvRXN0ZXJpL1ZlbmV6dWVsYS1taXN0ZXJvLXN1bGxhLXNhbHV0ZS1kaS1DaGF2ZXotU2l0dWF6aW9uZS1jcml0aWNhLXNlY29uZG8tZm9udGktVXNhXzMxMjE3MjA4MDk0OC5odG1sgAIBqQItjf7g08a3PqgDAegDjAPoA3DoA_Mo6ANM9QMAAABE&amp;amp;num=1&amp;amp;sig=AGiWqtyC8sL_PZrZ65W0AFt20UR5-AkKCQ&amp;amp;client=ca-pub-9337979819232587&amp;amp;adurl=http://www.presidentterme.it/pacchetti/last-minute/&quot;&gt;www.presidentterme.it/last-minute&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;leogoo_title&quot;&gt;&lt;a target=&quot;_blank&quot; href=&quot;http://googleads.g.doubleclick.net/aclk?sa=L&amp;amp;ai=ByPCALTIHTtaeDITK8QPbiODnCLCO3NwB7oWWtAvAjbcB4NwqEAIYAiC1iucYKAI4AFCZ56XIBmD94oaEoBGyARF3d3cuYWRua3Jvbm9zLmNvbcgBAdoBiAFodHRwOi8vd3d3LmFkbmtyb25vcy5jb20vSUdOL05ld3MvRXN0ZXJpL1ZlbmV6dWVsYS1taXN0ZXJvLXN1bGxhLXNhbHV0ZS1kaS1DaGF2ZXotU2l0dWF6aW9uZS1jcml0aWNhLXNlY29uZG8tZm9udGktVXNhXzMxMjE3MjA4MDk0OC5odG1sgAIBqQItjf7g08a3PqgDAegDjAPoA3DoA_Mo6ANM9QMAAABE&amp;amp;num=2&amp;amp;sig=AGiWqtyq2QNlNh9l0lkg9K9zW8pdJ0X5Lw&amp;amp;client=ca-pub-9337979819232587&amp;amp;adurl=http://www.mein-edelweiss.at/it/index.php&quot;&gt;Passeggiate Salisburgo&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;leogoo_description&quot;&gt;Top Hotel in montagna con passeggiate guidate&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;leogoo_url&quot;&gt;&lt;a target=&quot;_blank&quot; href=&quot;http://googleads.g.doubleclick.net/aclk?sa=L&amp;amp;ai=ByPCALTIHTtaeDITK8QPbiODnCLCO3NwB7oWWtAvAjbcB4NwqEAIYAiC1iucYKAI4AFCZ56XIBmD94oaEoBGyARF3d3cuYWRua3Jvbm9zLmNvbcgBAdoBiAFodHRwOi8vd3d3LmFkbmtyb25vcy5jb20vSUdOL05ld3MvRXN0ZXJpL1ZlbmV6dWVsYS1taXN0ZXJvLXN1bGxhLXNhbHV0ZS1kaS1DaGF2ZXotU2l0dWF6aW9uZS1jcml0aWNhLXNlY29uZG8tZm9udGktVXNhXzMxMjE3MjA4MDk0OC5odG1sgAIBqQItjf7g08a3PqgDAegDjAPoA3DoA_Mo6ANM9QMAAABE&amp;amp;num=2&amp;amp;sig=AGiWqtyq2QNlNh9l0lkg9K9zW8pdJ0X5Lw&amp;amp;client=ca-pub-9337979819232587&amp;amp;adurl=http://www.mein-edelweiss.at/it/index.php&quot;&gt;www.Mein-Edelweiss.at&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;     &lt;p&gt; &lt;/p&gt;Chavez &quot;si trova in uno stato critico, non grave, ma comunque  critico e complicato&quot;, afferma una delle fonti, che pero&#39; non ha  confermato la voce secondo la quale il presidente venezuelano sarebbe  stato operato per un tumore alla prostata. A riprova delle loro  informazioni, le fonti americane hanno affermato ieri che la moglie e la  figlia di Chavez, Marisabel e Rosina, erano urgentemente e segretamente  partite 72 ore prima per Cuba a bordo di un aereo militare.&lt;p&gt; &lt;/p&gt; &lt;p&gt; &lt;/p&gt;Ufficialmente Chavez e&#39; stato operato d&#39;urgenza per un ascesso  pelvico il 10 giugno mentre si trovava all&#39;Avana in visita ufficiale. Ma  la scarsita&#39; d&#39;informazioni sul suo stato di salute e il mutismo di  Chavez, notoriamente presenzialista sui media, hanno contribuito ad  alimentare voci e dubbi sulle sue condizioni. Al momento vi sono state  brevi immagini dell&#39;arrivo di Chavez all&#39;Avana e qualche foto. Ieri sono  stati poi diffusi alcuni messaggi di Chavez su Twitter per celebrare la  ricorrenza del 190mo anniversario della battaglia di Carabobo che,  sotto la guida di Simon Bolivar, sanci&#39; l&#39;indipendenza dalla Spagna. Ma  non e&#39; stato fatto nessun accenno al suo stato di salute o alla data del  suo ritorno in Venezuela.&lt;p&gt; &lt;/p&gt; &lt;p&gt; &lt;/p&gt;Intanto in Venezuela l&#39;incertezza per le condizioni di salute di  Chavez ha suscitato nelle ultime due settimane piu&#39; domande che  risposte. Se la ragione dell&#39;intervento d&#39;urgenza, riferita dal ministro  degli Esteri Nicolas Maduro, e&#39; stata un ascesso pelvico, ovvero un  accumulo di pus dovuto all&#39;infezione batterica di una lesione, nessuno  ha chiarito in cosa consistesse questa lesione e da dove sia originata. &lt;p&gt; &lt;/p&gt; &lt;p&gt; &lt;/p&gt;&quot;Mi hanno fatto biopsie, test, analisi microbiologiche e nn c&#39;e&#39;  alcun segnale maligno&quot;, si e&#39; limitato a dire il presidente, mentre  l&#39;opposizione venezuelana ha criticato l&#39;atteggiamento reticente del  governo sulle condizioni di salute di Chavez. Altro interrogativo senza  risposta e&#39; come mai il recupero post-operatorio non possa essere  completato a casa. Sui tempi di rientro del presidente ci sono state  diverse indicazioni contraddittorie. All&#39;inizio Maduro aveva parlato di  &quot;pochi giorni&quot;, lunedi&#39; scorso il deputato Saul Ortega ha affermato che  Chavez sarebbe tornato &quot;in poche ore&quot;, ma era stato subito smentito dal  ministro dell&#39;Informazione. &quot;Non sappiamo esattamente quando rientra,  bisogna aspettare i responsi dei medici, ma a breve, 10-12 giorni, il  presidente sara&#39; di ritorno&quot;, aveva detto due giorni dopo il fratello  maggiore del presidente, Adan Chavez. &lt;p&gt; &lt;/p&gt; &lt;p&gt; &lt;/p&gt;Se sara&#39; davvero cosi&#39;, Chavez tornera&#39; a casa dopo un mese di  assenza, essendo partito il 5 giugno per il viaggio in Brasile, Ecuador e  Cuba, commenta la Bbc. E rientrera&#39; giusto in tempo per celebrare il 5  luglio il Bicentenario dell&#39;indipendenza e per il vertice Celac  (comunita&#39; stati latinoamericani e dei Caraibi).</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/3648820459671221751/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/3648820459671221751' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/3648820459671221751'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/3648820459671221751'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/crystallex-new-lifechavez.html' title='crystallex new  life............Chavez?????'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-8567905514090208410</id><published>2011-06-25T07:16:00.000-07:00</published><updated>2011-06-25T07:17:20.924-07:00</updated><title type='text'>MOODY&#39;S E SPECULATION ITALY</title><content type='html'>ECONOMIA&lt;br /&gt;&lt;br /&gt;&quot;Moody&#39;s manipola i mercati&quot;&lt;br /&gt;I pm di Trani contro l&#39;agenzia&lt;br /&gt;&lt;br /&gt;La clamorosa iniziativa sul colosso internazionale di rating che rischia  l&#39;interdizione. Indagati tre analisti, chiesti gli atti sul debito  sovrano e la stabilità del sistema bancario. Acquisiti i pareri di  economisti italiani e internazionali: il sospetto è che i giudizi di  Moody´s non si basino su dati reali&lt;br /&gt;dal nostro inviato GIULIANO FOSCHINI&lt;br /&gt;&lt;br /&gt;TRANI - La Procura di Trani ha chiesto l&#39;acquisizione degli ultimi  report di Moody&#39;s sul debito pubblico e sulla stabilità del sistema  bancario che stanno causando il crollo delle borse italiane. Secondo il  pm Michele Ruggiero gli analisti della società di rating starebbero  &quot;manipolando il mercato&quot; in maniera illegittima. Per questo la Guardia  di Finanza è stata delegata a prendere copia, insieme con le relazioni  dell&#39;agenzia, dei pareri di economisti italiani e internazionali  sull&#39;argomento: il sospetto è che i giudizi di Moody&#39;s non si basino su  dati reali o che comunque non abbiano basi tanto solide per alterare e  deprezzare, come invece hanno fatto, il valore dei titoli italiani. In  particolare secondo la Finanza e secondo il parere di una serie di  personalità ascoltate dagli investigatori - Tremonti, Draghi, Vegas tra  gli altri - le valutazioni sulla solidità del sistema bancario italiano  che causarono un anno fa il crollo di alcuni titoli bancari, sono  assolutamente inopportune.&lt;br /&gt;&lt;br /&gt;Per questo la Procura ha iscritto nel registro degli indagati i tre  analisti di Moody&#39;s che hanno seguito la vicenda Italia. I reati  contestati sono di market abuse, la manipolazione del mercato  finanziario, e di aggiotaggio, la divulgazione di notizie false o non  completamente vere che turbano il mercato azionario. Ora il pm Ruggiero  ha chiesto l&#39;acquisizione dei nuovi atti per capire se ci sia una  recidiva nell&#39;atteggiamento dell&#39;agenzia di rating. Agli atti è già  finita nei giorni scorsi una relazione della Consob, richiesta proprio  dalla procura di Trani, che segnalava come in Spagna sia stato aperto un  procedimento simile contro Moody&#39;s. Se la Procura - che ha intenzione a  questo punto di chiedere una maxiconsulenza - si convincesse di un  atteggiamento sistematicamente scorretto da parte dell&#39;agenzia potrebbe  chiedere a Consob e Banca d&#39;Italia l&#39;interdizione dell&#39;agenzia di rating  dal mercato italiano. La valutazione verrà fatta nei giorni prossimi  quando il nucleo di Polizia tributaria della guardia di Finanza di Bari  terminerà l&#39;analisi della nuova documentazione che in queste ora stanno  acquisendo. Probabilmente il procuratore capo, Carlo Maria Capristo,  programmerà un nuovo giro di interrogatori così come già fatto nella  prima tranche dell&#39;indagine.&lt;br /&gt;&lt;br /&gt;L&#39;inchiesta è a Trani perché nasce da un esposto presentato ormai un  anno fa da Federconsumatori e Adusbef: le associazioni chiedevano di  verificare se ci fossero state speculazioni a danno dei risparmiatori,  all&#39;indomani della diffusione di notizie sulla tenuta del sistema  economico e bancario italiano, presentata da Moody&#39;s, che provocarono  un&#39;alterazione del prezzo degli strumenti finanziari, titoli azionari e  obbligazionari.&lt;br /&gt; &lt;br /&gt;&lt;br /&gt;(25 giugno 2011)© Riproduzione riservata&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Tweet</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/8567905514090208410/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/8567905514090208410' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/8567905514090208410'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/8567905514090208410'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/moodys-e-speculation-italy.html' title='MOODY&#39;S E SPECULATION ITALY'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-8461250061319110102</id><published>2011-06-15T14:36:00.000-07:00</published><updated>2011-06-15T14:37:35.340-07:00</updated><title type='text'>La crisi greca e la responsabilità franco-tedesca</title><content type='html'>&lt;h2&gt;La crisi greca e la responsabilità franco-tedesca&lt;/h2&gt;   &lt;div class=&quot;info&quot;&gt;      &lt;div style=&quot;float:left;width:635px;&quot;&gt;       &lt;div class=&quot;author&quot; style=&quot;float:left;padding-right:20px;&quot;&gt;&lt;a href=&quot;http://www.chicago-blog.it/author/oscar-giannino/&quot; title=&quot;Articoli scritti da: Oscar Giannino&quot;&gt;Oscar Giannino&lt;/a&gt;&lt;/div&gt;             &lt;div class=&quot;act&quot;&gt;                &lt;span class=&quot;comments&quot;&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;dal blog chicago-log.it&lt;br /&gt;Non &lt;/span&gt;&lt;/span&gt;sono un  fanatico dell’Europa a tutti i costi.  Ho sempre  condiviso l’ammonimento che veniva da Chicago all’illusione europea di  darsi una moneta unica senza unificare i mercati sottostanti e senza  politica comune. Le asimmetrie di costi e produttività sarebbero esplose  alla prima crisi seria: è successo da un anno e mezzo. E l’Europa  politica sta facendo una figura di cacca, altro che europeismo come  virtù. A parole, sembra la vittoria della linea rigorista nella quale io  credo fermamente, in Italia come per tutti . In realtà, non è affatto  così. Dopo le balle raccontate agli elettori greci anni fa, oggi  paghiamo il prezzo alla volontà di Berlino e Parigi di non voler dire la  verità agli elettori tedeschi e francesi. &lt;span id=&quot;more-9298&quot;&gt;&lt;/span&gt;  La nuova esplosione della protesta di piazza ad Atene coincide con la  fine del governo socialista Papandreou. A 18 mesi dall’esplosione della  crisi dell’eurodebito innescata da un deficit pubblico greco occultato  per 15 punti di Pil dal precedente governo conservatore, la colpa della  politica e dei cittadini greci ormai non è ormai la più grave. E’  l’Europa politica ad avere una gravissima responsabilità, perché la  dilazione e diluizione del problema greco, irlandese e portoghese (con  quello spagnolo dietro l’angolo) si deve a una radicale divisione in  sede di Eurogruppo, Ecofin e Consiglio Europeo. E la responsabilità di  questa divisione è innanzitutto del Paese leader dell’Europa attuale, di  quella Germania che per produttività privata e rigore pubblico ha  costruito nel precrisi la solida posizione di un’economia che cresce  oltre il 4% annuo ed è avviata all’azzeramento del deficit. Tuttavia,  ciò non significa affatto che la Germania abbia sempre ragione. Anzi,  nella crisi dell’eurodebito la posizione dei tedeschi, e dei francesi  che la condividono, ha seminato vento e ora raccoglie tempesta.&lt;/div&gt;&lt;/div&gt;&lt;/div&gt; &lt;p&gt; e Sarkozy, all’esplosione della crisi greca, si trovavano  con le maggiori banche tedesche e francesi piene di titoli greci, ad  alto rendimento e dunque a guadagno facile. I due terzi dell’esposizione  pubblica greca era nei loro confronti, mentre le banche italiane erano  state giustamente assai più prudenti. Tra novembre 2009 e febbraio 2010,  sarebbe stato possibile e anzi necessario avviare la Grecia, d’intesa  con il Fondo Monetario, a una ristrutturazione del proprio debito, delle  sue scadenze e anche delle sue rate, con una perdita di capitale per le  banche prestatrici nell’ordine del 15-20%. Berlino e Parigi hanno  rifiutato. In cambio di 105 miliardi di euro prestati dagli euromembri e  dal FMI, la Grecia è stata obbligata a una manovra durissima di rigore  che l’ha spinta a perdere quasi 6 punti di Pil. Il tasso d’interesse  degli aiuti avrebbe dovuto essere compatibile col tasso di crescita del  Pil greco, ma per non rimetterci un euro né dei titoli precedenti  acquistati da francesi e tedeschi né delle somme prestate, il suo  rendimento reale è  invece del 5% in più rispetto ai tassi europei.  Anche un bambino capisce che, in queste condizioni, comunque la Grecia  in recessione non avrebbe potuto onorare né il nuovo debito in scadenza –  sono circa altri 145 miliardi di euro entro il 2014 – il cui prezzo  sarebbe schizzato alle stelle, né tanto meno gli interessi sugli aiuti  ricevuti.&lt;/p&gt; &lt;p&gt;E’ puntualmente avvenuto. La Grecia ha subito in questi mesi ben  tredici abbassamenti successivi del suo rating, e ormai i suoi titoli  decennali pagano il 15% in più rispetto ai Bund tedeschi. Alla Grecia  servono oggi altri 110 miliardi, di cui 25-30 da una nuova manovra di  rigore che ha fatto saltare il governo Papandreou, e il resto suddiviso  tra Europa e Fmi. La crisi ha fatto rischizzare verso l’alto anche i  rendimenti pubblici dei titoli irlandesi e portoghesi. Perché il mercato  scommette che in nessun modo possa funzionare la strategia  franco-tedesca, non rimetterci un euro consentendo alle banche  rispettive di disintermediare i titoli greci e rinviare la soluzione  finale al 2013, cioè dopo le elezioni tedesche alle quali raccontare che  Berlino non paga per gli errori degli altri, e quando finalmente  nascerà il nuovo veicolo europeo Esm per fronteggiare con capitali  comuni crisi simili.&lt;/p&gt; &lt;p&gt;L’ostinazione franco-tedesca è ammantata di rigore, per il quale ogni  Paese deve imparare a proprie spese l’equilibrio dei conti. Ma di fatto  ha quattro vizi di fondo. Nasce da avidità, mette a serio rischio  l’euro – la BCE anche ieri ha giustamente ammonito sui rischi terribili  aperti davanti a noi tutti – e ha inoltre scatenato in mezza Europa una  più che prevedibile ondata popolare di protesta contro Bruxelles e  Francoforte, in nome dell’autarchia e del protezionismo contro stangate  fiscali e disoccupazione a vagonate per tutelare quelle grandi banche  che in Germania e Francia sono state salvate coi soldi dei contribuenti.  In più, il costo del salvataggio greco, portoghese e irlandese dopo un  anno e mezzo e le rispettive economie piegate alla recessione è così  diventato enormemente più oneroso.&lt;/p&gt; &lt;p&gt;E’ stata compiuta una lunga catena di gravi errori, e lo dico pour  essendo straconvinto che l’azzeramento del deficit con meno spesa  pubblica e meno tasse sia la strada obbligata. Ma non è una strada che  si può imporre da un momento all’altro a Paesi affetti da gravi  squilibri, mettendoli ancor più in ginocchio al solo fine di tutelare i  propri crediti. Si è accentuata la divisione tra un’Europa rigorosa  nordica che cresce esportando, e una fascia eurodebole a crescita  negativa o stentatissima. Con un euro giunto quasi a un dollaro e mezzo  (idem dicasi sullo yuan cinese) che per i tedeschi è ancora  sottovalutato ma che per il nostro export è una penalizzazione.&lt;/p&gt; &lt;p&gt;L’Italia, proprio per aver evitato col suo basso deficit in questi  terribili anni di finire nel mirino dei mercati, ha tutto l’interesse a  porsi alla testa in Europa di una soluzione che eviti traumi all’euro ed  esplosioni di piazza. Aver previsto che solo dal 2013 chi compra titoli  di Paesi a rischio debba comparteciparne ai rischi, è stato come dire  al mercato che entro il 2013 gli eurodeboli sarebbero saltati. Per Mario  Draghi, alla BCE, non sarà una bella eredità da raccogliere.&lt;/p&gt; &lt;p&gt;La soluzione più gusta, sin dall’inizio, era dare ascolto alla  richiesta italiana. Se l’Europa vuole diventare politica, questa era  l’occasione per coprire almeno parte del vecchio debito pubblico  nazionale con emissioni di eurobonds. Altrimenti, se l’euroarea è solo  una convenzione monetaria, è giusto che il mercato creda che piuttosto  che finire in pezzi alcuni Paesi escano dall’euro, e svalutino tornando  alle vecchie monete nazionali. La svalutazione monetaria è un’illusione,  come sa bene l’Italia dei tempi della liretta, ma per diventare  rigorosi nella finanza pubblica e produttivi nell’economia privata  occorrono per Paesi lontani dall’obiettivo riforme talora lunghe nel  tempo, non cure da cavallo che lo uccidono.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/8461250061319110102/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/8461250061319110102' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/8461250061319110102'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/8461250061319110102'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/la-crisi-greca-e-la-responsabilita.html' title='La crisi greca e la responsabilità franco-tedesca'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-4224978074238468379</id><published>2011-06-15T13:55:00.000-07:00</published><updated>2011-06-15T14:01:08.011-07:00</updated><title type='text'>LA RETE HA IL CONTROLLO DELL&#39;ITALIA! DA OGGI SI PUO&#39; OSARE...MA..</title><content type='html'>&lt;h3 class=&quot;post-title entry-title&quot;&gt; &lt;a href=&quot;http://ilpunto-borsainvestimenti.blogspot.com/2011/06/la-rete-ha-il-controllo-dellitalia-da.html&quot;&gt;LA RETE HA IL CONTROLLO DELL&#39;ITALIA! DA OGGI SI PUO&#39; OSARE...MA...&lt;/a&gt; &lt;/h3&gt;   &lt;div style=&quot;float:left;padding:4px;&quot;&gt; &lt;a style=&quot;text-decoration: none;&quot; href=&quot;http://www.facebook.com/sharer.php?u=http%3A%2F%2Filpunto-borsainvestimenti.blogspot.com%2F2011%2F06%2Fla-rete-ha-il-controllo-dellitalia-da.html&amp;amp;src=sp&quot; name=&quot;fb_share&quot; rel=&quot;nofollow&quot; type=&quot;box_count&quot;&gt;&lt;span class=&quot;fb_share_size_Small fb_share_count_wrapper&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span class=&quot;FBConnectButton FBConnectButton_Small&quot; style=&quot;cursor:pointer;&quot;&gt;&lt;span class=&quot;FBConnectButton_Text&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;  &lt;/div&gt;  &lt;br /&gt;ARTICOLO DI DEBORA BILLI (su blogosfere)&lt;br /&gt;&lt;br /&gt;Beh,  ci siamo arrivati anche in Italia. La Rete ha raggiunto la maggioranza  assoluta. Ora la Rete comanda, e da essa non si può più prescindere.&lt;br /&gt;&lt;br /&gt;Ho  sentito commenti vòlti a minimizzare la portata del successo della  Rete: i volontari per la strada, i volantini sulle auto, i banchetti, il  passaparola, il porta a porta. Tutto giusto: ma ciascuna di queste  iniziative non sarebbe neppure partita senza la Rete, non si sarebbe  neppure riusciti ad organizzarla.&lt;br /&gt;&lt;br /&gt;Ma il vero successo della rete è  stato nell&#39;informazione. Non si trattava qui di referendum terra terra,  che chiunque era in grado di capire, come per il divorzio o la caccia.  Qui, se non si era un po&#39; informati sul bi e il ba (principalmente per i  quesiti sull&#39;acqua) non poteva decidere solo in base a qualche slogan.&lt;br /&gt;&lt;br /&gt;La  TV è stata completamente assente. Chi ha informato il nonno, la zia, la  casalinga di Voghera? Altre persone, che a loro volta si sono informate  in Rete. Il web ha raggiunto anche chi non lo conosce, anche chi non lo  usa: ed è arrivato alla maggioranza degli italiani. E&#39; un evento  clamoroso di cui gli addetti ai media tradizionali si guardano bene dal  discutere.&lt;br /&gt;&lt;br /&gt;Ma per la prima volta, non importa. Non importa più  che &quot;al TG non hanno detto una parola!&quot;, che Tizio o Caio abbiano  raccontato frottole in diretta, che il tal giornale abbia distorto la  realtà. Non ha più alcuna importanza, per il semplice motivo che costoro  sono ormai minoranza. Non influiscono più, non comandano più, parlano  al vento.&lt;br /&gt;&lt;br /&gt;Non oso immaginare la strizza che sarà presa ai nostri  politici, tutti, nel vedere il miracolo compiuto dalla Rete. Si sono  affrettati ad assumersi la paternità di referendum che non volevano, di  attribuirsi un successo che fino a ieri speravano fosse fallimento. Sono  solo vani tentativi di rientrare dalla finestra dopo essere stati  cacciati dalla porta. E quel che è peggio, pare che la gente ci abbia  preso gusto: non ci saranno più elezioni possibili senza la Rete, non ci  saranno più candidati plausibili senza l&#39;avallo della Rete. Il 57% di  oggi aumenterà perché la Rete, a differenza di un qualsiasi partito di  servi obbedienti, non può perdere consensi.</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/4224978074238468379/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/4224978074238468379' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/4224978074238468379'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/4224978074238468379'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/la-rete-ha-il-controllo-dellitalia-da.html' title='LA RETE HA IL CONTROLLO DELL&#39;ITALIA! DA OGGI SI PUO&#39; OSARE...MA..'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-5569973118368364434</id><published>2011-06-15T13:47:00.000-07:00</published><updated>2011-06-15T13:51:13.862-07:00</updated><title type='text'>P2 P3 P4............</title><content type='html'>&lt;h1&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;dal il Sole24 ore.com&lt;/span&gt;&lt;br /&gt;&lt;/h1&gt;&lt;h1&gt;Inchiesta P4, arrestato a Napoli Luigi Bisignani&lt;/h1&gt; &lt;p class=&quot;by-line&quot;&gt; &lt;span style=&quot;font-weight: bold;&quot; id=&quot;firma_linked&quot;&gt;di Simone Di Meo e Marco Ludovico con un commento di Carlo Marroni&lt;/span&gt;&lt;a href=&quot;http://www.ilsole24ore.com/art/notizie/2011-06-15/inchiesta-arrestato-napoli-luigi-121022.shtml#comments&quot; class=&quot;comment&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/a&gt; &lt;/p&gt;     &lt;div class=&quot;grid-4 last&quot;&gt;       &lt;div class=&quot;module flex art11_box&quot;&gt;    &lt;h2 class=&quot;no-arrow&quot;&gt;In questo articolo&lt;/h2&gt;    &lt;p&gt;Media&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;art11_left&quot;&gt;&lt;div class=&quot;art11_module VOICE_SKIP&quot;&gt; &lt;div class=&quot;foto_art_small  foto_art_padding&quot;&gt; &lt;img class=&quot;foto_small&quot; src=&quot;http://imagesdotcom.ilsole24ore.com/images2010/SoleOnLine5/_Immagini/Notizie/Italia/2011/06/bisignani-luigi-imagoeconomica-258.jpg?uuid=c752a19e-974a-11e0-b863-9b89c0fc073a&quot; /&gt;&lt;/div&gt; &lt;/div&gt; &lt;/div&gt; &lt;p&gt; &lt;span id=&quot;U24024262777091xF&quot; style=&quot;font-weight:bold;&quot;&gt;L&#39;uomo d&#39;affari &lt;a class=&quot;tab_art&quot; href=&quot;http://www.ilsole24ore.com/art/notizie/2011-04-01/indagine-napoli-bisignani-racconta-192958.shtml?uuid=AanG4PLD&amp;amp;fromSearch&quot;&gt;Luigi Bisignani&lt;/a&gt; è stato arrestato, questa mattina, su ordine della Procura della Repubblica di Napoli nell&#39;ambito dell&#39;inchiesta P4&lt;/span&gt;.  Bisignani si trova ai domiciliari ed è accusato di essere uno dei perni  principali di un sistema informativo parallelo che sarebbe parte  integrante di una vera e propria associazione per delinquere finalizzata  alla gestione di notizie riservate, appalti e nomine, in un misto,  secondo l&#39;accusa, di dossier e ricatti, anche attraverso interferenze su  organi costituzionali. Oltre alla gestione di notizie riservate,  l&#39;inchiesta intende chiarire ogni aspetto in merito ad appalti, nomine e  finanziamenti.&lt;br /&gt;&lt;br /&gt;&lt;span id=&quot;U2603219445633T0F&quot; style=&quot;font-weight:bold;&quot;&gt;L&#39;indagine – coordinata dal procuratore aggiunto &lt;a class=&quot;tab_art&quot; href=&quot;http://www.ilsole24ore.com/art/SoleOnLine4/Finanza%20e%20Mercati/2007/12/greco-derivati.shtml?uuid=7d9f858a-a351-11dc-a4c1-00000e251029&amp;amp;DocRulesView=Libero&amp;amp;fromSearch&quot;&gt;Francesco Greco&lt;/a&gt; e affidata ai sostituti Henry &lt;/span&gt;&lt;span id=&quot;U26032194456335SE&quot; style=&quot;font-weight:bold;&quot;&gt;John Woodcock &lt;/span&gt;e  Franco Curcio – è stata così spiegata in una nota ufficiale della  Procura di Napoli: «Il Nucleo di Polizia tributaria della Guardia di  Finanza di Napoli ha eseguito un&#39;ordinanza custodia per il reato di  favoreggiamento personale nei confronti del dirigente e consulente  aziendale Luigi Bisignani. Le indagini da cui è derivata la misura  cautelare agli arresti domiciliari, inseribili in contesto investigativo  di ampio respiro che ha interessato numerose persone, hanno riguardato  l&#39;illecita acquisizione di notizie e di informazioni, anche coperte da  segreto, alcune delle quali - sottolinea Greco – inerenti procedimenti  penali in corso nonché di altri dati sensibili o personali al fine di  consentire a soggetti inquisiti di eludere le indagini giudiziarie  ovvero per ottenere favori o altre utilità».&lt;br /&gt;&lt;br /&gt;&lt;span id=&quot;U26032194456335nF&quot; style=&quot;font-weight:bold;&quot;&gt;Poche ore fa, una ordinanza di custodia cautelare in carcere,&lt;/span&gt;  nei confronti del magistrato e parlamentare del Pdl, Alfonso Papa, è  stata trasmessa alla Camera dei Deputati con richiesta di autorizzazione  all&#39;arresto. Nei confronti del deputato, i pm napoletani Francesco  Curcio e Henry John Woodcock avrebbero tra l&#39;altro riscontrato una  &quot;anomala&quot; disponibilità di immobili che non sono di proprietà del  deputato e il cui affitto viene pagato da altri: o &quot;noti imprenditori&quot; o  parenti di Papa. È il caso di Agostino Rodà, 76 anni, il suocero, nei  cui confronti lo scorso 1° aprile vennero disposte delle perquisizioni,  così come a carico del consulente immobiliare romano 45enne Gianluca  Tricarico.&lt;/p&gt;        &lt;div class=&quot;VOICE_SKIP art11_left&quot;&gt;                 &lt;div class=&quot;ad&quot;&gt;     &lt;/div&gt;  &lt;/div&gt; &lt;div class=&quot;art11_right VOICE_SKIP&quot;&gt;       &lt;div class=&quot;art11_module&quot;&gt;        &lt;div class=&quot;art11_block last11&quot;&gt;         &lt;h3 class=&quot;art11_artcor&quot;&gt;&lt;a href=&quot;http://www.ilsole24ore.com/art/notizie/2011-06-15/inchiesta-arrestato-napoli-luigi-121022.shtml?articoli&amp;amp;uuid=Aad2c2fD&quot;&gt;articoli correlati&lt;/a&gt;&lt;/h3&gt;         &lt;ul&gt;&lt;li&gt; &lt;a href=&quot;http://www.ilsole24ore.com/art/notizie/2011-06-15/follett-italiano-coltivato-potere-170301.shtml?uuid=Aa10A8fD&quot;&gt;Il Ken Follett italiano che ha coltivato il potere restando sempre nell&#39;ombra&lt;/a&gt; &lt;/li&gt;&lt;li&gt; &lt;a href=&quot;http://www.ilsole24ore.com/art/notizie/2011-04-01/indagine-napoli-bisignani-racconta-192958.shtml?uuid=AanG4PLD&quot;&gt;Indagine sulla P4 a Napoli. Bisignani racconta ai pm cosa fece dei 4 miliardi della vicenda Enimont&lt;/a&gt;  &lt;/li&gt;&lt;li&gt; &lt;a href=&quot;http://www.ilsole24ore.com/art/notizie/2011-03-12/altre-societa-esame-120156.shtml?uuid=AaLHdcFD&quot;&gt;Loggia P4, i pm indagano sulla Selex (Finmeccanica)&lt;/a&gt;  &lt;/li&gt;&lt;/ul&gt;                 &lt;/div&gt;       &lt;/div&gt;      &lt;/div&gt;     &lt;p&gt; &lt;span id=&quot;U2603219445633ov&quot; style=&quot;font-weight:bold;&quot;&gt;«Apprendo ancora dai giornali, anzi dai tg, di provvedimenti che mi riguardano, ma non ho ricevuto nessuna comunicazione»&lt;/span&gt;.  Così, in una breve conversazione telefonica con l&#39; Ansa, il deputato  del Pdl ed ex magistrato Alfonso Papa, nei confronti del quale è stata  emessa un&#39;ordinanza di custodia cautelare nell&#39; ambito dell&#39; inchiesta  sulla presunta loggia P4. «Sono assolutamente sereno, aspetto di vedere  di che cosa sarei accusato ed ho già investito tutte le autorità  competenti della vicenda che mi riguarda», ha aggiunto l&#39; ex pm. Alla  domanda se confermi il giudizio espresso sull&#39;inchiesta dei pm Curcio e  Woodcock in un&#39; intervista a Il Giornale nel dicembre 2010 agli esordi  dell&#39;inchiesta, di «elucubrazione complottistica» e di «faida interna  agli ambienti giudiziari napoletani», Papa ha risposto: «Certamente».&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/5569973118368364434/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/5569973118368364434' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/5569973118368364434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/5569973118368364434'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/p2-p3-p4.html' title='P2 P3 P4............'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-6755285253347980214</id><published>2011-06-13T13:51:00.000-07:00</published><updated>2011-06-13T13:53:18.897-07:00</updated><title type='text'>VERI CAMPIONI......ONORE AI GIOVANI</title><content type='html'>&lt;div id=&quot;percorso&quot;&gt;&lt;a href=&quot;http://www.laroma24.it/index.php&quot;&gt;LaRoma24.it&lt;/a&gt; &amp;gt; &lt;strong&gt;&lt;a href=&quot;http://www.laroma24.it/index.php?show=showsubcat2&amp;amp;subcatid=25&quot;&gt;Settore Giovanile&lt;/a&gt;&lt;/strong&gt;&lt;/div&gt;             &lt;h1&gt;Primavera, A. DE ROSSI: &quot;Vittoria del gruppo, più forti anche di critiche vergognose&quot;&lt;/h1&gt;&lt;img alt=&quot;&quot; src=&quot;http://www.laroma24.it/IMG/AS%20ROMA/GIOVANILI/PRIMAVERA%2010%2011/roma-varese%20finale%20campionato%2012-06-11/alberto%20de%20rossi%20bacia%20coppa%20scudetto%20LR24%2012_6_11%20mancini.jpg&quot; align=&quot;left&quot; border=&quot;2&quot; height=&quot;225&quot; hspace=&quot;10&quot; vspace=&quot;10&quot; width=&quot;260&quot; /&gt;TRS - Dopo il trionfo nella finale di campionato contro il Varese e la conquista dello scudetto, il tecnico della Primavera &lt;strong&gt;Alberto De Rossi&lt;/strong&gt; è intervenuto alla trasmissione radiofonica &quot;Unico Grande Amore&quot;. Queste le sue parole:&lt;br /&gt;&lt;div style=&quot;text-align:left;&quot;&gt;&lt;p&gt;&lt;br /&gt;&lt;em&gt; &quot;Stiamo provando sensazioni stupende, i ragazzi si sono meritati il  titolo di campioni d&#39;Italia. Il lavoro già ci stava premiando, vincere  la finale è stata la ciliegina sulla torta. Siamo partiti tra lo  scetticismo dei soliti noti che non perdono occasione per criticare. Le  stesse critiche che hanno sortito l&#39;effetto di essere uno stimolo per  ragazzi giovanissimi, ma seri e volenterosi. E&#39; stata un&#39;alternanza di  emozioni la stagione appena conclusa: negative perché molte polemiche  sono state semplicemente vergognose, a causa di certi organi di stampa,  di informazione, che hanno mosso critiche strumentali e ingiustificate&quot;&lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;em&gt;&quot;Non ho parlato molto negli ultimi giorni con mio figlio Daniele,  ci incontreremo tra poco per parlare anche del futuro. Ho letto le sue  dichiarazioni dopo l&#39;incontro con Sabatini e Luis Enrique. Anch&#39;io ho  una grande determinazione nel proseguire il mio lavoro nella Roma, ma  sempre a livello giovanile. E a breve mi incontrerò con la nuova  dirigenza. Ho letto le dichiarazioni di Sabatini riguardo la gestione  della Primavera e degli Allievi. Parleremo anche di questo. La  sensazione che provo è la curiosità di conoscere il nuovo progetto.  Il  segreto del successo dei miei ragazzi è riscontrabile nel gruppo che si è  creato. Che comprende anche lo staff tecnico. Il nostro è un lavoro  atipico, si agisce in una struttura, quella del settore giovanile, si  lavora in uno staff, che ha varie funzioni e non solo quella di mandare  in campo i giovani più pronti. In organico abbiamo anche ragazzi del  1994, il gruppo è stato bravo a cementare il rapporto, per esempio fra  quelli che sono saliti di categoria e i ragazzi del 1991, che sono  definitivamente maturati. C&#39;è stata una crescita collettiva, poi  evidenziata ad esempio dalla crescita di Montini, di Viviani, di Antei.   Montini ha grandi margini di miglioramento. E&#39; stato sfortunato,  puntavamo molto su di lui, che ha tutti i gesti tecnici dell&#39;attaccante,  del finalizzatore. Per tutta la stagione Montini ci è mancato  tantissimo, a causa dei molti guai fisici. Ma, e in questo caso siamo  stati fortunati, lo abbiamo ritrovato nel momento decisivo.  Attualmente  di ragazzi della mia Primavera pronti per il salto in prima squadra ce  ne sono sette otto. In prospettiva sono molti di più. Poi sta a loro  metterci il quid in più per il salto di categoria. Sette, otto, sono  pronti. Gli altri faranno sicuramente il salto di qualità nella prossima  stagione.  Fra i calciatori delle altre squadre più pronti mi viene in  mente Lazaar, un esterno che non fa solo la fase offensiva, ma copre  settanta metri di campo. Ottimo giocatore del Varese è anche Wagner. Poi  mi sembra pronto Polenta, difensore uruguaiano del Genoa, e il  fiorentino Carraro.   Non ho un allenatore modello cui mi ispiro, però  mi piace ricordare la pacatezza di Liedholm. Ho avuto modo di stare con  lui in un ritiro quando ero calciatore, e la sua pacatezza non la  dimenticherò mai.  L&#39;allenatore deve far risaltare la serenità, la  pacatezza. Non si può chiedere ai propri calciatori di evitare gesti  isterici se poi in panchina non si dà il buon esempio.  Le polemiche e  le critiche ingiustificate non sono arrivate solo dopo la finale di  Coppa Italia persa con la Fiorentina per mera sfortuna. Tengo a  precisare che sono state polemiche e critiche strumentali di pochi, di  un cinque per cento della comunicazione. Ma comunque sono critiche e  polemiche cattive e ingiustificate che fanno male. Si tende a fare della  confuzione che non serve a nessuno.  Ora giocheremo la Supercoppa,  proprio con la Fiorentina. La finale dell&#39;Olimpico persa coi viola non  l&#39;abbiamo mai digerita. So che i dirigenti federali a margine della  finale si stavano organizzando. Avremo modo di rifarci&quot;&lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Alberto De Rossi&lt;/strong&gt; è poi intervenuto all&#39;emittente radiofonica &lt;strong&gt;Centro Suono Sport&lt;/strong&gt; a margine della trasmissione &lt;em&gt;&#39;Tana Libera Tutti&#39;:&lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Mister buon pomeriggio e complimenti. Qual&#39;è il momento in cui ha pensato di non farcela e quando ha cambiato idea ?&lt;/strong&gt;&lt;/p&gt; &lt;p&gt; &lt;/p&gt; &lt;div&gt;&lt;em&gt;&quot;Soddisfazione doppia per il risultato ed il modo in cui è  arrivato. Un allenatore non puo permettersi di pensare che si metta  male, in nessun momento, neanche gli ultimi 20 secondi, non ha il tempo  di permetterselo un pensiero simile, c&#39;è sempre speranza, su un fallo  laterale, su un calcio d&#39;angolo, uno ci spera sempre ed è giusto che sia  cosi.&quot;&lt;/em&gt;&lt;/div&gt; &lt;div&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/div&gt; &lt;div&gt;&lt;strong&gt;L&#39;ha sorpresa la prestazione del varese, nonostante le squalifiche?&lt;/strong&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;em&gt;&quot;No, non mi meraviglio. Queste sono squadre che prendono i  migliori giocatori, sebbene scarti di altre società, ma scelgono e lo  fanno al meglio, e sono calciatori completi, come risposta all&#39;elevato  tasso tecnico del varese, oltre a quello fisico, in tutti i ruoli e ben  messi fisicamente.&quot;&lt;/em&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;strong&gt;Rileggendo la stagione, qual&#39;è stato il momento piu difficile e quello in cui ha pensato di farcela?&lt;/strong&gt;&lt;/div&gt; &lt;div&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/div&gt; &lt;div&gt;&lt;em&gt;&quot;Come programma nn ci poniamo di vincere, ma di esser  protagonisti, assoluti, all&#39;atteggiamento propositivo, i nostri  calciatori lo sanno, per noi è importantissimo, impostare il proprio  gioco. il momento difficile è stato quando la squadra prendeva tanti gol  e perdeva spesso, nelle prime 7 ne avevamo perse 3 che di solito era il  numero di un&#39;intera stagione, lì è stato difficile, i ragazzi erano giù  ma noi no, non abbiamo mai questi sentimenti, sappiamo quello che  dobbiamo fare, svolgiamo il nostro programma che ci ha dato sempre  risultati strepitosi. Un altro momento no è stata la sconfitta in casa  con la fiorentina, la solita piccola minoranza rumorosa a roma ha  iniziato a darci contro, ma noi siamo andati per la nostra strada, ma  chi sparla a vanvera come in questo caso non sa di cosa parla, e spesso  polemiche simili influiscono sui ragazzi. alleggerire la pressione in  allenamento, trasmettere serenità e conoscenze della materia è stato  utile ai ragazzi.&lt;/em&gt;&lt;/div&gt; &lt;div&gt;&lt;em&gt;piano piano gli abbiamo fatto capire che dopo una vittoria si  puo gioire ma poi metterla da parte per ripartire, stessa cosa quando si  perde, esser scontenti 2-3 giorni e poi ripartire. nel settore  giovanile è diverso, ci vuole pazienza, serenità. Siamo stati fortunati  perchè questi ragazzi hanno avuto la fortuna di perdere, con una  delusione abbastanza forte, specie per la cornice di pubblico, e  metabolizzarla ed avere una grandissima soddisfazione come questa. sono  due situazioni da gestire con maestria.&lt;/em&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;strong&gt;Abbiamo letto cose particolari sul settore giovanile della  Roma, anche parlarne male, domande sul perchè non si vince e via  dicendo. tutto sommato Lei i suoi obbiettivi li abbia sempre raggiunti,  che è il motivo per cui le primavere esistono, non stiamo in Spagna.&lt;/strong&gt;&lt;/div&gt; &lt;div&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/div&gt; &lt;div&gt;&lt;em&gt;&quot;Il discorso si allarga perchè in Italia con i giovani siamo  indietro rispetto agli altri, inserire i giovani si fa fatica. per  quanto mi riguarda è vero, è stato raccapricciante leggere certe cose,  ma ci vuole una grande professionalità, per tutti quelli che girano  intorno a questi ragazzi, ci sono grandi professionisti, ma questi lo  fanno apposta perchè sono dei caciaroni, o meglio incompetenti.  fuoriluogo come polemiche, non c&#39;entrano nulla, se volevamo vincere  potevamo tenere quelli che sono andati in altre società e vincevamo a  mani basse. abbiamo dato un vantaggio agli avversari. Però noi avremmo  avuto 2 Coppe Italia in più, uno scudetto in più ma non eravamo cosi  avanti nella maturazione. Poi se uno vuole far polemica lo può fare ma  la realtà è questa. Ora fanno la gavetta in serie B pur giovanissimi ed  ancora in categoria, quello che dicono gli altri è tutta aria fritta.&quot;&lt;/em&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;strong&gt;Bisognerebbe spiegare la differenza fra un campionato  primavera ed uno di serie C. Alcuni dicono &#39;è pronto per la A&#39; ma poi  vengono risucchiati dai &#39;grandi&#39;. Bisognerebbe spiegare che le  differenze ci sono, e sono enormi, stress compreso.&lt;/strong&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;em&gt;&quot;C&#39;è un divario enorme, proprio enorme, come tra allievi e  primavera, primavera e prima squadra, sono situazioni naturali che vanno  affrontate con persone capaci, che sanno della materia, specie nel  mondo giovanile. Lo non ho fatto tutto da solo, tolto il mio staff che è  sempre con me, per vincere una cosa che èl&#39;evento massimo. C&#39;è stato un  lavoro degli osservatori, preparatori, di tutti i colleghi, fette che  si dividono porzione per porzione, basta parlare solo dell&#39;allenatore,  determinante non è, da il suo supporto con tutto il suo staff.&lt;/em&gt;&quot;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;strong&gt;Mangia, allenatore del Varese, le ha fatto i complimenti a fine partita?&lt;/strong&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;em&gt;&quot;Sì, è stato molto carino, Ë venuto nello spogliatoio, abbiamo  avuto un momento anche molto carino ad inizio partita, ci siamo  conosciuti, poi il campo ti porta adrenalina fortissima, ma al di là  della partita, la sua squadra gioca bene e la società ha lavorato bene, e  lui si è complimentato con tutti i ragazzi.&quot;&lt;/em&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;strong&gt;Sguardo al futuro, nella conferenza stampa Sabatini che ha  annunciato l&#39;intervento dell&#39;allenatore della prima squadra su tutto il  settore giovanile. Ha sentito Sabatini?&lt;/strong&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;em&gt;&quot;Assolutamente no, lo farò in settimana, io sono in scadenza, è  giusto si affrontino questo discorso e parleremo di questa  innovazione.&quot;&lt;/em&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;strong&gt;Non lo facevate anche con Spalletti?&lt;/strong&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&quot;&lt;em&gt;No, con Luciano avevo un rapporto strettissimo, non era così.  fu una mia scelta giocare con lo stesso modulo della prima squadra, il  4-2-3-1 fatto molto bene da Spalletti cercai di attuarlo anche in  primavera per un eventuale ingresso dei ragazzi in prima squadra. non  c&#39;era nessun legame tattico.&quot;&lt;/em&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;strong&gt;Scadenza o meno, si sente pronto per un grande salto?&lt;/strong&gt;&lt;/div&gt; &lt;div&gt; &lt;/div&gt; &lt;div&gt;&lt;em&gt;&quot;Sì, mi sento pronto per il grande salto. allenare un altro  anno questa squadra. ogni anno è un grande salto, di fare gli adulti non  se ne parla proprio, al momento. per me è sempre come la prima volta,  con passione e serenità per questi ragazzi ai quali non puoi sfuggire,  sentono se ci sei o non ci sei. Ma ora pensiamo ad un po&#39; di meritato  riposo.&quot;&lt;/em&gt;&lt;/div&gt; &lt;p&gt; &lt;/p&gt;        &lt;/div&gt;    &lt;div class=&quot;area&quot;&gt;     &lt;span style=&quot;float:right;&quot;&gt;13-06-2011 &lt;/span&gt;    &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/6755285253347980214/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/6755285253347980214' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/6755285253347980214'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/6755285253347980214'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/veri-campionionore-ai-giovani.html' title='VERI CAMPIONI......ONORE AI GIOVANI'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-4868404157289865509</id><published>2011-06-13T13:44:00.000-07:00</published><updated>2011-06-13T13:45:33.057-07:00</updated><title type='text'>Tumore Cancro - Di Bella - Si deve per forza morire di cancro?</title><content type='html'>Giuseppe Di Bella / Fabio de Fina 30 Marzo 2011&lt;br /&gt;&lt;br /&gt;Intervista a Giuseppe Di Bella raccolta da Fabio de Fina&lt;br /&gt;&lt;br /&gt;Suo padre, Luigi Di Bella, oltre alla laurea in Medicina e chirurgia, quali&lt;br /&gt;altre specializzazioni aveva ottenuto?&lt;br /&gt;&lt;br /&gt;Era laureato oltre che in medicina e chirurgia, in chimica, in farmacia,&lt;br /&gt;conseguì la libera docenza in chimica biologica, fisiologia generale,&lt;br /&gt;fisiologia umana. Insegnò fisiologia in numerose scuole di specializzazione,&lt;br /&gt;scienze dell’alimentazione, neurologia, ORL, ecc. Conseguì inoltre:&lt;br /&gt;&lt;br /&gt;1) Maturità didattica, all’unanimità, nel concorso per la Cattedra di&lt;br /&gt;Fisiologia Generale nell’Università di Camerino;&lt;br /&gt;2) Nel concorso per la Cattedra di Fisiologia Generale e Speciale degli&lt;br /&gt;animali domestici con elementi di Chimica Biologica, presso l’Università di&lt;br /&gt;Bologna, a maggioranza la maturità scientifica ed all’unanimità quella&lt;br /&gt;didattica;&lt;br /&gt;3) Nel concorso per la Cattedra di Fisiologia Umana all’Università di&lt;br /&gt;Cagliari, all’unanimità la maturità didattica e scientifica;&lt;br /&gt;4) Nel concorso per la Cattedra di Chimica Biologica presso l’Università di&lt;br /&gt;Perugia all’unanimità la maturità didattica;&lt;br /&gt;5) Nel concorso per la Cattedra di Fisiologia Generale presso l’Università di&lt;br /&gt;Messina la maturità scientifica e didattica.&lt;br /&gt;Fonti: Boll. Ministero P.I., Parte II, 1948, pagina 2.746; Boll. Uff.&lt;br /&gt;Ministero P.I., Parte II, 1948, pagine 1.129-1.132; Boll. Uff. Ministero P.I.,&lt;br /&gt;Parte II, 1949, pagina 58.&lt;br /&gt;&lt;br /&gt;Come si svolse la carriera lavorativa di Luigi Di Bella?&lt;br /&gt;&lt;br /&gt;Già al secondo anno di medicina, nonostante la sua giovane età, il professor&lt;br /&gt;Tullio, ordinario di Fisiologia della facoltà di Medicina di Messina (ebbe due&lt;br /&gt;candidature al Nobel) lo volle interno presso il suo istituto. Il professor Di&lt;br /&gt;Bella ebbe parte attiva in tutte le pubblicazioni dell’istituto di fisiologia.&lt;br /&gt;L’originalità e la rilevanza scientifica di queste ricerche è riportata nella&lt;br /&gt;biografia del professor Di Bella Il poeta della scienza, scritta da mio&lt;br /&gt;fratello Adolfo. Malgrado un regolare contratto firmato da mio fratello con un’&lt;br /&gt;importante casa editrice con distribuzione nazionale, la biografia, ritenuta&lt;br /&gt;pericolosa per i circoli di potere che controllano il Paese, senza alcuna&lt;br /&gt;spiegazione, è bloccata. Mio fratello dovrà adire alle vie legali per poterla&lt;br /&gt;almeno recuperare e pubblicare con un altro editore. Mio padre si laureò in&lt;br /&gt;medicina nel 1936 a 23 anni con lode, e successivamente in chimica e farmacia;&lt;br /&gt;nello stesso anno ebbe l’incarico di insegnamento di chimica biologica presso l’&lt;br /&gt;università di Parma, e successivamente quello di fisiologia umana presso l’&lt;br /&gt;Università di Modena, interrotto dalla mobilitazione nel 1941 col grado di&lt;br /&gt;capitano medico sul fronte greco, dove fu chiamato a dirigere l’ospedale da&lt;br /&gt;campo della Divisione Modena. Per la maniera esemplare con cui diresse l’&lt;br /&gt;ospedale militare, pur in grave carenza di organico, fu decorato sul campo.&lt;br /&gt;Sùbito dopo la guerra cercarono di epurarlo perché non allineato; vedendo, nell’&lt;br /&gt;aprile del ‘45, la bandiera italiana esposta tra quelle inglese e americana&lt;br /&gt;aveva  esclamato “Cristo tra i ladroni”. La battuta non era stata molto&lt;br /&gt;apprezzata dai vincitori. Ebbe l’incarico di cattedra di fisiologia generale&lt;br /&gt;per le facoltà di scienze naturali, scienze biologiche e farmacia, oltre che l’&lt;br /&gt;incarico di cattedra di fisiologia umana nella facoltà di medicina di Modena.&lt;br /&gt;Nella biografia citata sono riportate le gravi vessazioni, continue&lt;br /&gt;umiliazioni, meschine emarginazioni che subì in tutta la sua carriera&lt;br /&gt;universitaria che lo costrinsero con i suoi risparmi a costruirsi un piccolo&lt;br /&gt;laboratorio dove poter effettuare senza divieti e censure, con la&lt;br /&gt;collaborazione di allievi e studenti, una grande mole di ricerche sperimentali,&lt;br /&gt;le cui acquisizioni trasferì nella clinica.&lt;br /&gt;&lt;br /&gt;Riesce a sintetizzare in che cosa consiste Il Metodo Di Bella?&lt;br /&gt;&lt;br /&gt;Il Metodo Di Bella è una terapia oncologica biologica razionale basata sull’&lt;br /&gt;impiego sinergico di Somatostatina e/o Octreotide (analogo) [inibitori del GH,&lt;br /&gt;ormone della crescita e dei fattori di crescita (GF) GH dipendenti ],&lt;br /&gt;Bromocriptina e/o Cabergolina [inibitori della Prolattina], Melatonina,&lt;br /&gt;Retinoidi ,Vitamine E, D3, C, Condroitinsolfato, Calcio, minimali dosaggi&lt;br /&gt;apoptotici, (inducono l’invecchiamento e morte cellulare, fisiologici) non&lt;br /&gt;citolitici (letteralmente dosaggi di chemio che spaccano le cellule) di&lt;br /&gt;Ciclofosfamide o Oncocarbide. Al 3° Congresso mondiale di Oncologia di&lt;br /&gt;Singapore, ho illustrato  il razionale del MDB, e documentato i risultati su&lt;br /&gt;553 casi di 29 istotipi ( tipi di tumore) diversi. Contrariamente alla&lt;br /&gt;disinformazione ampiamente diffusa dalla propaganda dei circoli di potere, il&lt;br /&gt;Metodo Di Bella antitumorale, non è alternativo, nell’accezione comune del&lt;br /&gt;termine, ma rappresenta l’integrazione funzionale e la razionale convergenza&lt;br /&gt;delle conoscenze medico-scientifiche definitivamente acquisite, e delle&lt;br /&gt;emergenti evidenze scientifiche, in una clinica affrancata da inquinamenti&lt;br /&gt;politico-finanziari. Per la documentazione sul MDB si può consultare il sito&lt;br /&gt;ufficiale &lt;a href=&quot;http://www.metododibella.org./&quot;&gt;www.metododibella.org.&lt;/a&gt; Approfondimenti delle sue documentate&lt;br /&gt;possibilità sia preventive che terapeutiche, sono reperibili nel volume Il&lt;br /&gt;Metodo Di Bella, in cui ho riportato il pensiero scientifico di mio padre, i&lt;br /&gt;principi costituenti il MDB, i loro aspetti chimici, biochimici, farmacologici,&lt;br /&gt;di biologia molecolare, fisiologici, e clinici. Il potenziale d’azione&lt;br /&gt;antiblastico dei componenti del MDB è documentato da oltre 2.000 voci&lt;br /&gt;bibliografiche citate nel testo. Il volume, alla 3° edizione, (reperibile&lt;br /&gt;attraverso il sito) è pubblicato dalla casa editrice scientifica Mattioli 1885&lt;br /&gt;SpA, mentre non è ancora in ristampa l’edizione esaurita del volume Come&lt;br /&gt;prevenire i tumori in cui ho descritto, sia a livello divulgativo che&lt;br /&gt;scientifico, gli aspetti farmacologici, dietetici e comportamentali che&lt;br /&gt;possiamo oggi attuare per prevenire l’insorgenza di malattie neoplastiche e&lt;br /&gt;degenerative.&lt;br /&gt;&lt;br /&gt;Il MDB persegue 3 obiettivi essenziali:&lt;br /&gt;&lt;br /&gt;a) La difesa dall’aggressione neoplastica&lt;br /&gt;&lt;br /&gt;b) L’inibizione della proliferazione neoplastica&lt;br /&gt;&lt;br /&gt;c) Il contrasto della spiccata tendenza mutagena del fenotipo neoplastico.&lt;br /&gt;&lt;br /&gt;Difesa&lt;br /&gt;&lt;br /&gt;Il MDB asseconda ed esalta le reazioni vitali e l’omeostasi (misure che l’&lt;br /&gt;organismo attua per difendersi da aggressione interne o esterne) antitumorale&lt;br /&gt;per metterle in condizione di contrapporsi  alla insorgenza e progressione&lt;br /&gt;neoplastica. Il tumore è deviazione dalla vita normale, per cui occorre&lt;br /&gt;riportare le reazioni deviate verso la norma, attraverso il potenziamento di&lt;br /&gt;tutti quei mezzi che la Fisiologia considera essenziali per la vita. Il MDB&lt;br /&gt;persegue questo obiettivo attraverso innovative formulazioni e criteri d’&lt;br /&gt;impiego della MLT (complessata con Adenosina e Glicina), di retinoidi&lt;br /&gt;solubilizzati in Vitamina E, oltre a Vitamine C, D3, e componenti della ECM.&lt;br /&gt;Inserendo componenti apolari come il Betacarotene e la vitamina E  tra i&lt;br /&gt;fosfolipidi di una membrana cellulare, la si stabilizza preservandola da danni&lt;br /&gt;ossidativi e dai radicali liberi.&lt;br /&gt;&lt;br /&gt;Inibizione della proliferazione neoplastica&lt;br /&gt;&lt;br /&gt;L’espressione recettoriale (punto della cellula su cui agiscono le sostanze)&lt;br /&gt;ubiquitaria della Prolattina e del GH (ormone della crescita) rappresenta uno&lt;br /&gt;degli aspetti del ruolo mitogeno (di induzione tumorale), diretto e&lt;br /&gt;generalizzato, di queste molecole. La proliferazione cellulare sia fisiologica&lt;br /&gt;che tumorale è strettamente dipendente dalla Prolattina, dal GH, massimo&lt;br /&gt;fattore di crescita, e da Fattori di Crescita, molecole mitogene GH dipendenti,&lt;br /&gt;da esso positivamente regolate, come EGF, FGF, HGF, IGF1-2, NGF, PDGF, TGF,&lt;br /&gt;VEGF, oltre che da fattori di crescita prodotti dall’apparato&lt;br /&gt;gastrointestinale, come VIP, CCK, G. Sia la proliferazione cellulare&lt;br /&gt;fisiologica, che quella neoplastica, avvengono per mezzo di queste stesse&lt;br /&gt;molecole, che la cellula neoplastica utilizza per� in rapporto esponenziale&lt;br /&gt;rispetto a quella sana. La proliferazione incontrollata, anche se in misura&lt;br /&gt;diversa, caratterizza tutte le neoplasie. L’impiego della somatostatina e&lt;br /&gt;analoghi, agendo sulla crescita, denominatore comune a ogni tumore, deve&lt;br /&gt;trovare indicazione razionale in ogni neoplasia. In molti tumori, non solo in&lt;br /&gt;quelli neuroendocrini, è stata documentata un’espressione recettoriale per la&lt;br /&gt;somatostatina. Fattori causali dell’oncogenesi (insorgenza del tumore) sono i&lt;br /&gt;danni cromosomici che comportano, in varia misura, inattivazioni di geni&lt;br /&gt;oncosoppressori: CD44, Bcl-2, p53, oltre che delle Caspasi 3-8, elementi chiave&lt;br /&gt;della cascata apoptotica (reazioni che portano a invecchiamento e morte della&lt;br /&gt;cellula). La regolazione negativa degli oncosopressori (sostanze naturali che&lt;br /&gt;si oppongono all’insorgenza e progressione del tumore) è antagonizzata da&lt;br /&gt;componenti del MDB. La letteratura ha integralmente confermato i sinergici&lt;br /&gt;meccanismi d’azione antineoplastici differenzianti, citostatici,&lt;br /&gt;antiproliferativi, antiangiogenici e antimetastatici di tutti i componenti del&lt;br /&gt;MDB. Senza l’apporto della Prolattina, dell’ormone della crescita (GH) e dei&lt;br /&gt;Fattori di Crescita (GF) prodotti dai tessuti per azione del GH, e quindi&lt;br /&gt;strettamente GH-dipendenti, non esiste crescita fisiologica o tumorale. Inibire&lt;br /&gt;al tumore l’utilizzo di GH, Prolattina, GF, con il loro antidoto naturale, la&lt;br /&gt;Somatostatina, è pertanto di una logica matematica e scientifica. Nella&lt;br /&gt;crescita dei  tumori ormono-dipendenti, intervengono anche l’estrogeno (nei&lt;br /&gt;tumori  della mammella e utero), e il testosterone (nel carcinoma prostatico e&lt;br /&gt;dei testicoli) inibiti dal MDB con gli specifici antidoti. Malgrado ciò l’&lt;br /&gt;oncologia continua a trastullarsi col recettore della somatostatina (SSTR)&lt;br /&gt;vincolando e limitando il suo impiego alle situazioni in cui viene individuato&lt;br /&gt;il suo recettore nelle cellule tumorali.&lt;br /&gt;&lt;br /&gt;Il contrasto della spiccata tendenza mutagena del fenotipo neoplastico&lt;br /&gt;&lt;br /&gt;L’altro aspetto fondamentale della progressione neoplastica, e pertanto&lt;br /&gt;obiettivo della razionalità terapeutica del MDB, è costituito dalle mutazioni&lt;br /&gt;delle cellule tumorali, perché ad ogni mutazione la cellula tumorale seleziona&lt;br /&gt;e trattiene una serie di vantaggi. Mutazione dopo mutazione, il tumore&lt;br /&gt;incrementa progressivamente aggressività, resistenza, velocità di crescita, di&lt;br /&gt;capacità metastatica e tossicità. Le proprietà differenzianti (antimutazione)&lt;br /&gt;di componenti del MDB come Melatonina, Retinoidi, VIT E, C, D3, e componenti&lt;br /&gt;della matrice extracellulare (ECM), si oppongono alla spiccata tendenza&lt;br /&gt;mutagena del tumore. Gli obiettivi strategici di una cura antiblastica&lt;br /&gt;pertanto, non possono prescindere dal controllo delle mutazioni, che&lt;br /&gt;rappresentano una caratteristica essenziale e un denominatore comune delle&lt;br /&gt;cellule tumorali, non meno della citata dipendenza per la crescita da GH, PRL,&lt;br /&gt;e GF. Questi dati sono pienamente confermati dalle banche dati scientifiche&lt;br /&gt;mondiali, ma ancora ignorati dall’oncologia per una grave frattura tra evidenze&lt;br /&gt;scientifiche e applicazione terapeutica. Questa è la causa della reale e&lt;br /&gt;tragica impotenza dell’attuale terapia medica dei tumori col dato scientifico&lt;br /&gt;ufficiale (nascosto al pubblico) di un 2% di sopravvivenza a 5 anni (Morgan et&lt;br /&gt;al, dicembre 2004;16 (8): 549-60). Il rimanente 27% a 5 anni sopravvive solo&lt;br /&gt;grazie alla chirurgia [Richards et al, BMJ, aprile 2000, 1;320 (7239): 895-8].&lt;br /&gt;Un fallimento di questa portata è dovuto ad un concorso di cause, tutte basate&lt;br /&gt;sulla mancata valorizzazione delle evidenze scientifiche. In sintesi alla base&lt;br /&gt;del fallimento conclamato e documentato della terapia medica del tumore, c’è la&lt;br /&gt;frattura tra evidenze scientifiche e terapia convenzionale, indotto da una&lt;br /&gt;gestione istituzionale commerciale e speculativa della medicina. Non vengono&lt;br /&gt;inibiti l’ormone della crescita, (GH) e conseguentemente i fattori di crescita&lt;br /&gt;GH dipendenti, né la Prolattina, determinanti per la crescita tumorale. Non&lt;br /&gt;vengono potenziate le reazioni e funzioni vitali per contenere l’aggressione e&lt;br /&gt;l’espansione neoplastica, al contrario vengono gravemente degradate e&lt;br /&gt;compromesse dalla tossicità della chemio. Vengono esasperate a livello&lt;br /&gt;esponenziale il numero e la frequenza delle mutazioni, al punto tale che una&lt;br /&gt;circolare ministeriale mette in guardia il personale ospedaliero femminile in&lt;br /&gt;gravidanza dall’avvicinare pazienti in chemio per il pericolo di mutazioni che&lt;br /&gt;possano produrre malformazioni embrionali. Il rapporto numero 02/16 (2002) dell’&lt;br /&gt;Istituto Superiore di Sanità Esposizione professionale a chemioterapici&lt;br /&gt;antiblastici ha preso in considerazione i danni a breve e/o a lungo termine&lt;br /&gt;causati dall’esposizione professionale ai chemioterapici antiblastici (CA).&lt;br /&gt;«Proprio a causa delle loro proprietà citotossiche e immunosoppressive - si&lt;br /&gt;legge nel Rapporto - gli antibastici possono paradossalmente causare tumori&lt;br /&gt;secondari. Infatti, non solo sono in grado di innescare la trasformazione di&lt;br /&gt;cellule normali in maligne, ma tendono a ridurre le difese endogene contro l’&lt;br /&gt;insorgenza di neoplasie (…). Numerosi studi hanno dimostrato la pericolosità&lt;br /&gt;per gli operatori sanitari». «(…) Possibili tumori causati da chemioterapici&lt;br /&gt;cancerogeni; effetti sull’apparato riproduttivo, aumento degli aborti spontanei&lt;br /&gt;e delle malformazioni congenite. I danni risultano anche trasmissibili all’&lt;br /&gt;apparato riproduttivo dei figli degli operatori sanitari».&lt;br /&gt;&lt;br /&gt;E’ documentato e noto che la mutazione di una cellula neoplastica seleziona&lt;br /&gt;cellule sempre più aggressive e resistenti. Pertanto una terapia razionale come&lt;br /&gt;il MDB deve agire contenendo le mutazioni, non esasperandole come con la&lt;br /&gt;chemio. Per questi risultati, e una tossicità di questo livello della chemio,&lt;br /&gt;la Stato italiano spende ogni anno (dal Rapporto AIFA - spese per farmaci ATC),&lt;br /&gt;1.341 milioni di euro, pari al 32,37% del totale della spesa per farmaci.&lt;br /&gt;&lt;br /&gt;Per verificare i singoli componenti, e l’efficacia del MDB nei vari tipi e&lt;br /&gt;stadi di tumore, si può consultare la prima pagina del &lt;a href=&quot;http://www.metododibella.org./&quot;&gt;www.metododibella.org.&lt;/a&gt;&lt;br /&gt;sotto documentazione e aggiornamenti scientifici. Oltre alle conferme&lt;br /&gt;scientifiche crescenti e ampie del MDB, sia nei singoli componenti, che nell’&lt;br /&gt;uso combinato, accuratamente ed ermeticamente censurato dall’informazione, è&lt;br /&gt;nascosto anche il dato che migliaia di ammalati si stanno curando in Italia e&lt;br /&gt;nel mondo. In certi giorni il sito ufficiale &lt;a href=&quot;http://www.metododibella.org./&quot;&gt;www.metododibella.org.&lt;/a&gt; supera i&lt;br /&gt;20.000 contatti, e con l’erogazione del 5 x 1.000 alla Fondazione, e le&lt;br /&gt;erogazioni liberali, (fiscalmente detraibili), stiamo preparando relazioni per&lt;br /&gt;il prossimo congresso mondiale oncologico del maggio 2011 a Dalian in Cina.&lt;br /&gt;&lt;br /&gt;Quando nacque l’interesse di Luigi Di Bella per il cancro?&lt;br /&gt;&lt;br /&gt;L’impegno clinico e sperimentale del professor Di Bella in campo oncologico&lt;br /&gt;nacque essenzialmente dalla esigenza di superare l’elevata tossicità e il &lt;br /&gt;completo fallimento della terapia medica dei tumori, in cui la guarigione è&lt;br /&gt;unicamente conseguita dalla chirurgia, mentre gli effetti positivi solo&lt;br /&gt;illusori e temporanei. Il MDB basa la terapia sulla razionale applicazione&lt;br /&gt;clinica delle scienze esatte e pertanto sulla fisiologia. Esso rappresenta un&lt;br /&gt;cambio traumatico di concezioni terapeutiche e mentalità cliniche&lt;br /&gt;convenzionali, acquisite, consolidate tradizionalmente, abitudinariamente&lt;br /&gt;impiegate, non per quei successi che non possono dare perché fondamentalmente&lt;br /&gt;irrazionali e pertanto inefficaci, né per la tossicità inaccettabile, ma per&lt;br /&gt;varie cause:&lt;br /&gt;&lt;br /&gt;1. L’assenza, fino alla comparsa del MDB, di valide alternative, che potessero&lt;br /&gt;sostituirle per maggiore efficacia e minore tossicità.&lt;br /&gt;&lt;br /&gt;2. Una certa forma di inerzia mentale che porta ad appiattirsi su concezioni&lt;br /&gt;terapeutiche protocollate, ripetitive, standardizzate, abitudinarie, anche se&lt;br /&gt;superate, obsolete, ingessate nei loro schematismi, difese contro ogni logica&lt;br /&gt;ed evidenza. Riesce difficile comprendere e accettare questa sorta di&lt;br /&gt;conservatorismo medico-scientifico, in quanto nei tumori solidi, tranne rare&lt;br /&gt;eccezioni, il fallimento regolare e sistematico e le drammatiche sofferenze che&lt;br /&gt;questi inutili trattamenti infliggono ai malcapitati, malgrado siano&lt;br /&gt;quotidianamente evidenti sotto gli occhi di chi somministra queste terapie, non&lt;br /&gt;hanno ancora provocato ripensamenti critici né la consapevolezza dell’assoluta&lt;br /&gt;necessità di ricercare e attuare percorsi terapeutici totalmente difformi e&lt;br /&gt;innovativi.&lt;br /&gt;&lt;br /&gt;3. L’influenza determinante di multinazionali con interessi e fatturati,&lt;br /&gt;superiori al bilancio di medi Stati, che non sarebbero in grado di attuare una&lt;br /&gt;riconversione industriale che preservi gli utili, e impedisca una ricaduta&lt;br /&gt;azionaria negativa su tutte quelle finanziarie, banche e investitori in&lt;br /&gt;possesso di loro pacchetti azionari, pertanto loro interessati e attivi alleati&lt;br /&gt;in difesa della chemioterapia, e anticorpi monoclonali componenti determinanti&lt;br /&gt;e insostituibili dei loro utili.&lt;br /&gt;&lt;br /&gt;La nuova oncologia biologica, fisiologica, del professor Di Bella può essere&lt;br /&gt;definita antropocentrica nel senso scientifico, filosofico, medico, etico e&lt;br /&gt;cristiano del termine. Considera e cura il portatore del tumore, non il tumore&lt;br /&gt;come entità estrapolata da un’inscindibile unità biologica psicofisica e&lt;br /&gt;spirituale, secondo un pensiero scientificamente inconsistente ed eticamente&lt;br /&gt;aberrante, frutto di una condizione culturale obsoleta a volte inconscia, che&lt;br /&gt;rallenta e ostacola l’accettazione delle chiare evidenze scientifiche del&lt;br /&gt;Metodo Di Bella (MDB) e il loro impiego clinico terapeutico. Se il tumore è&lt;br /&gt;crescita, se la crescita è regolata dal GH e fattori di crescita strettamente&lt;br /&gt;GH dipendenti che il MDB inibisce, è ozioso chiedere un protocollo a conferma.&lt;br /&gt;Il MDB nasce da acquisizioni saldamente scientifiche, da verità cioè&lt;br /&gt;definitivamente acquisite dalla Scienza Ufficiale. Questi concetti sono così&lt;br /&gt;stati sinteticamente enunciati dal professor Di Bella nel corso di una sua&lt;br /&gt;relazione congressuale: “Essere essenziale più che l’inattuabile ed immaginaria&lt;br /&gt;uccisione di tutti gli elementi neoplastici, la realizzazione di tutte le&lt;br /&gt;condizioni note, possibili e atte a ostacolarne lo sviluppo. L’essenziale sta&lt;br /&gt;nell’attivare tutti gli inibitori dei noti fattori di crescita alle dosi e con&lt;br /&gt;tempestività e tempi opportuni. Il protocollo MDB è nato in questa atmosfera,&lt;br /&gt;quella della vita e non dell’intossicazione e morte delle cellule, metodo che&lt;br /&gt;asseconda o esalta le reazioni vitali, senza ricercare con precisione&lt;br /&gt;statistica le dosi più opportune per uccidere. Il tumore è deviazione dalla&lt;br /&gt;vita normale, per cui occorre portare le reazioni deviate alla norma,&lt;br /&gt;attraverso l’esaltazione di tutti quei mezzi che la Fisiologia considera&lt;br /&gt;essenziali per la vita”.&lt;br /&gt;&lt;br /&gt;Il Metodo Di Bella ha all’origine una particolare intuizione o scoperta?&lt;br /&gt;&lt;br /&gt;Nel 1946 mio padre ebbe l’intuizione del ruolo essenziale dell’ormone della&lt;br /&gt;crescita (GH) nel cancro e pertanto la convinzione che qualsiasi cura razionale&lt;br /&gt;e scientifica del cancro non possa prescindere dall’inibizione del GH. La&lt;br /&gt;relazione causale tra somministrazione di un fattore antagonista dell’ormone&lt;br /&gt;della crescita o GH, ed inibizione della crescita tumorale, gli derivò dalla&lt;br /&gt;lettura del trattato in due volumi di H. B. Van Dyke The physiology and&lt;br /&gt;pharmacology of the pituitary gland, che d’accordo con l’autore tradusse, per&lt;br /&gt;pubblicarne una versione italiana. Nel trattato si citava il caso di una&lt;br /&gt;paziente, affetta da tumore ovarico ampiamente diffuso e metastatizzato alle&lt;br /&gt;ossa, con prognosi infausta a breve per le condizioni critiche e scadenti, in&lt;br /&gt;cui l’ipofisectomia (l’asportazione della ghiandola che produce l’ormone della&lt;br /&gt;crescita) produsse la regressione del tumore primitivo e delle metastasi,&lt;br /&gt;consentendo una sopravvivenza di tre anni.&lt;br /&gt;&lt;br /&gt;Questo risultato, in presenza di un’aspettativa di vita estremamente limitata,&lt;br /&gt;fu di tutto rilievo. Il caso dimostrò la stretta relazione causale tra il GH,&lt;br /&gt;massimo fattore di crescita e principale ormone  ipofisario, e la&lt;br /&gt;proliferazione e progressione neoplastica. La remissione della disseminazione&lt;br /&gt;metastatica e la sopravvivenza di tre anni furono in rapporto causale con l’&lt;br /&gt;ipofisectomia e il conseguente blocco della secrezione di GH. D’altra parte, la&lt;br /&gt;sua somministrazione prolungata in bambini con crescita insufficiente e nei&lt;br /&gt;casi di nanismo, è stata messa in relazione con incremento del rischio&lt;br /&gt;neoplastico. Magnavita[1] e AA, nel 1996, hanno descritto un caso di linfoma di&lt;br /&gt;Hodgkin insorto in corso di trattamento con GH, mentre Jungwirt[2] e AA, nel&lt;br /&gt;1997, hanno studiato ed evidenziato il rapporto tra ormone della crescita,&lt;br /&gt;somatomedine, e sviluppo di neoplasie.&lt;br /&gt;&lt;br /&gt;È accertato da numerosi altri riscontri della letteratura l’incidenza,&lt;br /&gt;nettamente superiore alla media, di tumori solidi e leucemie per&lt;br /&gt;somministrazioni prolungate di GH. Anche in numerosi casi d’acromegalia&lt;br /&gt;(abnorme ed elevata produzione ipofisaria di GH) è stata riscontrata una&lt;br /&gt;maggiore incidenza di tumori. Essendo un dato di fatto scientifico&lt;br /&gt;incontrovertibile, un’evidenza scientifica, che il tumore è crescita, e che&lt;br /&gt;questa crescita è strettamente GH dipendente, l’impiego del suo antidoto&lt;br /&gt;biologico, la somatostatina, in funzione antitumorale, ha un’evidente&lt;br /&gt;razionalità e una  logica matematica. La cellula tumorale ha un’affinità&lt;br /&gt;particolarmente elevata per l’ormone della crescita rispetto alle cellule sane;&lt;br /&gt;per questo la sua crescita è così elevata e sovrasta quella fisiologica. E’&lt;br /&gt;ampiamente documentato in letteratura, Lincoln, Schally e altri autori, che la&lt;br /&gt;velocità di crescita, capacità di espansione e di disseminazione delle&lt;br /&gt;popolazioni neoplastiche siano non solo strettamente legate ma addirittura&lt;br /&gt;dosedipendenti dalla quantità di recettori per il GH della cellula tumorale;&lt;br /&gt;cioè maggiore è la capacità della cellula tumorale di utilizzare il GH,&lt;br /&gt;maggiore è la sua velocità di crescita locale e/o a distanza.&lt;br /&gt;&lt;br /&gt;Cosa successe all’epoca della nota sperimentazione ordinata dalla ministra&lt;br /&gt;della Sanità Rosy Bindi?&lt;br /&gt;&lt;br /&gt;Nel 1996, gli esiti positivi del MDB, avevano creato un crescente interesse da&lt;br /&gt;parte della pubblica opinione, e una minacciosa ostilità da parte di quei&lt;br /&gt;circoli di potere che, come scrive Ralph Moss nel noto volume Chemoterapy&lt;br /&gt;questions «formano una sorta di establishment del cancro, che controlla l’&lt;br /&gt;orientamento della prevenzione, della diagnosi e della terapia del cancro».&lt;br /&gt;Ralph Moss conclude che, a livello globale, tutta la legislazione sanitaria&lt;br /&gt;tende ad accentrare il potere in poche mani e ad accrescere il conservatorismo&lt;br /&gt;in medicina per salvaguardare il profitto. Le numerose, dirette testimonianze&lt;br /&gt;dei pazienti e dei familiari circa miglioramenti e/o guarigioni ottenute dal&lt;br /&gt;MDB, paragonata alle inutili sofferenze, alla drammatica tossicità e alla&lt;br /&gt;sostanziale inefficacia della chemioterapia nei tumori solidi, avevano creato&lt;br /&gt;gravi e insormontabili difficoltà all’oncologia convenzionale e ai poteri che&lt;br /&gt;la sostenevano, con caduta verticale di credibilità, e fiducia. Per i tanti&lt;br /&gt;genuflessi in zelante e servile adorazione di ogni moda, prodotto&lt;br /&gt;pseudoculturale e scientifico proveniente dal mondo anglosassone, era&lt;br /&gt;inconcepibile, irritante, provocatorio, che un italiano senza finanziamenti&lt;br /&gt;statali, senza i miliardi delle vendite nelle piazze di azalee, arance, ortaggi&lt;br /&gt;e verdure varie, sceneggiate televisive, malgrado l’atteggiamento sempre più&lt;br /&gt;minaccioso e intimidatorio del potere, abbia osato sfidare colossi e santuari&lt;br /&gt;mondiali della ricerca oncologica, gigantesche e inutili cattedrali, generose e&lt;br /&gt;instancabili dispensatrici di illusioni e di morte (basta considerare la fine&lt;br /&gt;di tre componenti della più nota famiglia di imprenditori italiani, di&lt;br /&gt;Pavarotti, di Raissa Gorbaciova, di re Hussein , ecc...), e abbia intuito,&lt;br /&gt;concepito, formulato e praticato la prima terapia veramente causale, razionale,&lt;br /&gt;efficace, tollerata, nella patologia neoplastica. Rifiutarono sdegnosamente e&lt;br /&gt;rabbiosamente Di Bella fondamentalmente per la sua statura morale, scientifica,&lt;br /&gt;culturale, intellettuale, ma soprattutto per la piena consapevolezza di non&lt;br /&gt;poterlo affrontare sul piano scientifico senza uscirne non solo annientati ma&lt;br /&gt;ridicolizzati. Come avvenne in tanti congressi nazionali e internazionali. Non&lt;br /&gt;sono stati rari i casi in cui illustri personalità della medicina, luminari,&lt;br /&gt;cattedratici, hanno rinunciato a esporre la loro relazione se era presente il&lt;br /&gt;professor Di Bella. Il tentativo di risolvere la loro critica situazione con&lt;br /&gt;una campagna diffamatoria fino al linciaggio morale, l’insulto triviale, e la&lt;br /&gt;promulgazione di altisonanti proclami, di autentiche bolle di scomunica, di&lt;br /&gt;diffide degli ordini dei medici, di minacce e intimidazioni al professor Di&lt;br /&gt;Bella, e al numero crescente di medici che cominciavano a prescrivere il MDB,&lt;br /&gt;sortì l’effetto diametralmente opposto, riducendo ulteriormente il già scarso&lt;br /&gt;prestigio delle istituzioni sanitarie.&lt;br /&gt;&lt;br /&gt;Difficilmente chi ha prescritto il MDB, a incominciare dal sottoscritto, ha&lt;br /&gt;evitato vessazioni, intimidazioni, oltre che sanzioni da parte degli ordini dei&lt;br /&gt;medici. Nell’aprile 1996 al numero già rilevante (anche se difficilmente&lt;br /&gt;quantificabile) di ammalati in cura col Metodo Di Bella fu interdetto l’uso&lt;br /&gt;della Melatonina (MLT) mediante il decreto legge 25 marzo 96 numero 161,&lt;br /&gt;promosso dal presidente pro tempore della Commissione Unica del Farmaco&lt;br /&gt;illustrissimo professor Garattini. Il provvedimento innescò gravi reazioni,&lt;br /&gt;anche per la totale e documentata mancanza di tossicità acuta e cronica della&lt;br /&gt;MLT, liberamente in vendita in tante nazioni e nei supermercati americani come&lt;br /&gt;prodotto da banco, cioè senza prescrizione medica. Si arrivò a manifestazioni&lt;br /&gt;di piazza, originate dal rifiuto di sottostare a regole, coercizioni&lt;br /&gt;burocratiche, commissioni e apparati arroganti e vessatori, che avevano la&lt;br /&gt;sempre più palese finalità di salvaguardare inconfessabili interessi.&lt;br /&gt;Iniziarono le prime riunioni libere e spontanee di pazienti, cui seguirono&lt;br /&gt;manifestazioni e associazioni per difendere la libertà di cura. Per il decreto&lt;br /&gt;Garattini il medico prescrittore della MLT, era penalmente perseguibile. Il&lt;br /&gt;professor Di Bella non si fece intimidire, continuò le prescrizioni, scrivendo&lt;br /&gt;alla fine delle ricette, che il decreto legge faceva esplicito divieto al&lt;br /&gt;medico di prescrivere la MLT. La Corte Costituzionale accolse il ricorso dei&lt;br /&gt;pazienti dichiarando incostituzionale il decreto 161. Secondo il professor Di&lt;br /&gt;Bella la Melatonina, non come tale, ma chimicamente complessata con adenosina&lt;br /&gt;mediante un legame chimico di idrogeno, (esattamente come nei liquidi biologici&lt;br /&gt;e in molte cellule) era una condizione necessaria, anche se non sufficiente&lt;br /&gt;nella cura dei tumori, oltre che di malattie degenerative, soprattutto del&lt;br /&gt;sistema nervoso centrale e periferico. Seguì a breve un secondo tentativo di&lt;br /&gt;blocco del MDB cancellando la somatostatina dalla fascia A (farmaci erogati dal&lt;br /&gt;SSN) e fissandone (nel 1996) il prezzo a 516.000 lire per 3 milligrammi, dose&lt;br /&gt;giornaliera della cura. I pazienti che potevano curarsi grazie all’erogazione&lt;br /&gt;gratuita della somatostatina si trovarono nell’impossibilità di continuare la&lt;br /&gt;terapia essendo ovviamente la spesa giornaliera di 516.000 inaccessibile, e&lt;br /&gt;scesero in piazza innescando un contenzioso con le istituzioni. Si accertò in&lt;br /&gt;quel periodo che 3 milligrammi di somatostatina purissima della migliore&lt;br /&gt;qualità erano facilmente reperibili presso l’industria chimica al prezzo di &lt;br /&gt;3.500 lire. Alcune farmacie attrezzarono una camera sterile, un liofilizzatore&lt;br /&gt;e misero in vendita la somatostatina a 10.000 lire circa. Furono immediatamente&lt;br /&gt;e ripetutamente sottoposte a ogni sorta di verifica e controllo. L’ordine dei&lt;br /&gt;medici di Modena emanò un comunicato stampa per diffidare il professor Di Bella&lt;br /&gt;e i medici a prescrivere il MDB, pena gravi sanzioni, fino alla radiazione dall’&lt;br /&gt;ordine; si aggiunsero scomuniche e anatemi di vari ordini dei medici e della&lt;br /&gt;federazione nazionale degli ordini dei medici. Sia io che mio padre fummo&lt;br /&gt;convocati dai rispettivi ordini. In questo clima, in siffatto contesto, e per&lt;br /&gt;queste reali cause, con farisaiche argomentazioni, simulando un interesse&lt;br /&gt;scientifico, e la ricerca di quella verità che con ogni mezzo e argomentazione&lt;br /&gt;cercavano di nascondere, dal cilindro delle vecchie volpi del mondo politico-&lt;br /&gt;sanitario, uscì la sperimentazione, àncora di salvezza di un sistema medico-&lt;br /&gt;politico-finanziario che pretendeva di gestire il paziente ad esclusivo&lt;br /&gt;tornaconto di istituzioni e organizzazioni, che sulla sofferenza vivono,&lt;br /&gt;prosperano e ingrassano. La richiesta di ampi settori della pubblica opinione&lt;br /&gt;dell’erogazione del MDB da parte del SSN, fu elusa con una sperimentazione di&lt;br /&gt;fase 2, che nessuno aveva chiesto, se non quanti erano interessati a&lt;br /&gt;delegittimare il MDB. Una sperimentazione di fase 2 non aveva alcun senso&lt;br /&gt;perché i farmaci componenti il MDB, erano noti nelle loro caratteristiche&lt;br /&gt;chimiche, biochimiche, farmacologico-tossicologiche. Il 23dicembre 1997 il&lt;br /&gt;comunicato stampa numero 267 del ministero della Sanità, firmato dal ministro&lt;br /&gt;Rosy Bindi recitava: «Considerata l’esistenza del cosiddetto Metodo Di Bella&lt;br /&gt;per il trattamento di varie patologie oncologiche, considerati i pareri che su&lt;br /&gt;detto metodo sono stati resi dalla Commissione oncologica nazionale in data 5&lt;br /&gt;febbraio 1996, dalla commissione unica del farmaco in data 8 gennaio 1997,&lt;br /&gt;nonché il comunicato del Comitato di Presidenza del Consiglio Superiore di&lt;br /&gt;Sanità in data 16 luglio 1997 e il parere dell’assemblea Generale del Consiglio&lt;br /&gt;stesso in data 19 dicembre 1997. Rilevato che da tutti gli organismi suddetti è&lt;br /&gt;stata affermata la mancanza di fondamento scientifico documentato del metodo Di&lt;br /&gt;Bella e quindi l’insuscettibilità del medesimo all’impiego sistematico negli&lt;br /&gt;ammalati di tutti i tipi di tumore…».&lt;br /&gt;&lt;br /&gt;Risponde a verità quanto affermato in tono perentorio, sprezzante,&lt;br /&gt;intimidatorio, dalle massime autorità e commissioni sanitarie italiane? È&lt;br /&gt;proprio vero che la letteratura medico scientifica mondiale alla fine del 1997,&lt;br /&gt;non comprendesse alcun articolo scientifico che comprovasse l’azione&lt;br /&gt;antitumorale di ogni singolo farmaco componenti il MDB? Non vi erano pertanto&lt;br /&gt;pubblicazioni relative all’azione antitumorale di questi farmaci? Non&lt;br /&gt;esistevano i presupposti razionali, scientifici, etico-deontologici il 23&lt;br /&gt;dicembre 97? Il MDB era veramente una terapia astrusa, illogica, senza alcun&lt;br /&gt;precedente studio in vitro o sperimentale o clinico? Rispondeva a verità che&lt;br /&gt;non vi erano dati farmacologici, tossicologici? La chemioterapia, con cui si&lt;br /&gt;confrontava il MDB, era veramente talmente efficace e priva di effetti tossici,&lt;br /&gt;da escludere a priori ogni alternativa medica, aprioristicamente rigettata?&lt;br /&gt;Perche non è stato neppure considerato il razionale del MDB, basato su&lt;br /&gt;conoscenze scientifiche consolidate, e una linea di pensiero semplice e&lt;br /&gt;intuibile nella sua matematica logicità, basata sulle scienze esatte? Una&lt;br /&gt;ricerca eseguita su singoli farmaci componenti il MDB, fino a tutto il 1997,&lt;br /&gt;incrociando i farmaci con la parola Cancer, e limitando la ricerca agli studi&lt;br /&gt;eseguiti sull’uomo presso la massima banca dati bio-medica (Med-line), che&lt;br /&gt;raccoglie gli abstract delle più autorevoli riviste scientifiche, ha&lt;br /&gt;evidenziato settemilaquaranta (7.040) pubblicazioni sui principi terapeutici&lt;br /&gt;costituenti il MDB.&lt;br /&gt;&lt;br /&gt;Melatonina:                    318&lt;br /&gt;&lt;br /&gt;Retinoidi:                   1.582&lt;br /&gt;&lt;br /&gt;Vitamina E:                   819&lt;br /&gt;&lt;br /&gt;Bromocriptina:           1.504&lt;br /&gt;&lt;br /&gt;Somatostatina:            2.817&lt;br /&gt;&lt;br /&gt;----------------------------------&lt;br /&gt;&lt;br /&gt;Totale:                         7.040&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Queste 7.040 pubblicazioni per il ministero della Sanità e le massime autorità&lt;br /&gt;e Commissioni Sanitarie Nazionali significavano : «... mancanza di fondamento&lt;br /&gt;scientifico documentato del metodo Di Bella e quindi l’insuscettibilità del&lt;br /&gt;medesimo all’impiego sistematico negli ammalati di tutti i tipi di tumore…».&lt;br /&gt;Come suggerito da molte pubblicazioni e studi clinici era auspicabile&lt;br /&gt;verificare l’effetto delle molecole del MDB, in situazioni neoplastiche&lt;br /&gt;iniziali, non inquinate da pregressi trattamenti, e irreversibilmente&lt;br /&gt;compromesse dallo stadio critico-terminale, dando evidenza e serietà&lt;br /&gt;scientifica con un gruppo di controllo in doppio cieco. La richiesta di&lt;br /&gt;dispensare senza ostacoli burocratici, e pretestuose scuse di sorta il MDB,&lt;br /&gt;concedendo nei fatti quella libertà di cura sancita dall’articolo 32 della&lt;br /&gt;Costituzione, rimase lettera morta. La forma, la sceneggiatura, l’apparenza&lt;br /&gt;della sperimentazione furono perfette, accuratamente studiate da un’accorta&lt;br /&gt;regia, per dare l’impressione della massima serietà e scientificità, con tanto&lt;br /&gt;di Comitati guida e perfino una costosa commissione di esperti internazionali,&lt;br /&gt;sontuosamente ospitata e lautamente retribuita, (è risaputo che i nostri&lt;br /&gt;politici sono particolarmente generosi col denaro dei contribuenti), che in&lt;br /&gt;pratica si limitò a prendere atto di quanto faceva l’ISS, (Istituto Superiore&lt;br /&gt;di Sanità) ma non svolse alcun effettivo e reale controllo, non si accorse di&lt;br /&gt;nulla, non evidenziò alcuna delle clamorose e lampanti anomalie della&lt;br /&gt;sperimentazione, malgrado fossero oggetto di gravissime denunce da parte di&lt;br /&gt;pazienti, associazioni, decine di interrogazioni parlamentari e di inchieste da&lt;br /&gt;parte della magistratura, la cui conduzione e conclusione è trattata nel sito&lt;br /&gt;ufficiale del &lt;a href=&quot;http://www.metododibella.org./&quot;&gt;www.metododibella.org.&lt;/a&gt; alla sezione Sperimentazione. Né risolse&lt;br /&gt;problemi che per il ministero si rivelarono insormontabili, come le prove di&lt;br /&gt;stabilità dei retinoidi, e l’eliminazione dell’acetone, gravemente tossico e&lt;br /&gt;altamente cancerogeno dal composto di retinoidi [l’acetone aveva la funzione di&lt;br /&gt;solvente organico nella preparazione del composto dei retinoidi, essendo l’&lt;br /&gt;alfatocoferile acetato (Vitamina E), il Betacarotene, l’axeroftolo palmitato e&lt;br /&gt;l’acido trans -retinoico (retinoidi) sostanze chimicamente apolari, pertanto&lt;br /&gt;non perfettamente solubilizzabili senza un solvente organico]. Drammatici&lt;br /&gt;problemi che le farmacie private hanno dimostrato di risolvere facilmente e&lt;br /&gt;correntemente, (vedi &lt;a href=&quot;http://www.metododibella.org/&quot;&gt;www.metododibella.org&lt;/a&gt;). Relativamente alla sperimentazione&lt;br /&gt;del MDB, nella prima pagina del sito ufficiale &lt;a href=&quot;http://www.metododibella.org,/&quot;&gt;www.metododibella.org,&lt;/a&gt; alla&lt;br /&gt;sezione In evidenza, e in quella Legali e legislative alla voce Sperimentazione&lt;br /&gt;MDB I e II sono riportati per intero documenti ufficiali. Nei primi mesi del&lt;br /&gt;1998, su richiesta del comitato guida della sperimentazione, il professor Di&lt;br /&gt;Bella consentì l’esame della sua documentazione clinica da parte della&lt;br /&gt;professoressa Buiatti, incaricata dal ministero di effettuare presso il suo&lt;br /&gt;laboratorio uno studio osservazionale retrospettivo sulle migliaia di cartelle&lt;br /&gt;cliniche dei suoi pazienti.&lt;br /&gt;&lt;br /&gt;Il 24 giugno 1998, l’informazione radiotelevisiva e la stampa diedero ampio&lt;br /&gt;spazio e massima evidenza ai deludenti risultati di questo studio, affermando&lt;br /&gt;che dall’esame di parecchie migliaia di cartelle, un solo paziente risultava&lt;br /&gt;guarito con il MDB. Questi risultati (totalmente privi di attendibilità) furono&lt;br /&gt;divulgati nel corso della sperimentazione, contro ogni elementare e nota norma&lt;br /&gt;che regoli studi clinici sperimentali. Il comitato guida cercò di scusarsi con&lt;br /&gt;varie e opinabili argomentazioni. Nei limiti di tempo fissati dal comitato&lt;br /&gt;guida, la professoressa Buratti, delle 10.000 cartelle circa ne esaminò 3.076;&lt;br /&gt;di esse 1.523 si riferivano a neoplasie, le altre a patologie non neoplastiche&lt;br /&gt;trattate dal professor Di Bella. Non è stato spiegato il motivo per cui non&lt;br /&gt;furono esaminate quelle dal 1997 in poi, che registravano alcuni dei risultati&lt;br /&gt;più significativi del MDB. Una rilevante quantità di cartelle contenenti&lt;br /&gt;numerose risposte positive in termini di guarigioni e/o blocco della&lt;br /&gt;progressione tumorale, furono ignorate, con la giustificazione che gli ammalati&lt;br /&gt;erano residenti in aree non coperte dal registro nazionale dei tumori, (che&lt;br /&gt;copre una minoranza della popolazione) escludendo pertanto le relative&lt;br /&gt;cartelle, come se questo fosse sufficiente per ignorare il dato di fatto&lt;br /&gt;scientificamente documentato e verificabile di una guarigione. Rimasero così&lt;br /&gt;605 cartelle, ridotte poi a 248 per insufficiente documentazione, senza&lt;br /&gt;peraltro contattare i pazienti e associazioni che avevano dato ampia&lt;br /&gt;disponibilità a collaborare in tal senso. Dopo una complessa quanto ermetica&lt;br /&gt;serie di argomentazioni di genere statistico epidemiologico, si  arrivò a&lt;br /&gt;considerare 4 pazienti, di cui 1 guarito, lasciando intendere alla pubblica&lt;br /&gt;opinione che su circa 10.000 cartelle del professor Di Bella si era registrato&lt;br /&gt;un solo caso di guarigione.&lt;br /&gt;&lt;br /&gt;E veniamo all’irrazionalità di una sperimentazione di fase 2, non randomizzata&lt;br /&gt;e senza gruppo di controllo. Come ho precedentemente documentato, la ricerca&lt;br /&gt;eseguita sui singoli farmaci componenti il MDB, fino a tutto il 1997, (cioè&lt;br /&gt;prima dell’inizio della sperimentazione) incrociando i farmaci con la parola&lt;br /&gt;Cancer, e limitando la ricerca agli studi eseguiti sull’uomo nella massima&lt;br /&gt;banca dati bio-medica (Med-line), &lt;a href=&quot;http://www.pubmed.gov/&quot;&gt;www.pubmed.gov&lt;/a&gt; che raccoglie gli abstract&lt;br /&gt;delle più autorevoli riviste scientifiche, aveva evidenziato settemilaquaranta&lt;br /&gt;(7.040) pubblicazioni sui principi terapeutici costituenti l’MDB. In base ai&lt;br /&gt;dati di cui sopra, sorge spontanea una domanda: come mai il ministro della&lt;br /&gt;Salute e tutte indistintamente le commissioni e istituzioni sanitarie hanno&lt;br /&gt;totalmente ignorato una mole così vasta di conferme, come mai l’Istituto&lt;br /&gt;Superiore di Sanità ha affermato che, di questi farmaci, «non vi è alcuna prova&lt;br /&gt;preliminare (sic!!!) né di efficacia né di innocuità»? Se la letteratura&lt;br /&gt;scientifica mondiale parla chiaramente, e se in tutto il mondo l’interesse per&lt;br /&gt;questi farmaci è in aumento, (oggi oltre sessantamila) perché Istituto&lt;br /&gt;Superiore di Sanità non ne ha tenuto conto?&lt;br /&gt;&lt;br /&gt;Veniamo ad un altro punto: la progettazione della sperimentazione del MDB.&lt;br /&gt;&lt;br /&gt;In base alla letteratura scientifica più aggiornata, visti i buoni risultati&lt;br /&gt;preliminari (vedi sopra) era assolutamente giustificato, anzi imperativo&lt;br /&gt;impostare uno studio con gruppi di controllo e con tumori in fase iniziale.&lt;br /&gt;Questo concetto emerge innumerevoli volte dalla rassegna di pubblicazioni&lt;br /&gt;relative ai componenti del MDB, come Somatostatina, Melatonina, Retinoidi,&lt;br /&gt;Vitamina D3, etc…, e ripete quanto riportato nei lavori di Manni, Klijn,&lt;br /&gt;Panzer, Bartsch, Pollak e Schally, etc: «E’ assolutamente necessario verificare&lt;br /&gt;questi dati preliminari applicando protocolli in doppio cieco e dovrebbero&lt;br /&gt;essere sviluppati ‘trials’ futuri terapeutici in pazienti con tumori maligni in&lt;br /&gt;fase iniziale…». «... I dati preclinici sono ora sufficienti per giustificare&lt;br /&gt;studi clinici con gruppi di controllo nei tumori di mammella, prostata e&lt;br /&gt;pancreas». Oltre a questi dati di letteratura, vi erano le centinaia di&lt;br /&gt;testimonianze di pazienti sull’efficacia del MDB in numerose forme tumorali.&lt;br /&gt;Quindi sia i dati della letteratura, sia l’esperienza clinica non solo&lt;br /&gt;giustificavano, ma imponevano una sperimentazione con un alto livello di&lt;br /&gt;evidenza scientifica, quindi randomizzata e con gruppo di controllo. L’I. S. S.&lt;br /&gt;ha sostenuto che: «E’ stato anche necessario effettuare uno studio senza gruppo&lt;br /&gt;di controllo perché, nella situazione esistente dall’inizio del 1998, ciò non&lt;br /&gt;era concepibile…». Non era concepibile fare il tipo di studio che viene fatto&lt;br /&gt;in tutto il mondo, ed anche in Italia, correntemente (ma non per il MDB!?).&lt;br /&gt;Questa argomentazione non tiene: infatti, quando la sperimentazione del MDB è&lt;br /&gt;stata pubblicata sul British Medical Journal, l’editorialista Marcus Muller&lt;br /&gt;(fatto del tutto inusuale) ha criticato aspramente la progettazione dello&lt;br /&gt;studio, sostenendo che «Gli autori (della sperimentazione) affermano anche che&lt;br /&gt;non avrebbero potuto condurre uno studio clinico randomizzato per ragioni&lt;br /&gt;etiche, ma queste ragioni non sono chiare. In realtà, c’è chi può sostenere che&lt;br /&gt;proprio il livello inferiore di progettazione dello studio è anti-etico». Ed a&lt;br /&gt;proposito della mancanza del gruppo di controllo, ecco cosa afferma in una&lt;br /&gt;lettera al B. M. J. il ricercatore Rey M. D.: «Con cosa è stata comparata la&lt;br /&gt;terapia Di Bella? Con nulla! Sarebbe stato molto più utile fare un paragone fra&lt;br /&gt;la terapia Di Bella e la terapia convenzionale». Come si vede, la progettazione&lt;br /&gt;della sperimentazione è stata considerata di basso livello, in quanto manca&lt;br /&gt;delle 2 caratteristiche fondamentali che danno evidenza scientifica ad uno&lt;br /&gt;studio, e cioè la randomizzazione ed il gruppo di controllo. La giustificazione&lt;br /&gt;che dà l’I. S. S., ancora una volta non tiene: la responsabilità della&lt;br /&gt;situazione di tensione che si era creata in Italia nel 1998, stava proprio nell’&lt;br /&gt;atteggiamento di totale chiusura della medicina convenzionale italiana, verso&lt;br /&gt;il MDB. Se il ministero avesse avuto (com’era doveroso) un atteggiamento di&lt;br /&gt;maggiore apertura verso un metodo che rappresenta l’espressione clinica e la&lt;br /&gt;sintesi di alcune branche della ricerca contemporanea, la tensione non si&lt;br /&gt;sarebbe originata. In base a queste premesse, come si colloca la&lt;br /&gt;classificazione del National Cancer Institute? Questa classificazione ha il&lt;br /&gt;pregio di chiarire il livello di affidabilità scientifica, di evidenza, degli&lt;br /&gt;studi di oncologia. Il livello di evidenza serve a dirigere le decisioni&lt;br /&gt;cliniche: studi con basso livello di evidenza non possono offrire decisioni&lt;br /&gt;cliniche sicure o definitive. Gli studi sono valutati in base:&lt;br /&gt;&lt;br /&gt;1) All’evidenza derivante dalla progettazione dello studio.&lt;br /&gt;&lt;br /&gt;2) All’evidenza derivante dagli obiettivi dello studio.&lt;br /&gt;&lt;br /&gt;Evidenza della progettazione&lt;br /&gt;&lt;br /&gt;Gli studi che offrono maggior evidenza sono quelli randomizzati e che&lt;br /&gt;presentano un gruppo di controllo. Perché questi due fattori sono fondamentali?&lt;br /&gt;La randomizzazione assicura che «il giudizio personale ed i pregiudizi degli&lt;br /&gt;sperimentatori non influenzino la collocazione degli individui». Se c’era uno&lt;br /&gt;studio clinico in cui la randomizzazione non poteva essere in nessun caso&lt;br /&gt;evitata, era proprio la sperimentazione del MDB; i pregiudizi e le valutazioni&lt;br /&gt;negative sul Metodo Di Bella sono stati frequenti fra chi conduceva la&lt;br /&gt;sperimentazione, ben prima che la sperimentazione fosse avviata. Bene, proprio&lt;br /&gt;in questa situazione non è stata fatta (sic!!!). Il gruppo di controllo&lt;br /&gt;permette di valutare l’efficacia di un trattamento. Tale valutazione deve&lt;br /&gt;necessariamente essere confrontata, controllata, con un gruppo di riferimento&lt;br /&gt;che segua una terapia nota (nel nostro caso, la terapia oncologica&lt;br /&gt;convenzionale). Senza gruppo di controllo, non è tecnicamente possibile&lt;br /&gt;affermare che «il MDB non è efficace», lasciando intendere che la terapia&lt;br /&gt;convenzionale è, invece, efficace. Cosa avrebbe fatto la terapia convenzionale&lt;br /&gt;nello stesso tipo di tumori e nello stesso stadio? Questo non si può sapere&lt;br /&gt;dalla sperimentazione, mancando un gruppo di controllo. A questo proposito, l’&lt;br /&gt;I. S. S. non può pretendere che potevano essere selezionati per la&lt;br /&gt;sperimentazione solo pazienti resistenti a tutte le terapie convenzionali, per&lt;br /&gt;ragioni etiche. Come affermato più sopra, vi erano già (nel 1998) sufficienti&lt;br /&gt;prove scientifiche sui farmaci usati nell’MDB per testarli realmente, e cioè in&lt;br /&gt;pazienti, in condizioni iniziali.&lt;br /&gt;&lt;br /&gt;Evidenza degli obiettivi&lt;br /&gt;&lt;br /&gt;Gli studi che danno maggiore evidenza sono quelli in cui l’obiettivo è&lt;br /&gt;rappresentato dalla valutazione della «overall survival from a defined point in&lt;br /&gt;time», cioè dalla sopravvivenza dei pazienti partendo da una data definita, l’&lt;br /&gt;obiettivo della riduzione della massa tumorale è classificato dal N. C. I. come&lt;br /&gt;uno degli «indirect surrogates», «surrogati indiretti», dell’obiettivo&lt;br /&gt;principale (la  sopravvivenza). Molto interessante è la motivazione per cui, il&lt;br /&gt;N. C. I. considera la valutazione della massa tumorale (vista invece dall’I. S.&lt;br /&gt;S. per la sperimentazione MDB come obiettivo principale) un «in direct&lt;br /&gt;surrogate», perché «è un obiettivo soggetto alle interpretazioni degli&lt;br /&gt;sperimentatori» (non è quindi un parametro oggettivo, come invece l’Istituto&lt;br /&gt;Superiore di Sanità ha sempre ripetuto). Inoltre, concetto ancora più&lt;br /&gt;rilevante, «questi obiettivi non producono automaticamente un beneficio diretto&lt;br /&gt;sul paziente, come la sopravvivenza o la qualità della vita».&lt;br /&gt;&lt;br /&gt;Come si può notare, il N. C. I. ritiene fondamentali come obiettivi di uno&lt;br /&gt;studio, la sopravvivenza e la qualità della vita dei pazienti, cioè proprio&lt;br /&gt;quegli obiettivi che l’I. S. S. ha scelto di ritenere secondari, in quanto «non&lt;br /&gt;oggettivi e non scientifici». Ora, in base a questa classificazione, dove si&lt;br /&gt;colloca la sperimentazione eseguita sul MDB (come qualsiasi altro studio&lt;br /&gt;eseguito con la stessa metodologia)? La classificazione del N. C. I. non lascia&lt;br /&gt;spazio a dubbi; si tratta di: «A phase II trial of selected patients with&lt;br /&gt;response rate as the outcome», «uno studio di fase II di pazienti selezionati&lt;br /&gt;che ha come obiettivo la risposta obiettiva sulla massa tumorale». Nella&lt;br /&gt;sperimentazione sul MDB, infatti, i pazienti non sono stati randomizzati, sono&lt;br /&gt;stati appunto selezionati, e l’obiettivo dello studio (come è stato più volte&lt;br /&gt;sottolineato dall’I. S. S.) era appunto la risposta obiettiva (cioè la&lt;br /&gt;riduzione della massa tumorale misurata strumentalmente). Bene, questo tipo di&lt;br /&gt;studio è classificato come 3III DIII, cioè come lo studio che offre il più&lt;br /&gt;basso livello di evidenza scientifica nella classificazione del N. C. I.!!! E&lt;br /&gt;se uno studio offre un basso livello di evidenza scientifica, come necessaria&lt;br /&gt;conseguenza, le conclusioni che offre (qualsiasi esse siano) non possono essere&lt;br /&gt;prese come definitive: danno appunto una bassa «evidence». Oltre a ciò, la&lt;br /&gt;sperimentazione del MDB è stata condotta in modo tale, da vanificare ogni&lt;br /&gt;livello di evidenza.&lt;br /&gt;&lt;br /&gt;Le anomalie che hanno invalidato la sperimentazione sono:&lt;br /&gt;&lt;br /&gt;1) I criteri di arruolamento furono assolutamente antitetici ai postulati&lt;br /&gt;basilari del MDB. Il fatto è chiaramente riscontrabile dall’esame dei verbali&lt;br /&gt;delle sedute in commissione oncologica, in cui il professor Di Bella ribadì in&lt;br /&gt;forma evidente e inequivocabile l’assoluta incompatibilità del MDB con la&lt;br /&gt;chemio, per il suo effetto deleterio, che rappresenta una netta&lt;br /&gt;controindicazione per i danni spesso irreversibili che causa a quel terreno&lt;br /&gt;biologico su deve agire il MDB. Nonostante ciò furono arruolati nella quasi&lt;br /&gt;totalità pazienti terminali, con aspettativa di vita fra 11 giorni e tre mesi,&lt;br /&gt;chemio-radiotrattati e non più responsivi a questi trattamenti. Ciò emerge&lt;br /&gt;chiaramente dal Verbale del ministero della Sanità (&lt;a href=&quot;http://www.metododibellaorg/&quot;&gt;www.metododibellaorg&lt;/a&gt;)&lt;br /&gt;numero 1 Roma, 14 gennaio 1998: «Il giorno 14 gennaio alla ore 12,00 presso la&lt;br /&gt;sede di Lungotevere Ripa, 1 del ministero della Sanità, si riunisce la&lt;br /&gt;Commissione Oncologica Nazionale (...). Il professor Di Bella esprime serie&lt;br /&gt;perplessità nei confronti della chemioterapia, ritenendola alla base di&lt;br /&gt;numerosi insuccessi terapeutici (...). A suo parere la non responsività al&lt;br /&gt;proprio protocollo dipende dai trattamenti terapeutici precedentemente messi in&lt;br /&gt;atto e dalle condizioni generali dei pazienti spesso mal curati, ribadendo&lt;br /&gt;ancora una volta l’effetto deleterio della chemioterapia».&lt;br /&gt;&lt;br /&gt;2) La somministrazione del composto dei retinoidi inquinato da acetone fino a&lt;br /&gt;850 milligrammi per litro (ammesso dallo stesso ministero); la tossicità e l’&lt;br /&gt;effetto cancerogeno dell’acetone, smentendo le affermazioni ministeriali di&lt;br /&gt;assenza di tossicità dei retinoidi erogati in sperimentazione sono documentate&lt;br /&gt;dal lavoro di Wysocki CJ e AA VV., Acetone odor and irritation thresholds&lt;br /&gt;obtained from acetone-exposed factory workers and from control (occupationally&lt;br /&gt;unexposed) subjects.&lt;br /&gt;«Search for ‘acetone cancerogenic’ Author IBA Source Crisp Data Base National&lt;br /&gt;Institutes Of Health Abstract ‘Cytochromes P450’ (…) determinants of the&lt;br /&gt;biological effects of chemicals»;&lt;br /&gt;traduzione: «L’acetone induce il tipo 2E1 del citocromo P450 (CYP2E1)... molto&lt;br /&gt;attivo nel trasformare biologicamente le sostanze pro-carcinogene in sostanze&lt;br /&gt;che iniziano il processo canceroso». In &lt;a href=&quot;http://www.metododibella.org/&quot;&gt;www.metododibella.org&lt;/a&gt; si trova una&lt;br /&gt;serie di altre pubblicazioni relative.&lt;br /&gt;&lt;br /&gt;Inoltre il professor Di Bella aveva chiaramente esposto la tecnica necessaria&lt;br /&gt;per eliminare ogni traccia di solvente (acetone) nel composto di retinoidi, e&lt;br /&gt;spiegato attraverso quali meccanismi  chimici e di biologia molecolare, l’&lt;br /&gt;acetone annulla i meccanismi d’azione antitumorali dei retinoidi.&lt;br /&gt;&lt;br /&gt;3) La somministrazione di farmaci scaduti a 1.048 ammalati, come dall’allegato&lt;br /&gt;verbale dei NAS:&lt;br /&gt;&lt;br /&gt;Comando Carabinieri per la Sanità N.A.S. di Firenze cap 50144 Viale Belfilore,&lt;br /&gt;45/47 numero 6356/7-10 P di Protocollo&lt;br /&gt;&lt;br /&gt;Oggetto: lndagine relativa al multitrattamento Di Bella&lt;br /&gt;&lt;br /&gt;Alla Procura della Repubblica&lt;br /&gt;&lt;br /&gt;presso la Pretura circondariale di Milano - Trento - Padova - Pordenone -&lt;br /&gt;Genova - Aosta - Torino -&lt;br /&gt;&lt;br /&gt;Forlì - Lucca - Arezzo - Livorno - Pistoia - Grosseto - Roma - Chieti -&lt;br /&gt;Cagliari - Nuoro - Ancona -&lt;br /&gt;&lt;br /&gt;Campobasso - Napoli - Salerno - Avellino - Caserta - Benevento - Potenza.&lt;br /&gt;&lt;br /&gt;e, per conoscenza:&lt;br /&gt;&lt;br /&gt;Presso la Pretura circondariale di Firenze&lt;br /&gt;&lt;br /&gt;Il Personale di questo Nucleo, nel corso degli accertamenti svolti sulla&lt;br /&gt;multiterapia Di Bella,&lt;br /&gt;&lt;br /&gt;veniva in possesso di una corrispondenza tra l’Istituto Superiore di Sanità e&lt;br /&gt;il Complesso Ospedaliero - San Giovanni Addolorata di Roma, con la quale quest’&lt;br /&gt;ultimo presidio chiedeva informazioni sulla validità delle preparazioni&lt;br /&gt;contenenti retinoidi e melatonina, preparate dallo Stabilimento Chimico&lt;br /&gt;Farmaceutico Militare di Firenze ed impiegate nella sperimentazione MDB (Metodo&lt;br /&gt;Di Bella).&lt;br /&gt;&lt;br /&gt;A tale quesito, in data 7 ottobre 1998, l’Istituto Superiore di Sanità&lt;br /&gt;rispondeva con nota numero 36467/chf.22 facendo presente che dagli studi&lt;br /&gt;intrapresi sulla stabilità della «soluzione ai retinoidi» è risultato che&lt;br /&gt;campioni integri, conservati nelle condizioni specificate in etichetta, non&lt;br /&gt;presentavano apprezzabile degradazione dei componenti per un periodo di tre&lt;br /&gt;mesi. Dall’accertamento eseguito invece su analoghi campioni, ma aperti e&lt;br /&gt;richiusi più volte ad intervalli di tempo stabiliti, non presentavano&lt;br /&gt;degradazione significativa dei componenti per un periodo di venti giorni,&lt;br /&gt;(tempo necessario per il consumo dell’intero contenuto del flacone). E’&lt;br /&gt;evidente che il termine massimo, rispettivamente di tre mesi per i flaconi&lt;br /&gt;integri e venti giorni, per quelli aperti e richiusi, è riconducibile alla&lt;br /&gt;validità accertata delle «soluzioni ai retinoidi», preparata e dispensata,&lt;br /&gt;poiché tali confezioni, in origine, noi, indicavano e non indicano sia il&lt;br /&gt;periodo entro il quale lo sciroppo doveva e deve essere somministrato, sia le&lt;br /&gt;avvertenze per il paziente (quale consumatore) circa l’efficacia dei farmaco&lt;br /&gt;assunto, in relazione al numero di volte in cui il paziente o chi per lui&lt;br /&gt;proceda o abbia proceduto all’apertura e chiusura del flacone. Alla luce di&lt;br /&gt;quanto sopra ed apparendo sempre più forte il sospetto che «tale fenomeno» si&lt;br /&gt;fosse manifestato nei numerosi centri individuati per la sperimentazione del&lt;br /&gt;MDB su tutto il territorio nazionale, in data 30 novembre 1998 i sottoscritti&lt;br /&gt;si recavano presso lo Stabilimento Chimico Farmaceutico Militare di Firenze ed&lt;br /&gt;avuta la presenza del vice direttore di stabilimento, dottor Lalli, in assenza&lt;br /&gt;del Colonnello Muzzi, ottenevano un elenco dettagliato relativo alle spedizioni&lt;br /&gt;delle soluzioni ai retinoidi, contenente anche i dati riferiti al numero di&lt;br /&gt;lotto, all’esatta data di preparazione (comprensiva del giorno), aggiornato al&lt;br /&gt;30 novembre 1998. Questo si rendeva indispensabile per poter meglio riscontrare&lt;br /&gt;i dati di preparazione, spedizione ed inizio utilizzo delle soluzioni ai&lt;br /&gt;retinoidi. Dall’attento esame degli elenchi è emerso un dato preoccupante se&lt;br /&gt;non addirittura sconcertante. 1.048 flaconi di «soluzioni ai retinoidi», sono&lt;br /&gt;stati distribuiti dallo Stabilimento Chimico Farmaceutico Militare di Firenze a&lt;br /&gt;28 centri dei 60 della Sperimentazione MDB, oltre il termine massimo di tre&lt;br /&gt;mesi, come stabilito dall’Istituto Superiorè di Sanità. Ciò verosimilmente&lt;br /&gt;comporta che 1.048 pazienti abbiano assunto, per un periodo oscillante tra i&lt;br /&gt;venti e trenta giorni (tale periodo varia dalla prescrizione medica in&lt;br /&gt;relazione alla patologia), un farmaco potenzialmente imperfetto e non più&lt;br /&gt;possedente le caratteristiche terapeutiche iniziali, senza escludere che la&lt;br /&gt;degradazione e scomposizione dei principi attivi, possa produrre effetti&lt;br /&gt;collaterali gravi specialmente in soggetti sofferenti patologie neoplastiche.&lt;br /&gt;Ne consegue, quindi che i risultati ottenuti dalla sperimentazione siano&lt;br /&gt;sicuramente inattendibili e che la stessa sperimentazione debba essere&lt;br /&gt;quantomeno rivista seguendo un ottica che tenga conto di tali nuove e&lt;br /&gt;significative risultanze. (tale aspetto sarà riferito in termini e modalità&lt;br /&gt;opportuni agli organi competenti del ministero della Sanità). La presente&lt;br /&gt;informativa si rende doverosa poiché non si esclude l’eventualità che qualche&lt;br /&gt;paziente o suo familiare, abbia presentato ovvero possa presentare denuncia in&lt;br /&gt;relazione ai potenziali effetti collaterali scaturiti dall’assunzione della&lt;br /&gt;«soluzione ai retinoidi», avendo riguardo al fatto che prima della data del 7&lt;br /&gt;ottobre 1998, l’Istituto Superiore di Sanità non si era ancora espresso sulla&lt;br /&gt;validità della citata preparazione e che, oltre al succitato Stabilimento&lt;br /&gt;Chimico Farmaceutico Militare di Firenze, la tardiva distribuzione dei farmaci&lt;br /&gt;in argomento potrebbe essere stata eseguita dai servizi farmaceutici dei vari&lt;br /&gt;centri.&lt;br /&gt;&lt;br /&gt;... Annotazione a cura dei Marescialli Ciro Spiniello e Antonio Barrasso. Il&lt;br /&gt;Maresciallo Aiutante s. UPS Comandante del Nucleo Santino Muscolino.&lt;br /&gt;&lt;br /&gt;Quanto alla scadenza della soluzione ai retinoidi, il ministro pro tempore&lt;br /&gt;della Salute, professor Veronesi in risposta alle numerose interrogazioni&lt;br /&gt;parlamentari sul tema rispose:&lt;br /&gt;&lt;br /&gt;A) «Per acquisire le informazioni necessarie a stabilire la durata della&lt;br /&gt;validità dei galenici sarebbe occorso almeno un anno, e all’epoca appariva del&lt;br /&gt;tutto impensabile dilazionare l’inizio dello studio» (per quale motivo?).&lt;br /&gt;&lt;br /&gt;B) «La formulazione, la preparazione di tali prodotti sono state frutto delle&lt;br /&gt;indicazioni fornite dal professor Di Bella (in &lt;a href=&quot;http://www.metododibella.org/&quot;&gt;www.metododibella.org&lt;/a&gt; è&lt;br /&gt;dimostrato il contrario… il processo di eliminazione del solvente è stato&lt;br /&gt;effettuato seguendo la procedura indicata dal professor Di Bella…,&lt;br /&gt;il solvente (acetone) non può mai essere completamente eliminato» (in &lt;a href=&quot;http://www./&quot;&gt;www.&lt;/a&gt;&lt;br /&gt;metododibella.org è dimostrato il contrario)…&lt;br /&gt;&lt;br /&gt;Queste dichiarazioni, come quelle relative a mancate istruzioni in merito da&lt;br /&gt;parte del professor Di Bella, contrastano con le dettagliate istruzioni date&lt;br /&gt;dal professor Di Bella nella sedute al ministero riportate nel verbale del&lt;br /&gt;ministero della Sanità del 14 gennaio 1998, (&lt;a href=&quot;http://www.metododibella.org/&quot;&gt;www.metododibella.org&lt;/a&gt;).&lt;br /&gt;&lt;br /&gt;A Torino il Procuratore Guariniello indagò sin dall’inizio della&lt;br /&gt;sperimentazione, acquisendo un’ampia documentazione e convocando nel corso&lt;br /&gt;delle indagini il sottoscritto (in quanto delegato da mio padre a seguire la&lt;br /&gt;sperimentazione) e mio padre. Qualche tempo dopo la fine della sperimentazione,&lt;br /&gt;inviò ai responsabili della sperimentazione l’avviso di conclusione delle&lt;br /&gt;indagini. Dopo alcuni giorni il magistrato rilasciò dichiarazioni alla stampa&lt;br /&gt;in cui lamentava il fatto che l’inchiesta fosse stata trasferita ad altra&lt;br /&gt;procura. Molte interrogazioni parlamentari hanno stigmatizzato «l’improvvisa&lt;br /&gt;sottrazione d’indagine al Procuratore Guariniello con un tempismo fortemente&lt;br /&gt;sospetto» allorché dirigenti dell’I. S. S., tra cui Donato Greco e Roberto&lt;br /&gt;Raschetti, responsabili della Sperimentazione MDB, ricevettero dal Procuratore&lt;br /&gt;Guariniello l’avviso di chiusura indagini, in pratica un preannuncio di rinvio&lt;br /&gt;a giudizio «che non avvenne solo per il tempestivo dirottamento dell’inchiesta&lt;br /&gt;a Firenze». L’ipotesi di reato fu la somministrazione di farmaci guasti o&lt;br /&gt;imperfetti, emersa dall’intervista rilasciata dal procuratore Guariniello a&lt;br /&gt;Repubblica il 7 settembre 2000, per cui l’articolo 443 del Codice Penale&lt;br /&gt;prevede 3 anni di reclusione. «La decisione del Pg. della Cassazione Nino&lt;br /&gt;Abbate che trasferì l’inchiesta da Guariniello, a Firenze, fu da questi&lt;br /&gt;contestata in base all’articolo 443 che non punisce la produzione o la&lt;br /&gt;detenzione di farmaci, ma l’erogazione avvenuta appunto a Torino, nell’ambito&lt;br /&gt;della Sua competenza». Le dichiarazioni riportate da Repubblica: «Guariniello&lt;br /&gt;accusa ‘farmaci scaduti e dosi sballate’ Così hanno truffato Di Bella» si&lt;br /&gt;commentano da sole.&lt;br /&gt;&lt;br /&gt;4) Somministrazione di farmaci «guasti e imperfetti»&lt;br /&gt;&lt;br /&gt;Dall’articolo di Marco Travaglio «Torino, la sperimentazione della cura Di&lt;br /&gt;Bella sarebbe viziata da gravi irregolarità. Peggio: alcuni dei 386 malati di&lt;br /&gt;cancro che provarono la ‘multiterapia’ (MDB) del medico modenese sarebbero&lt;br /&gt;stati usati come cavie, trattati con farmaci ‘guasti e imperfetti’, non si sa&lt;br /&gt;con quali effetti sulla salute. E l’Istituto Superiore di Sanità, pur&lt;br /&gt;sapendolo, non avrebbe avvertito 50 dei 51 ospedali d’Italia che sperimentavano&lt;br /&gt;i protocolli. Sono queste le conclusioni della lunga e minuziosa indagine&lt;br /&gt;aperta due anni fa dal procuratore aggiunto di Torino Raffaele Guariniello, in&lt;br /&gt;seguito ad alcune denunce, sulla sperimentazione nei 4 ‘centri di riferimento’&lt;br /&gt;di Torino (Molinette, San Giovanni antica sede, Mauriziano e Sant’Anna) e nei 4&lt;br /&gt;della provincia (gli ospedali di Chivasso, Orbassano, Chieri e Ciriè). Un’&lt;br /&gt;indagine che non entra nel merito dell’efficacia o meno della cura, ma si&lt;br /&gt;limita ad analizzare la regolarità della sperimentazione. Quattro gli accusati,&lt;br /&gt;tutti dirigenti dell’Istituto Superiore di Sanità (I. S. S.): Roberto Raschetti&lt;br /&gt;e Donato Greco, coordinatori della sperimentazione del 1998, Stefania Spila&lt;br /&gt;Alegiani, responsabile dei preparati galenici, ed Elena Ciranni, che curava i&lt;br /&gt;rapporti con i vari centri clinici. Grave l’ipotesi di reato: ‘Somministrazione&lt;br /&gt;di medicinali guasti o imperfetti’ (punibile, secondo l’articolo 443 del codice&lt;br /&gt;penale, con la reclusione fino a 3 anni). Il direttore Giuseppe Benagiano, a&lt;br /&gt;suo tempo indagato, è stato poi archiviato. Nessuna responsabilità per l’ex&lt;br /&gt;ministro della Sanità Rosi Bindi, sentita come testimone in gran segreto, a&lt;br /&gt;Roma, all’inizio dell’anno. I 4 indagati hanno ricevuto l’‘avviso di chiusura&lt;br /&gt;indagini’. Una sorta di preannuncio di rinvio a giudizio, che poi però non è&lt;br /&gt;arrivato: grazie alla legge Carotti, i difensori hanno chiesto e ottenuto dal&lt;br /&gt;PG della Cassazione Nino Abbate il trasferimento dell’inchiesta a Firenze. Con&lt;br /&gt;la curiosa motivazione che i farmaci ‘incriminati’ li produce l’Istituto&lt;br /&gt;Farmacologico Militare fiorentino. Inutile opposizione di Guariniello il quale,&lt;br /&gt;sentenze della Cassazione alla mano, ha ribattuto che il 443 non punisce la&lt;br /&gt;produzione o la detenzione, ma la somministrazione di farmaci guasti (avvenuta,&lt;br /&gt;appunto, a Torino). Spetterà dunque alla procura di Firenze - che l’anno scorso&lt;br /&gt;aveva già archiviato un’altra inchiesta sui protocolli Di Bella - trarre le&lt;br /&gt;conclusioni: rinviare a giudizio o chiedere l’archiviazione. Tutto dipenderà&lt;br /&gt;dall’interpretazione delle irregolarità emerse a Torino: errori in buona fede o&lt;br /&gt;condotte dolose? Per Guariniello, la prova del dolo sarebbe in una lettera&lt;br /&gt;inviata nel ‘98 a un ospedale romano, che chiedeva lumi sulla conservazione e&lt;br /&gt;la composizione delle ‘soluzioni ai retinoidi’ previste per i protocolli 1 e 9.&lt;br /&gt;Nella lettera i dirigenti dell’Iss precisavano che quelle sostanze hanno una&lt;br /&gt;‘validità’ di soli 3 mesi, dopo di che ‘scadono’ e vanno buttate. Peccato che&lt;br /&gt;la stessa direttiva non sia stata diramata agli altri 50 ospedali che&lt;br /&gt;sperimentavano la cura. E che infatti continuarono, ignari di tutto, a&lt;br /&gt;somministrare quelle soluzioni ampiamente scadute (addirittura vecchie di 4, 5,&lt;br /&gt;9 mesi) e ‘deteriorate’. Non solo: un gravissimo errore tecnico avrebbe&lt;br /&gt;dimezzato il quantitativo di un componente, un principio attivo, fondamentale&lt;br /&gt;per l’efficacia di quelle soluzioni: l’‘axeroftolo palmitato’. In pratica, per&lt;br /&gt;i due protocolli, quella sperimentata non era la multiterapia Di Bella, ma una&lt;br /&gt;‘variazione sul tema’ non dichiarata. Così com’era emerso nel ‘98 per altri due&lt;br /&gt;protocolli, frettolosamente ritirati dopo che Guariniello vi aveva scoperto&lt;br /&gt;alcune sostanze mancanti e alcune altre (come il tamoxifene del professor&lt;br /&gt;Umberto Veronesi) aggiunte da una mano misteriosa. Ma quel capitolo è ancora&lt;br /&gt;aperto. A Torino».&lt;br /&gt;&lt;br /&gt;5) Somministrazione di solo quattro dei sette farmaci, del MDB e di nessuno di&lt;br /&gt;quelli di modulazione. I farmaci componenti del MDB da inserire in&lt;br /&gt;sperimentazione, furono prescritti in una ricetta autografa appositamente&lt;br /&gt;rilasciata da professor Di Bella al ministero. Furono somministrati solo&lt;br /&gt;quattro dei sette farmaci essenziali del modulo fisso del MDB, (mancavano la&lt;br /&gt;ciclofosfamide, il didrotachisterolo, l’acido ascorbico), e non vi era nessun&lt;br /&gt;componente del modulo variabile. Il verbale della riunione del 5 maggio 1998&lt;br /&gt;tra sperimentatori I. S. S., professor Di Bella e collaboratori a Modena,&lt;br /&gt;relativo a questa inammissibile carenza (mancata somministrazione per tre mesi&lt;br /&gt;in pazienti arruolati con aspettativa di vita tra 11 giorni e tre mesi) è&lt;br /&gt;reperibile per esteso in &lt;a href=&quot;http://www.metododibella.org./&quot;&gt;www.metododibella.org.&lt;/a&gt; La gravità del danno della&lt;br /&gt;mancata somministrazione di componenti essenziali del MDB, non era unicamente&lt;br /&gt;limitata alla mancanza del singolo, specifico, effetto antitumorale di ogni&lt;br /&gt;farmaco, ma aggravata dall’inattivazione del meccanismo fondamentale del MDB: l’&lt;br /&gt;effetto sinergico, l’interazione, il reciproco potenziamento dei suoi&lt;br /&gt;componenti.&lt;br /&gt;&lt;br /&gt;6) Gli sperimentatori non conoscevano il metodo che dovevano sperimentare. La&lt;br /&gt;somministrazione incompleta da parte degli sperimentatori, dimostra che non&lt;br /&gt;avevano minimamente studiato, conosciuto e compreso quel metodo che avevano&lt;br /&gt;pubblicamente disprezzato e criticato. Per ovvie regole internazionali i&lt;br /&gt;responsabili di una sperimentazione sono tenuti a conoscere il metodo che&lt;br /&gt;sperimentano.&lt;br /&gt;&lt;br /&gt;7) Palese conflitto d’interesse ideologico. Molti sperimentatori avevano&lt;br /&gt;ripetutamente e pubblicamente espresso giudizi negativi sul professor Di Bella.&lt;br /&gt;Ogni sperimentatore è ovviamente tenuto alla massima imparzialità e&lt;br /&gt;riservatezza. Al contrario molti si espressero criticamente e pubblicamente, in&lt;br /&gt;qualche caso fino all’offesa nei confronti del professor Di Bella e del metodo&lt;br /&gt;che dovevano sperimentare.&lt;br /&gt;&lt;br /&gt;8) I criteri di scelta della progettazione e degli obiettivi furono di livello&lt;br /&gt;infimo, secondo i criteri di valutazione dell’evidenza scientifica delle&lt;br /&gt;sperimentazioni cliniche oncologiche del National Cancer Institute. Pertanto&lt;br /&gt;furono assolutamente non idonei a dare indicazioni cliniche e scientifiche.&lt;br /&gt;&lt;br /&gt;9) Sono stati totalmente errati i criteri di valutazione del metodo. Secondo i&lt;br /&gt;parametri della letteratura internazionale, codificati dal British Medical&lt;br /&gt;Journal, a una terapia biologica come il MDB hanno applicato i parametri di&lt;br /&gt;valutazione di terapie citolitiche come la chemio. La valutazione dell’&lt;br /&gt;efficacia di una cura biologica, ad esempio di una terapia antiangiogenetica, è&lt;br /&gt;totalmente difforme da quella idonea a studiare l’efficacia di una terapia&lt;br /&gt;citolitica, come la chemio. Nella sperimentazione del MDB non si tenne&lt;br /&gt;minimamente conto di ciò e si pretese di applicare al MDB i criteri valutativi&lt;br /&gt;chemioterapici come si evidenziato dall’articolo di Hayes A. J., Li L.Y.,&lt;br /&gt;Lippman M. E., Antivascular therapy: a new approach to cancer treatment, BMJ&lt;br /&gt;1999; 318: 853-6 traduzione: «I farmaci inibitori della crescita (come il MDB)&lt;br /&gt;vanno studiati diversamente dalla chemioterapia…». Ed inoltre da Danesi R, AA.&lt;br /&gt;VV., Agen.cnr.it Inhibition of experimental angiogenesis by the somatostatin&lt;br /&gt;analogue octreotide acetate, SMS 201-995 Cl, in Cancer Res febbario 1997, 3&lt;br /&gt;2265-72; Robbins R. J. Department of Endocrinology and Metabolism, Camel&lt;br /&gt;University Medical College, Memorial Sloan-Kettering Cancer Center, New York,&lt;br /&gt;NY, 10021, USA, Somatostatin and cancer. Metabolism, agosto 1996; 45 (8 Suppl&lt;br /&gt;1): 98-100; Reubi J.C.; Horisberger U.; Laissue J. Division of Cell Biology and&lt;br /&gt;Experimental Cancer Research, University of Berne, Switzerland, High density of&lt;br /&gt;somatostatin receptors in veins surrounding human cancer tissue: role in tumor-&lt;br /&gt;host interaction?; Int J Cancer marzo 1994 1;56 (5): 681-8. Queste&lt;br /&gt;pubblicazioni sono, con altre, riportate estesamente e tradotte in &lt;a href=&quot;http://www./&quot;&gt;www.&lt;/a&gt;&lt;br /&gt;metododibella.org.&lt;br /&gt;&lt;br /&gt;10) Il composto dei retinoidi conteneva dosaggi ampiamente inferiori a quelli&lt;br /&gt;richiesti e programmati. Come se tutto ciò non fosse stato sufficiente,&lt;br /&gt;ennesimo elemento invalidante la sperimentazione, riscontrato e ammesso dai&lt;br /&gt;magistrati inquirenti, le errate e insufficienti concentrazioni di sostanze&lt;br /&gt;attive del composto dei retinoidi, come si evidenzia dall’allegato articolo di&lt;br /&gt;Repubblica del 13 settembre 2000 di Selvatici e Travaglio: ...«Due le&lt;br /&gt;irregolarità individuate dal PM torinese. Da un lato, gli ospedali che&lt;br /&gt;eseguivano la sperimentazione non sarebbero stati avvertiti della deperibilità&lt;br /&gt;di un prodotto prescritto da Di Bella, la ‘soluzione ai retinoidi’, oltre i 3&lt;br /&gt;mesi dalla data di produzione: così diversi pazienti torinesi avrebbero&lt;br /&gt;ingerito il farmaco ormai ‘scaduto’. Dall’altro lo Stabilimento chimico&lt;br /&gt;farmaceutico militare di Firenze, incaricato della preparazione dei farmaci,&lt;br /&gt;avrebbe utilizzato un tipo di prodotto contenente una dose di ‘axeroftolo&lt;br /&gt;palmitato’ (la vitamina A, componente essenziale della soluzione ai retinoidi)&lt;br /&gt;inferiore agli 0.5 grammi prescritti da Di Bella. Sul primo punto, Nannucci&lt;br /&gt;osserva che nei protocolli del professore non c’erano prescrizioni sulla&lt;br /&gt;stabilità del prodotto e che furono le analisi dell’ISS, a sperimentazione&lt;br /&gt;avanzata, a evidenziare un problema di riduzione di efficacia del betacarotene&lt;br /&gt;(uno dei componenti). Guariniello invece aveva prodotto una lettera del 15&lt;br /&gt;gennaio 1998, in cui Di Bella raccomandava all’ISS ‘la purezza e la stabilità&lt;br /&gt;dei preparati labili’. E nella successiva riunione di fine mese, ribadiva:&lt;br /&gt;‘Betacarotene e vitamina A non si alterano per qualche mese’. L’ISS - come ha&lt;br /&gt;ammesso la Ciranni - aveva accertato fin dall’agosto 1998 che ‘dopo tre mesi il&lt;br /&gt;prodotto si degrada’. Eppure, fino a dicembre, non ne avvertì gli ospedali, e i&lt;br /&gt;malati continuarono ad ingerire sciroppi ‘scaduti’ anche da 6 mesi. Secondo&lt;br /&gt;punto. Nannucci nota che esistono in commercio due forme di axeroftolo&lt;br /&gt;palmitato, e che nei protocolli non vi era alcuna indicazione sulla scelta del&lt;br /&gt;prodotto da utilizzare. Guariniello, dal canto suo, citava le ricette di Di&lt;br /&gt;Bella (datate 15 e 31 gennaio 1998), nonché una lettera della farmacia Ferrari&lt;br /&gt;all’ISS (29 gennaio), con la dose di 0.5 grammi. ‘Escludiamo - ribatte&lt;br /&gt;Giuttadauro - che si volessero distribuire dolosamente medicinali scaduti o&lt;br /&gt;diversi da quelli del protocollo’. Ma - fa notare Torino - c’è pure l’ipotesi&lt;br /&gt;colposa. L’ultima parola, comunque, spetta al Gip».&lt;br /&gt;&lt;br /&gt;11) Alla maggioranza dei pazienti non è stata somministrata la somatostatina&lt;br /&gt;con siringa temporizzata, vanificandone l’effetto e provocando gravi sintomi&lt;br /&gt;gastroenterici. Gli sperimentatori nella grande maggioranza dei casi non&lt;br /&gt;previdero l’uso essenziale e irrinunciabile della somministrazione temporizzata&lt;br /&gt;(vedi verbale della riunione del 5 maggio 1998 tra sperimentatori, I. S. S.,&lt;br /&gt;professor Di Bella e collaboratori, in &lt;a href=&quot;http://www.metodibella.org/&quot;&gt;www.metodibella.org&lt;/a&gt;), reso necessario&lt;br /&gt;dalla brevissima emivita della somatostatina, che oscilla dai pochi minuti del&lt;br /&gt;tetradecapeptide (somatostatina a 14 amminoacidi), ai 90 minuti dell’&lt;br /&gt;octapeptide (somatostatina a otto amminoacidi). Pertanto l’efficacia del&lt;br /&gt;farmaco, veniva praticamente vanificata. L’inattivazione della risposta&lt;br /&gt;terapeutica era aggravata da sintomi gastrointestinali indotti dalla&lt;br /&gt;somministrazione rapida e irrazionale della somatostatina e addebitati poi&lt;br /&gt;dagli sperimentatori a tossicità del MDB.&lt;br /&gt;&lt;br /&gt;12) Contrariamente alla normativa internazionale, gli sperimentatori non hanno&lt;br /&gt;dichiarato e firmato l’assenza di conflitto d’interesse finanziario o&lt;br /&gt;ideologico. Alla prima riunione all’I. S. S. vidi tra gli sperimentatori&lt;br /&gt;chiamati a verificare il MDB, personaggi che si erano pubblicamente espressi&lt;br /&gt;sull’informazione radiotelevisiva e giornalistica in termini offensivi, nei&lt;br /&gt;confronti del professor Di Bella. Anche diversi dei componenti del gruppo di&lt;br /&gt;oncologi stranieri chiamati a giudicare il MDB, avevano pubblicamente&lt;br /&gt;dichiarato la loro ostilità al professor Di Bella. E’ regola ovvia e&lt;br /&gt;conosciuta, che gli sperimentatori siano rigorosamente tenuti alla massima&lt;br /&gt;imparzialità e riservatezza, e debbano firmare che il loro giudizio non è&lt;br /&gt;inquinato o condizionato da conflitti d’interesse economici o ideologici. Dalle&lt;br /&gt;rassegne seguenti appare evidente che i rapporti e i legami finanziari dei&lt;br /&gt;ricercatori con le ditte farmaceutiche influenzano quasi sempre il parere da&lt;br /&gt;loro espresso; questa influenza appare preoccupante (infatti gli articoli da&lt;br /&gt;cui sono state tratte queste conclusioni sono stati pubblicati su due delle più&lt;br /&gt;autorevoli riviste scientifiche mediche, cioè il New England Journal of&lt;br /&gt;Medicine e JAMA, in &lt;a href=&quot;http://www.metododibella.org/&quot;&gt;www.metododibella.org&lt;/a&gt;). Appare quindi indispensabile che la&lt;br /&gt;comunità scientifica ed il pubblico, per valutare correttamente le conclusioni&lt;br /&gt;di un articolo scientifico, sappiano se l’autore o gli autori hanno legami&lt;br /&gt;economici «I conflitti di interessi economici alterano nel 90% dei casi i&lt;br /&gt;risultati degli studi scientifici condotti da ricercatori non-indipendenti»,&lt;br /&gt;luglio, London, (Reuters) «The results of medical studies… Hurst Hannum, a&lt;br /&gt;professor at Tufts University in Massachusetts, said in report in the…».&lt;br /&gt;Traduzione dell’articolo: luglio, Londra, Reuters. «Gli esperti hanno affermato&lt;br /&gt;che è probabile che i risultati degli studi scientifici in medicina siano&lt;br /&gt;inquinati o travisati se gli stessi studi sono stati finanziati dalle industrie&lt;br /&gt;ed i ricercatori hanno conflitti di interesse». Numerosi articoli di autorevoli&lt;br /&gt;riviste sono riportati e tradotti per esteso in &lt;a href=&quot;http://www.metododibella.org./&quot;&gt;www.metododibella.org.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;13) La letteratura scientifica smentisce la sperimentazione MDB. Elemento&lt;br /&gt;finale, che rappresenta la definitiva delegittimazione della sperimentazione, è&lt;br /&gt;costituito dalle conclusioni, assolutamente antitetiche, ampie e crescenti&lt;br /&gt;della letteratura mondiale, di convegni e congressi, circa l’effetto&lt;br /&gt;antitumorale di quegli stessi principi attivi, componenti del MDB, quali&lt;br /&gt;somatostatina, retinoidi, vitamina D, Melatonina, etc. di cui la&lt;br /&gt;sperimentazione ha negato l’efficacia. E’ facile per chiunque verificarlo sul&lt;br /&gt;sito della NLM (National Library of Medicine) http.//&lt;a href=&quot;http://www.pubmed.gov./&quot;&gt;www.pubmed.gov.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;L’esposizione delle gravi anomalie relative all’impostazione, conduzione e&lt;br /&gt;conclusione della sperimentazione, evidenzia una realtà che la grande&lt;br /&gt;maggioranza della pubblica opinione in Italia ha intuito, come confermato da&lt;br /&gt;vari sondaggi d’opinione e cioè che l’esito di questa sperimentazione era&lt;br /&gt;palesemente preconfezionato e obbligato. Con l’espediente di una&lt;br /&gt;sperimentazione così programmata e condotta, si è elusa la richiesta pressante&lt;br /&gt;dell’opinione pubblica italiana di conoscere la reale efficacia del MDB.&lt;br /&gt;&lt;br /&gt;Si può definire suo padre un perseguitato? E se sì perché?&lt;br /&gt;&lt;br /&gt;Nella citata e censurata biografia mio fratello ha documentato come tutta la&lt;br /&gt;sua carriera universitaria e le sue ricerche scientifiche furono costantemente&lt;br /&gt;ostacolate con ogni mezzo. L’incarico dì insegnamento gli era rinnovato&lt;br /&gt;annualmente con il ricatto di non rinnovarlo se avesse pubblicato i risultati&lt;br /&gt;delle ricerche che peraltro gli erano precluse nell’Istituto di Fisiologia.&lt;br /&gt;Doveva condurle a sue spese nel laboratorio che si era attrezzato. L’ostilità&lt;br /&gt;si accrebbe nel 1973 quando, invitato dal professor Campanacci, ordinario di&lt;br /&gt;Clinica Medica, noto ed eminente clinico, tenne una relazione alla Società&lt;br /&gt;Medico Chirurgica di Bologna sulle nuove prospettive terapeutiche aperte dalle&lt;br /&gt;sue ricerche nelle emopatie. Dovette ricorrere alle vie legali per farsi&lt;br /&gt;rinnovare l’incarico, la facoltà lo convocò e riservatamente gli fecero capire&lt;br /&gt;con estrema chiarezza che il rinnovo dell’incarico era condizionato al&lt;br /&gt;silenzio, non doveva pubblicare, soprattutto non doveva invadere il campo dell’&lt;br /&gt;ematologia e dell’oncologia.&lt;br /&gt;&lt;br /&gt;Lei, dottor Giuseppe, ha raccolto l’eredità spirituale e professionale di suo&lt;br /&gt;padre. Quali sono stati i suoi studi?&lt;br /&gt;&lt;br /&gt;Riporto i miei studi e pubblicazioni  e i lavori scientifici e congressi  per&lt;br /&gt;diffondere il MDB:&lt;br /&gt;&lt;br /&gt;Laurea in medicina presso l’Università di Modena il 23 luglio 1965 con 110 e&lt;br /&gt;lode.&lt;br /&gt;&lt;br /&gt;Abilitazione presso la stessa università nel marzo 1966.&lt;br /&gt;&lt;br /&gt;Assistente volontario presso la clinica ORL dell’Università di Modena dal&lt;br /&gt;novembre 1965 al gennaio del 1970. Nel febbraio 1968 titolare di borsa di&lt;br /&gt;studio di addestramento didattico e scientifico presso la stessa clinica.&lt;br /&gt;&lt;br /&gt;Diploma di specializzazione in ORL nel luglio 1968 presso l’Università di&lt;br /&gt;Bologna con 70/70.&lt;br /&gt;&lt;br /&gt;Dal marzo 1967 iscritto all’Albo dei Medici Chirurghi.&lt;br /&gt;&lt;br /&gt;Dal febbraio 1970 assistente incaricato presso la divisione ORL dell’ospedale&lt;br /&gt;Maggiore di Bologna.&lt;br /&gt;&lt;br /&gt;Idoneità nazionale ad aiuto ORL nel 1971.&lt;br /&gt;&lt;br /&gt;Nel dicembre 1972 diploma di specializzazione in stomatologia presso l’&lt;br /&gt;Università di Modena.&lt;br /&gt;&lt;br /&gt;Idoneità nazionale in chirurgia maxillofacciale nel 1972.&lt;br /&gt;&lt;br /&gt;Nel 1975 assistente di ruolo preso la divisione ORL dell’Ospedale Maggiore di&lt;br /&gt;Bologna.&lt;br /&gt;&lt;br /&gt;Idoneità nazionale a Primario di chirurgia maxillofaciale e Primario ORL nel&lt;br /&gt;1975.&lt;br /&gt;&lt;br /&gt;Dal 1975 al 1984 dirigente responsabile del servizio ORL presso l’ospedale di&lt;br /&gt;Budrio-Bologna.&lt;br /&gt;&lt;br /&gt;Dal 1984 attività libero professionale.&lt;br /&gt;&lt;br /&gt;Dal 1968 a oggi circa 20.000 interventi in anestesia generale nell’ambito&lt;br /&gt;della specialità ORL.&lt;br /&gt;&lt;br /&gt;Dal 1973 ha collaborato col padre professor Luigi per  il riconoscimento e&lt;br /&gt;diffusione del MDB,&lt;br /&gt;&lt;br /&gt;studiando e applicando il MDB aggiornando i dati della letteratura e&lt;br /&gt;presentando relazioni congressuali in Italia e all’estero sul MDB,&lt;br /&gt;pubblicandone  le basi scientifiche e i riscontri clinici su riviste&lt;br /&gt;internazionali accreditate su &lt;a href=&quot;http://www.pubmed.gov./&quot;&gt;www.pubmed.gov.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Ho promosso e organizzato congressi sul MDB e presentato relazioni in Ialia e&lt;br /&gt;all’estero sul Metodo:&lt;br /&gt;&lt;br /&gt;- 1° Congresso Nazionale sul Metodo Di Bella, svoltosi a Bologna il 8 e 9&lt;br /&gt;Maggio 2004, Bioterapia oncologica: Tema congressuale: Inibitori dei fattori di&lt;br /&gt;crescita, principi prodifferenzianti e proapoptotici; presentati 122 casi&lt;br /&gt;trattati con MDB.&lt;br /&gt;&lt;br /&gt;- 2° Congresso Nazionale sul Metodo Di Bella, svoltosi a Milano il 19 Novembre&lt;br /&gt;2005&lt;br /&gt;&lt;br /&gt;Tema congressuale: “Somatostatina e melatonina in oncoterapia”; presentati 120&lt;br /&gt;casi trattati con MDB.&lt;br /&gt;&lt;br /&gt;- Convegno Tavola Rotonda La Scienza incontra lo Spirito, svoltosi a Milano il&lt;br /&gt;28 Ottobre 2006&lt;br /&gt;&lt;br /&gt;Presentato il razionale le basi scientifiche e le conferme cliniche del MDB.&lt;br /&gt;&lt;br /&gt;- 95° Congresso  Nazionale SIO (Società italiana di otorinolaringoiatria)&lt;br /&gt;Torino, 2008, Relazione presentata dal dottor Giuseppe Di Bella e pubblicata&lt;br /&gt;agli atti. Target therapy: Risposta alla terapia biologica di 18 carcinomi&lt;br /&gt;della testa e del collo... presentati 18 casi trattati con MDB...&lt;br /&gt;&lt;br /&gt;- Congresso  del 16 gennaio 2010 presso la Repubblica di San Marino.Tema&lt;br /&gt;congressuale: Terapia biologica delle patologia neoplastiche e degenerative,&lt;br /&gt;Atti pubblicati su &lt;a href=&quot;http://www.metododibella.org,/&quot;&gt;www.metododibella.org,&lt;/a&gt; presentati 12 casi trattati con MDB.&lt;br /&gt;&lt;br /&gt;- 3° Congresso Mondiale di Oncologia di Singapore BIT’s 3rd World Cancer&lt;br /&gt;Congress (WCC) June 22-25 giugno 2010. Relazione presentata dal dottor Giuseppe&lt;br /&gt;Di Bella e pubblicata agli atti del congresso. Titolo: Biological Oncotherapy&lt;br /&gt;According to The Di Bella Method (DBM), With The Synergic Use of Somatostatin&lt;br /&gt;and/or Octreotide, Bromocryptin and/or Cabergoline, Melatonin, Retinoids,&lt;br /&gt;Vitamins E, D3, and C, Chondroitin Sulfate, Calcium, and Minimal Apoptotic, Non&lt;br /&gt;Cytolytic Doses of Cyclophosphamide or Oncocarbide. Rationale of The DBM, and&lt;br /&gt;Results of 553 Cases of 29 Different Histotypes.&lt;br /&gt;&lt;br /&gt;- Congresso promosso dall’Accademia delle Scienze RSM sulle medicine&lt;br /&gt;convenzionali e complementari 23-24 ottobre 2010. Tema: Nuove linnee di&lt;br /&gt;oncoterapia biologica, relazione del dottor Giuseppe Di Bella, Il Metodo Di&lt;br /&gt;Bella evidenze scientifiche e conferme cliniche.&lt;br /&gt;&lt;br /&gt;Pubblicazioni su riviste scientifiche internazionali recensite dalla massima&lt;br /&gt;banca dati mondiale Med-Line  &lt;a href=&quot;http://www.pubmed.gov/&quot;&gt;www.pubmed.gov&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;- The Di Bella Method (DBM).&lt;br /&gt;&lt;br /&gt;- Di Bella G., Neuro Endocrinol Lett. 2010 Sep 30; 31(suppl1). (Epub ahead of&lt;br /&gt;print) PMID: 20881933 (PubMed - as supplied by publisher) Related citations 2.&lt;br /&gt;Complete objective response of neuroblastoma to biological treatment.&lt;br /&gt;&lt;br /&gt;- Di Bella G., Colori B. Neuro Endocrinol Lett. 2009; 30 (4): 437-49. PMID:&lt;br /&gt;20010503 (PubMed - indexed for MEDLINE) Related citations&lt;br /&gt;Complete objective response of oesophageal squamocellular carcinoma to&lt;br /&gt;biological treatment.&lt;br /&gt;&lt;br /&gt;- Di Bella G., Madarena M. Neuro Endocrinol Lett. 2009; 30 (3): 312-21. PMID:&lt;br /&gt;19855352 (PubMed - indexed for MEDLINE) Related citations&lt;br /&gt;&lt;br /&gt;Complete objective response to biological therapy of plurifocal breast&lt;br /&gt;carcinoma.&lt;br /&gt;&lt;br /&gt;Di Bella G., Neuro Endocrinol Lett. 2008 Dec; 29 (6): 857-66. PMID: 19112416&lt;br /&gt;(PubMed - indexed for MEDLINE) Related citations&lt;br /&gt;&lt;br /&gt;Libri pubblicati&lt;br /&gt;&lt;br /&gt;- Trattamento chirurgico delle malformazioni di competenza ORL, coautore,&lt;br /&gt;Pacini Editore, 1971.&lt;br /&gt;&lt;br /&gt;- Cancro siamo sulla strada giusta?, coautore col padre, professor Luigi Di&lt;br /&gt;Bella, Editore Trawel Factory, Roma, 1998.&lt;br /&gt;&lt;br /&gt;- Come prevenire i tumori, Marconi Editore, Roma, 2001.&lt;br /&gt;&lt;br /&gt;- Il Metodo Di Bella, Mattioli 1885 SpA Editore, 2005.&lt;br /&gt;&lt;br /&gt;- 85 tra pubblicazioni e relazioni a Congressi nazionali e internazionali e&lt;br /&gt;conferenze scientifiche.&lt;br /&gt;&lt;br /&gt;- Sono Presidente della Fondazione Di Bella per lo studio e il trattamento&lt;br /&gt;delle patologie neoplastiche e degenerative, e&lt;br /&gt;&lt;br /&gt;- Member of Editorial Board of Neuroendocrinology Letters.&lt;br /&gt;&lt;br /&gt;- Member of Editorial Board of Activitas Nervosa Superiore Rediviva.&lt;br /&gt;&lt;br /&gt;- Member of Editorial Board of The International Journal of Prenatal and&lt;br /&gt;Perinatal Psychology and Medicine.&lt;br /&gt;&lt;br /&gt;Come si è svolta e si svolge la sua carriera lavorativa?&lt;br /&gt;&lt;br /&gt;Ho progressivamente ridotto dal 1997 la mia attività specialistica,&lt;br /&gt;soprattutto chirurgica, per dedicare sempre più tempo, impegno e risorse allo&lt;br /&gt;studio della chimica, biochimica e biologia molecolare, basi del MDB. Dal 2009&lt;br /&gt;ho interrotto completamente l’attività chirurgica, dopo aver fatto circa 20.000&lt;br /&gt;interventi. Continuo le visite ORL, ma ormai l’impegno maggiore è dedicato alle&lt;br /&gt;visite oncologiche, alla raccolta elaborazione e pubblicazione dei dati sul MDB&lt;br /&gt;e all’aggiornamento e studio della letteratura.&lt;br /&gt;&lt;br /&gt;Morto il professor Luigi il Metodo si è fermato o sono in corso processi di&lt;br /&gt;ricerca che porteranno ad un ulteriore miglioramento e standardizzazione della&lt;br /&gt;cura?&lt;br /&gt;&lt;br /&gt;Per oltre quaranta anni ho seguito le ricerche di mio padre, il professor&lt;br /&gt;Luigi Di Bella, l’evoluzione del suo pensiero scientifico, la sua esperienza&lt;br /&gt;clinico-diagnostica, gli effetti terapeutici, le vessazioni, i contrasti, le&lt;br /&gt;umiliazioni che hanno contraddistinto la sua lunga attività di docente&lt;br /&gt;universitario, di medico e di scienziato. La totale incapacità di ingraziarsi i&lt;br /&gt;potenti e procacciarsi protettori eccellenti, d’inserirsi nelle mafie di&lt;br /&gt;potere, la sua repulsione istintiva al servilismo, al compromesso, all’&lt;br /&gt;adulazione, alla disonestà, unitamente ad un carattere schivo e al vizio&lt;br /&gt;imperdonabile di usare la parola per esprimere il proprio pensiero e non per&lt;br /&gt;dissimularlo, hanno penalizzato la sua carriera. Così come le meschinità e le&lt;br /&gt;invidie per i risultati clinici e scientifici conseguiti. Come tanti tra quelli&lt;br /&gt;che lo hanno conosciuto ho avuto sempre netta la percezione che la vastità e la&lt;br /&gt;profondità delle sue conoscenze nelle scienze matematiche e nella chimica,&lt;br /&gt;farmacia, medicina, biologia, fisica, fossero totalmente al di sopra delle&lt;br /&gt;comuni capacità e inarrivabili per chi non fosse dotato d’intelletto e volontà&lt;br /&gt;superiori. Ho cercato soprattutto di cogliere il senso autentico, il&lt;br /&gt;significato profondo, le possibilità insperate, aperte dalla continua&lt;br /&gt;evoluzione delle sue ricerche sperimentali, dell’esperienza terapeutica, dei&lt;br /&gt;criteri e strategie d’impiego, della sua mentalità medica, tesa a trasferire&lt;br /&gt;nella pratica clinica una mole unica di conoscenze teoriche, sperimentali e di&lt;br /&gt;esperienze. Ho appreso come la diagnosi, punto d’arrivo, traguardo e compendio&lt;br /&gt;delle capacità del medico, derivi da un raro equilibrio che è esatta&lt;br /&gt;valutazione d’ogni dato semeiologico e anamnestico, clinico e strumentale, da&lt;br /&gt;un’intuizione affinata dall’esperienza, sostenuta dalle capacità, rafforzata&lt;br /&gt;dalle conoscenze, vivificata dal buon senso. In questi quaranta anni ho&lt;br /&gt;constatato che puntualmente intuizioni che si potrebbero definire storiche per&lt;br /&gt;il progresso scientifico e le scienze mediche, come le possibilità terapeutiche&lt;br /&gt;e il razionale d’impiego di Retinoidi, Melatonina, Somatostatina, sono state&lt;br /&gt;accolte con scettica indifferenza dal mondo scientifico e puntualmente&lt;br /&gt;confermate in media 30 anni dopo. La profondità sconcertante e sempre attuale&lt;br /&gt;del pensiero di un grande filosofo tedesco, Schopenhauer, sembra preludere alla&lt;br /&gt;vicenda del medico e scienziato Luigi Di Bella quando afferma che ogni grande&lt;br /&gt;verità (o scoperta scientifica) attraversa tre fasi: prima viene ridicolizzata,&lt;br /&gt;poi violentemente contrastata, infine accettata come ovvia. Il professor Di&lt;br /&gt;Bella prima fu definito stregone, sciamano, poi contrastato con ogni mezzo,&lt;br /&gt;infine, hanno cercato di appropriarsi di quelle scoperte che avevano&lt;br /&gt;ridicolizzato e contrastato. Nel volume Il Metodo Di Bella che ho scritto per&lt;br /&gt;espressa volontà di mio padre, ho raccolto e sintetizzato da conferenze,&lt;br /&gt;pubblicazioni, relazioni a congressi, lezioni magistrali del professor Di&lt;br /&gt;Bella, quanto si riferisce alla prevenzione dei tumori e terapia delle malattie&lt;br /&gt;degenerative e neoplastiche, integrandolo e confermandolo con la rassegna&lt;br /&gt;aggiornata delle banche dati medico scientifiche mondiali. Qualche anno prima&lt;br /&gt;avevo pubblicato il volume Come prevenire i tumori sugli aspetti&lt;br /&gt;comportamentali, alimentari, farmacologici della prevenzione, evidenziando come&lt;br /&gt;fosse ampiamente confermata e documentata in letteratura non solo l’elevata&lt;br /&gt;proprietà di prevenzione dei componenti del MDB, ma anche il loromeccanismo d’&lt;br /&gt;azione. Non ho il benché minimo merito né parte nelle ricerche di mio padre,&lt;br /&gt;mia unica ambizione è diffondere e far conoscere la sua opera e il suo pensiero&lt;br /&gt;scientifico.&lt;br /&gt;&lt;br /&gt;Cosa sono la Langostatina, la Somatostatina, la Melatonina e perché questi&lt;br /&gt;prodotti, soprattutto il primo, costano al malato migliaia di euro, non essendo&lt;br /&gt;mutuabili?&lt;br /&gt;&lt;br /&gt;La somatostatina è una molecola del MDB naturale, biologica, non tossica, di&lt;br /&gt;14 aminoacidi, farmaco basilare, in quanto inibendo il GH, (ormone della&lt;br /&gt;crescita) essenziale per la crescita tumorale, si oppone alla proliferazione&lt;br /&gt;neoplastica. La cura di base con la somatostatina e tutti i componenti del MDB&lt;br /&gt;ha un costo di circa 850 € mensili. La Longastatina è un analogo della&lt;br /&gt;somatostatina a 8 aminoacidi che nella formulazione a lento rilascio (un’&lt;br /&gt;iniezione copre circa 25-30 giorni) da 10 mg costa 800 €, mentre quella da 30&lt;br /&gt;mg 1.700 €. Sarebbe sufficiente, senza alcun carico per lo Stato, consentire&lt;br /&gt;agli ammalati di acquistare i prodotti nelle farmacie ospedaliere per abbattere&lt;br /&gt;i costi del 50%. Per dare un’idea del livello della speculazione sulla&lt;br /&gt;sofferenza e sulla vita, quando nel 1997 fu attuato il blocco del MDB&lt;br /&gt;cancellando la somatostatina dalla fascia A&lt;br /&gt;&lt;br /&gt;(farmaci erogati dal SSN) e fissandone il prezzo a 516.000 £, dose&lt;br /&gt;giornaliera, accertammo che questo dosaggio di somatostatina purissima della&lt;br /&gt;migliore qualità era facilmente reperibile presso l’industria chimica al prezzo&lt;br /&gt;di 3.500 lire. Senza speculazioni e censure politiche, il MDB sarebbe &lt;br /&gt;accessibile a tutti. La Melatonina (MLT) è un neurotrasmettitore prodotto&lt;br /&gt;principalmente dall’epifisi, ghiandola del cervello, ma anche in altri&lt;br /&gt;distrettiorganici, dotata di rilevanti, molteplici e documentate proprietà&lt;br /&gt;antitumorali, esaltate, nella formulazione del professor Di Bella, dal legame&lt;br /&gt;chimico d’idrogeno con l’Adenosina, e stabilizzata dalla Glicina. Per questo&lt;br /&gt;la  MLT del MDB è molto diversa dalle altre ed è prodotta in farmacie&lt;br /&gt;specializzate attraverso una complessa preparazione che prevede la&lt;br /&gt;liofilizzazione e la stabilizzazione con compressatrici ad alta pressione, con&lt;br /&gt;successiva blisterizzazione.&lt;br /&gt;&lt;br /&gt;A cosa serve il composto di Acido Retinoico, axeroftolo palmitato,&lt;br /&gt;betacarotene in alfa tocoferile acetato? E si trova nelle farmacie?&lt;br /&gt;&lt;br /&gt;Anche questo componente del MDB è prodotto in farmacie specializzate sotto&lt;br /&gt;forma di soluzione, formulazione che consente la massima biodisponibiltà,&lt;br /&gt;(utilizzazione della più alta percentuale del prodotto) in questi rapporti:&lt;br /&gt;&lt;br /&gt;Acido Tutto-Trans Retinoico  0, 5 gr&lt;br /&gt;&lt;br /&gt;Axeroftolo palmitato               0, 5 gr&lt;br /&gt;&lt;br /&gt;Betacarotene                            2     gr&lt;br /&gt;&lt;br /&gt;Alfatocoferile  acetato      1.000     gr&lt;br /&gt;&lt;br /&gt;Si calcola la dose giornaliera in base ai decimali del peso corporeo, per cui&lt;br /&gt;un adulto di 70 kg può assumere 7 grammi di Soluzione da 1 a 3 volte al dì a&lt;br /&gt;seconda delle necessità. I Retinoidi  solubilizzati in vitamina E nella&lt;br /&gt;proporzione del professor Di Bella potenziano l’inibizione della crescita&lt;br /&gt;tumorale esercitate da MLT e somatostatina, hanno inoltre la capacità di&lt;br /&gt;preservare ed esaltare il  trofismo, la vitalità e l’efficienza delle cellule&lt;br /&gt;sane, nello stesso momento in cui deprimono la progressione, la vitalità e la&lt;br /&gt;spiccata attitudine mutagena del fenotipo neoplastico. Cioè inibiscono,oltre&lt;br /&gt;alla crescita, il più micidiale meccanismo della cellule tumorale, la&lt;br /&gt;mutazione, che consente alle popolazioni neoplastiche di selezionare ad ogni&lt;br /&gt;mutazione, i massimi vantaggi e trattenerli, crescendo in aggressività,&lt;br /&gt;velocità di proliferazione, produzione di sostanze tossiche, capacità di&lt;br /&gt;diffondersi e creare metastasi. Questo meccanismo di inibizione delle mutazioni&lt;br /&gt;è definito differenziante ed è sinergicamente potenziato dagli altri componenti&lt;br /&gt;del MDB, come vitamina D3, MLT, Vit C, Folina, Condroitinsolfato. Il MDB&lt;br /&gt;asseconda ed esalta le reazioni vitali e l’omeostasi (meccanismi naturali di&lt;br /&gt;difesa ed equilibrio dell’organismo) antitumorale per metterle in condizione di&lt;br /&gt;contrapporsi all’insorgenza e progressione neoplastica. Il tumore è deviazione&lt;br /&gt;dalla vita normale, per cui occorre riportare le reazioni deviate verso la&lt;br /&gt;norma, attraverso il potenziamento di tutti quei mezzi che la Fisiologia&lt;br /&gt;considera essenziali per la vita. Il MDB persegue questo obiettivo attraverso&lt;br /&gt;innovative formulazioni e criteri d’impiego della MLT (complessata con&lt;br /&gt;Adenosina e Glicina), di retinoidi solubilizzati in Vitamina E, oltre a&lt;br /&gt;Vitamine C, D3, e componenti della ECM. Inserendo componenti apolari (non hanno&lt;br /&gt;prevalenza di cariche elettriche né positive né negative) come il Betacarotene&lt;br /&gt;e la vitamina E tra i fosfolipidi (molecole biologiche basilari dell’involucro&lt;br /&gt;delle cellule definito membrana cellulare) di una membrana cellulare, la si&lt;br /&gt;stabilizza preservandola da danni ossidativi e dai radicali liberi. Sia nelle&lt;br /&gt;situazioni che predispongono al tumore, che nel corso della malattia&lt;br /&gt;neoplastica, possono essere sovvertiti struttura e potenziali della membrana&lt;br /&gt;cellulare e conseguentemente, l’espressione e le funzionalità recettoriali,&lt;br /&gt;(funzioni essenziali della vita cellulare) mediante l’esasperazione dei&lt;br /&gt;processi ossidativi e il conseguente picco nella produzione di radicali liberi.&lt;br /&gt;Le dosi, previste dal MDB, di retinoidi e vitamina E, permettono di conseguire&lt;br /&gt;sia un effetto preventivo, che terapeutico, azzerando le possibilità che i&lt;br /&gt;radicali liberi possano provocare danni, tra cui le mutazioni che inducono i&lt;br /&gt;tumori. Il MDB consegue così l’obiettivo di ottimizzare le reazioni vitali&lt;br /&gt;difendendole dall’aggressione neoplastica. I tre retinoidi del MDB, sono i più&lt;br /&gt;potenti attivatori, non ormonali, unicamente della crescita ordinata,&lt;br /&gt;funzionale e finalizzata all’equilibrio biologico ottimale, mentre allo stesso&lt;br /&gt;tempo inibiscono decisamente l’afinalistica e disordinata crescita neoplastica,&lt;br /&gt;avviando la cellula tumorale all’apoptosi (invecchiamento fisiologico e morte&lt;br /&gt;delle cellule). Le vitamine sono catalizzatori fisiologici fra energia e&lt;br /&gt;materia. Ogni cambiamento della materia vivente non può prescindere da un&lt;br /&gt;adeguamento dello stato energetico. Solo minime variazioni quantitative di&lt;br /&gt;produzione, assorbimento, cioè elaborazione del terreno biologico e del suo&lt;br /&gt;corrispettivo energetico, sono compatibili con la vita, e quindi le reazioni&lt;br /&gt;devono procedere per passaggi graduali di entità minima materiali-energetiche,&lt;br /&gt;reciprocamente compensati nel tempo. Queste reazioni realizzano, con estrema&lt;br /&gt;gradualità, la produzione e l’assorbimento di energia e materia con equivalenza&lt;br /&gt;materiale/energetica. Questo continuo divenire, per le eccezionali finalità cui&lt;br /&gt;tende, deve essere gradualmente modulato e finemente regolato, e nelle sue&lt;br /&gt;linee essenziali sarebbe impossibile senza queste vitamine, il cui fine è il&lt;br /&gt;condizionamento e la regolazione dell’equilibrio materia/energia su cui poggia&lt;br /&gt;la vita. La piena conoscenza delle vitamine equivale alla conoscenza dei più&lt;br /&gt;fini equilibri e dei rapporti energia/materia e di tutti i riflessi sull’&lt;br /&gt;attività vitale. La conoscenza della composizione chimica, della formazione,&lt;br /&gt;della localizzazione all’interno della cellula, del momento del loro&lt;br /&gt;intervento, della regolazione e dell’entità della loro attività, consente di&lt;br /&gt;cogliere l’essenza della vita fisiologica e di correggere le sue deviazioni&lt;br /&gt;patologiche. Perciò, dal suo ruolo originario biochimico-vitale, la&lt;br /&gt;vitaminologia è elevata, nel MDB, a quello terapeutico razionale, essenziale,&lt;br /&gt;sia nella prevenzione, che nella cura di varie patologie. Pertanto la&lt;br /&gt;conoscenza approfondita dei meccanismi regolatori della vita normale,&lt;br /&gt;fisiologica, consente la predisposizione di contromisure efficaci per evitare&lt;br /&gt;deviazioni degenerative o neoplastiche. Per comprendere l’enorme valenza dei&lt;br /&gt;retinoidi nell’ambito dell’economia biologica, basta considerare che essi&lt;br /&gt;forniscono l’alto costo energetico sia della crescita, che dell’ordine&lt;br /&gt;fisiologico della crescita stessa, concorrendo all’omeostasi antitumorale. La&lt;br /&gt;crescita della sostanza vivente comporta un altissimo dispendio energetico, ma&lt;br /&gt;l’ordine fisiologico della crescita comporta un pari, ed ugualmente elevato,&lt;br /&gt;fabbisogno di energia.&lt;br /&gt;&lt;br /&gt;Come sono associati al Metodo Di Bella prodotti in vendita per altre finalità&lt;br /&gt;quali l’Atiten, il Dostinex, il Parlodel, la Vitamina C ed il Calcium?&lt;br /&gt;&lt;br /&gt;Per la vitamina D3 (Atiten) il Calcio e la Vitamina C ho illustrato le&lt;br /&gt;indicazioni e il meccanismo d’azione sinergico ai retinoidi, mentre la&lt;br /&gt;Bromocritina (Parlodel è il nome commerciale) e la Cabergolina (Dostinex)&lt;br /&gt;rappresentano gli antidoti del più potente induttore della crescita neoplastica&lt;br /&gt;dopo l’ormone della crescita, la prolattina, anche se sono autorizzati per&lt;br /&gt;altre indicazioni i cui limiti sono scientificamente e clinicamente superati da&lt;br /&gt;oltre 20 anni.&lt;br /&gt;&lt;br /&gt;Solo recentemente stanno incominciando a capire e pubblicare (basta consultare&lt;br /&gt;le banche dati) quanto il professor Di Bella aveva intuito 40 anni fa&lt;br /&gt;relativamente alla necessità di inibire in funzione antitumorale, oltre al GH,&lt;br /&gt;anche la prolattina; non solo, recentissime pubblicazioni del 2010-2011 hanno&lt;br /&gt;documentato come GH e Prolattina interagiscano attivando la crescita tumorale,&lt;br /&gt;e come i rispettivi recettori siano coespressi nelle membrane cellulari e&lt;br /&gt;interattivi.&lt;br /&gt;&lt;br /&gt;- Somatostatin and dopamine receptors as targets for medical treatment… de&lt;br /&gt;Bruin C., Feelders R. A., Lamberts S. W., Hofland L. J. Rev EndocrMetab&lt;br /&gt;Disord., giugno 2009;10 (2): 91-102.&lt;br /&gt;&lt;br /&gt;- Somatostatin-dopamine ligands in the treatment of pituitary adenomas,&lt;br /&gt;Saveanu A., Jaquet P.&lt;br /&gt;&lt;br /&gt;Rev Endocr Metab Disord., giugno 2009;10 (2): 83-90. Epub 2008.&lt;br /&gt;&lt;br /&gt;- Differential regulation of human dopamine D2 and somatostatin receptor&lt;br /&gt;subtype expression by glucocorticoids in vitro, J Mol Endocrinol, gennaio 2009;&lt;br /&gt;42 (1): 47-56. Epub 2008.&lt;br /&gt;&lt;br /&gt;- The dopamine-somatostatin chimeric compound BIM-23A760 exerts&lt;br /&gt;antiproliferative and cytotoxic effects in human non-functioning pituitary&lt;br /&gt;tumors by activating ERK1/2 and p38 pathways, CancerLett., febbraio 2010 28;&lt;br /&gt;288 (2): 170-6. Epub 19 luglio 2009.&lt;br /&gt;&lt;br /&gt;Alcuni giorni fa un notissimo oncologo ironizzava con un paziente sull’impiego&lt;br /&gt;degli inibitori della prolattina nel MDB. Ho riportato 3 delle pubblicazioni&lt;br /&gt;che con meccanismi matematici di biologia molecolare hanno pienamente e&lt;br /&gt;definitivamente certificato non solo il ruolo rilevante della prolattina e del&lt;br /&gt;GH nell’induzione e progressione del cancro, ma il potenziamento del blocco&lt;br /&gt;della crescita tumorale mediante l’uso sinergico dei rispettivi antitodi:&lt;br /&gt;somatostaina e inibitori prolattinici, i cui recettori (punti della cellula su&lt;br /&gt;cui agisce una sostanza) sono coespressi (sono a contatto sulla membrana&lt;br /&gt;cellulare) e interattivi, (si potenziano vicendevolmente).&lt;br /&gt;&lt;br /&gt;Vi siete fatti un’idea sulle cause che portano ad ammalarsi di cancro? C’è&lt;br /&gt;sempre stato o è una malattia moderna?&lt;br /&gt;&lt;br /&gt;Le cause sono molteplici e interagiscono variamente. Sostanze chimiche&lt;br /&gt;contenute nel fumo di sigaretta come il Benzopirene, o solventi, vernici,&lt;br /&gt;acetone generosamente distribuito nella sperimentazione MDB, amianto. Ormoni,&lt;br /&gt;soprattutto estrogeni, prescritti in funzione anticoncezionale e di terapia&lt;br /&gt;sostitutiva post menopausa. Nelle nazioni che hanno sospeso la terapia&lt;br /&gt;sostitutiva si è abbattuta decisamente la percentuale di tumori della mammella.&lt;br /&gt;Gli anabolizzanti e soprattutto il GH somministrati ampiamente, soprattutto&lt;br /&gt;nelle ex Repubbliche Socialiste in occasione delle Olimpiadi, hanno provocato&lt;br /&gt;un numero impressionante di decessi di quegli atleti.&lt;br /&gt;&lt;br /&gt;Tante altre molecole che per limiti di spazio non posso citare, possono&lt;br /&gt;indurre il cancro. Anche radiazioni ionizzanti, come raggi ultravioletti, raggi&lt;br /&gt;X, ecc., radioisotopi sono potenziali  responsabili dell’insorgenza di&lt;br /&gt;neoplasie. Un certo numero di germi tra cui quello della sifilide, della TBC, l’&lt;br /&gt;elicobacter, i virus dell’epatite C, e tanti altri possono interferire con le&lt;br /&gt;sequenze del DNA e causare mutazioni cancerogene. Queste cause sono però&lt;br /&gt;modulate dall’omeostasi immunoneuroendocrina (interazione funzionale dei&lt;br /&gt;sistemi immunitario, nervoso ed endocrino), e soprattutto dai meccanismi che&lt;br /&gt;regolano la proliferazione e la differenziazione cellulare (centri  deputati al&lt;br /&gt;controllo della crescita regolare, ordinata funzionale all’economia dell’&lt;br /&gt;organismo).Un capitolo a parte di peso rilevante, ma poco conosciuto, sono le&lt;br /&gt;sofferenze morali, soprattutto spirituali. Le attuali conoscenze sull’argomento&lt;br /&gt;sono fuorvianti, mentrela chiave di lettura è essenzialmente spirituale,&lt;br /&gt;cristiana. Il massimo studioso è probabilmente don Paolo Spoladore (1), che ha&lt;br /&gt;conoscenze ampie e profonde della vera psicologia scientifica (non delle&lt;br /&gt;elucubrazioni  maniacali di degenerati degeneranti oggi esaltate e imposte ma&lt;br /&gt;scientificamente demolite) ha unito  uno studio appassionato e approfondito&lt;br /&gt;della Bibbia, dei Salmi e del Vangelo, che ha letto nei testi originali ancora&lt;br /&gt;reperibili, in aramaico, greco antico e latino, lingue che conosce&lt;br /&gt;perfettamente. Ne deriva un’unità inscindibile degli aspetti fisici, morali, e&lt;br /&gt;soprattutto spirituali della malattia.&lt;br /&gt;&lt;br /&gt;E’ vero che sconsigliate la biopsia perché la ritenete pericolosa?&lt;br /&gt;&lt;br /&gt;Andrebbe sempre preceduta dal MDB e da una fiala intramuscolo di Somatostatina&lt;br /&gt;ritardo per abbattere decisamente la nota e documentata percentuale di&lt;br /&gt;disseminazione di cellule neoplastiche.&lt;br /&gt;&lt;br /&gt;E’ vero che sconsigliate le operazioni?&lt;br /&gt;&lt;br /&gt;Il professor Di Bella non era contrario a priori, ma il suo atteggiamento era&lt;br /&gt;impostato alla prudenza, a una riflessione critica sugli effettivi vantaggi di&lt;br /&gt;una mentalità eccessivamente interventista   soprattutto in certe forme&lt;br /&gt;neoplastiche e stadi, per le frequenti recidive e disseminazioni neoplastiche&lt;br /&gt;post chirurgiche. Sicuramente riteneva una percentuale di interventi non solo&lt;br /&gt;inutili ma dannosi.&lt;br /&gt;&lt;br /&gt;Quale è la vostra opininione sulla chemioterapia?&lt;br /&gt;&lt;br /&gt;Può dare qualche risultato in alcune leucemie e linfomi perché in queste&lt;br /&gt;neoplasie le cellule possono essere meno resistenti e aggressive rispetto a&lt;br /&gt;quelle dei tumori solidi. Nella maggior parte dei casi più che di guarigioni si&lt;br /&gt;tratta di remissioni, periodi variabili il cui il tumore non si manifesta,&lt;br /&gt;seguiti da ricadute. I risultati di effettiva e stabile guarigione sono&lt;br /&gt;comunque sicuramente molto più rari di quanto non si lasci intendere alla&lt;br /&gt;gente. In tutti i tumori solidi, la chemio in base a dati verificabili e&lt;br /&gt;documentati della letteratura scientifica, non ha la benchè minima capacità di&lt;br /&gt;eradicare la neoplasia, ma in una certa percentuale, che varia in base alle&lt;br /&gt;caratteristiche istologiche, alla stadiazione e localizzazione del tumore, può&lt;br /&gt;ottenere solo riduzioni, o remissioni, di durata variabile, penalizzate da&lt;br /&gt;tossicità e dall’effetto mutageno che seleziona popolazioni neoplastiche sempre&lt;br /&gt;più resistenti in un organismo sempre più debilitato dalla chemio  stessa. In&lt;br /&gt;molti altri casi la chemio non ottienne neppure questo illusorio e temporaneo&lt;br /&gt;effetto palliativo. La risposta  al MDB è inversamente proporzionale al numero&lt;br /&gt;e intensità dei cicli chemioterapici effettuati, e direttamente proporzionale&lt;br /&gt;alla precocità del trattamento.&lt;br /&gt;&lt;br /&gt;Dati scientifici sintetici sulla chemio tratti dalla letteratura&lt;br /&gt;&lt;br /&gt;Dalla revisione della letteratura, emerge evidente che in tutti i tumori&lt;br /&gt;solidi la guarigione degli ammalati oncologici è indissolubilmente unicamente e&lt;br /&gt;interamente legata al successo della chirurgia, ma questo dato è totalmente&lt;br /&gt;difforme dalle statistiche oncologiche diffuse al pubblico.&lt;br /&gt;&lt;br /&gt;Una delle massime riviste scientifiche, Lancet ha pubblicato tempo fa uno&lt;br /&gt;studio sui tumori broncopolmonari inoperabili dal titolo Treatment of&lt;br /&gt;inoperabile carcinoma of bronchus, firmato da Laing, Berry, Newman. Un gruppo&lt;br /&gt;molto importante di pazienti fu trattato con chemioterapia, un altro gruppo&lt;br /&gt;identico di controllo fu stato trattato solo con farmaci palliativi. Questi&lt;br /&gt;ultimi pazienti hanno avuto una mediana di sopravvivenza doppia rispetto a&lt;br /&gt;quelli che hanno fatto la chemio. Ma il dato non è pubblicizzato. «Quando&lt;br /&gt;organizzano le giornate della vita e questue varie non informano la gente di&lt;br /&gt;questi dati, il messaggio al pubblico è molto diverso». «Secondo il più ampio e&lt;br /&gt;noto studio clinico (condotto su 220.000 pazienti, per 14 anni, e in tutte le&lt;br /&gt;forme più frequenti di tumore) pubblicato da Morgan G. e A. A. ‘The&lt;br /&gt;contribution of cytotoxic chemotherapy to 5 year survival in adult&lt;br /&gt;malignancies’ sulla prestigiosa rivista oncologica ‘Clin. Oncol’ il 16 dicembre&lt;br /&gt;2004 (8): 549-60: la chemio su 100 ammalati di tumore, consente a due, di&lt;br /&gt;sopravvivere 5 anni, e all’1% 10 anni. È bene evidenziare che secondo un&lt;br /&gt;criterio internazionalmente condiviso al di sotto del 30% di risultati una cura&lt;br /&gt;si ritiene inutile. Per l’entusiasmante risultato di una sopravvivenza del 2,3%&lt;br /&gt;a 5 anni, lo Stato spende il 32,37% dell’intera spesa farmaceutica (Rapporto&lt;br /&gt;dell’Agenzia Italiana del Farmaco-Registro farmaci oncologici sottoposti a&lt;br /&gt;monitoraggio-Rapporto 2007, pagina 5). Il fatturato annuale in Italia della&lt;br /&gt;chemio è di 1.341 milioni di euro su 4.142,6 di spesa complessiva per i&lt;br /&gt;farmaci. La chemio rappresenta pertanto il 32,37% della spesa di farmaci, anche&lt;br /&gt;se su cento ammalati consente solo al 2,3% di raggiungere i 5 anni; GacMed Mex,&lt;br /&gt;1998, marzo-aprile, 134 (2): 145-5, ha accertato che metà dei pazienti,&lt;br /&gt;sopravvissuti a cinque anni, nel lungo termine muore per tumore. È documentata&lt;br /&gt;anche l’inaccettabile percentuale di mortalità da chemio denunciata da un’&lt;br /&gt;agenzia della Reuters Healt (Wesport, CT 2001-05-17): ‘Unexspected high&lt;br /&gt;mortality rated associated with chemoterapy regimen’ (‘Non ci si aspettava un&lt;br /&gt;tasso di mortalità così elevato associato ai protocolli chemioterapici...’). Il&lt;br /&gt;dato è confermato dalla pubblicazione di Gerrard [Br. J. Cancer, 1998, giugno&lt;br /&gt;77 (12) 281-5] con l’11% di decessi, non causati dal tumore ma unicamente da&lt;br /&gt;chemioterapia in alcuni protocolli oncologici».&lt;br /&gt;&lt;br /&gt;Tossicità dei chemioterapici&lt;br /&gt;&lt;br /&gt;Il dottor Vincenzo Cordiano, noto onco-ematologo all’ospedale di Vicenza e co-&lt;br /&gt;autore del libro La medicina di laboratorio nella pratica medica sulla&lt;br /&gt;tossicità della CA, afferma che nel Linfoma di Hodgkin «il tipo di&lt;br /&gt;chemioterapia è importante poiché esiste il rischio di leucemia fino a 10 anni&lt;br /&gt;nei soggetti trattati con MOPP o protocolli simili contenenti mecloretamina, e&lt;br /&gt;di tumori della mammella, del polmone, della tiroide, delle ossa e del colon&lt;br /&gt;soprattutto in soggetti che hanno ricevuto anche radioterapia. Circa l’80% di&lt;br /&gt;questi tumori compare in zone precedentemente irradiate». Cita anche uno studio&lt;br /&gt;del NCI, secondo cui  «i casi di Linfomi CA-radiotrattati avevano il doppio di&lt;br /&gt;probabilità di sviluppare un secondo tumore rispetto alla popolazione generale&lt;br /&gt;e il rischio rimaneva significativamente elevato per oltre 25 anni». Si rileva&lt;br /&gt;inoltre «che negli ammalati di tumore CA-radiotrattati può manifestarsi&lt;br /&gt;tossicità cardiaca, miocardite e pericardite, aterosclerosi coronarica precoce,&lt;br /&gt;infarto. I casi di Linfoma di Hodgkin possono degenerare nei più aggressivi&lt;br /&gt;Linfomi Non Hodgkin».&lt;br /&gt;&lt;br /&gt;Dalle schede tecniche dei farmaci, rapporti dell’Istituto Superiore di Sanità&lt;br /&gt;relativi alla CA riporto i dati di due molecole usate correntemente in CA, per&lt;br /&gt;chiarire le controindicazioni di questa linea terapeutica:&lt;br /&gt;&lt;br /&gt;Antraciclinici: «Stomatite, alopecia e disturbi gastrointestinali sono comuni&lt;br /&gt;ma reversibili. La cardiomiopatia, un effetto collaterale caratteristico di&lt;br /&gt;questa classe di chemioterapici, può essere acuta (raramente grave) o cronica&lt;br /&gt;(mortalità del 50% dei casi). Tutti gli antraciclinici sono potenzialmente&lt;br /&gt;mutageni e cancerogeni».&lt;br /&gt;&lt;br /&gt;Procarbazina: «Cancerogena, mutagena e teratogena (malformazioni embrionali) e&lt;br /&gt;il suo impiego è associato a un rischio del 5-10% di leucemia acuta…».&lt;br /&gt;&lt;br /&gt;Merita attenta considerazione anche quanto riportato nel testo del Corso di&lt;br /&gt;Oncologia Medica dell’Università di Firenze, coordinato dal professor Roberto&lt;br /&gt;Mazzanti. Gli scritti, Principi di chemioterapia, sono documenti destinati agli&lt;br /&gt;studenti della facoltà di medicina, quindi formano i futuri medici e oncologi.&lt;br /&gt;Si legge: «Un agente antitumorale raramente potrà, da solo, eliminare tutte le&lt;br /&gt;cellule cancerose senza dare effetti tossici intollerabili per il paziente. La&lt;br /&gt;chemioterapia antitumorale è infatti fortemente limitata dalla sua tossicità».&lt;br /&gt;Nella relazione del corso coordinato dal professor Mazzanti sono elencati gli&lt;br /&gt;effetti tossici dei diversi chemioterapici:&lt;br /&gt;&lt;br /&gt;Agenti alchilanti: «Interagiscono direttamente con il Dna, (contiene tutti i&lt;br /&gt;caratteri genetici) possono provocare dei legami a ponte (cross-link) tra due&lt;br /&gt;filamenti del Dna o anche all’interno dello stesso filamento provocando la&lt;br /&gt;rottura completa della molecola di Dna oppure un blocco della trascrizione e&lt;br /&gt;della duplicazione. Appartengono al gruppo dei farmaci ciclo aspecifici, cioè&lt;br /&gt;danneggiano ogni cellula in qualsiasi fase essa si trovi». Le conseguenze sono&lt;br /&gt;mutazioni di cellule sane in tumorali, e selezione in quelle tumorali di ceppi&lt;br /&gt;più resistenti, proliferativi, mobili, aggressivi.&lt;br /&gt;&lt;br /&gt;Mostarde azotate: «La mecloretamina è un derivato di un gas vescicante usato a&lt;br /&gt;scopi bellici, il gas iprite. È mielotossica con neutropenia e trombocitopenia&lt;br /&gt;(decremento nel sangue dei globuli bianchi e piastrine elementi essenziali per&lt;br /&gt;la vita)».&lt;br /&gt;&lt;br /&gt;Ciclofosfamide: «La ciclofosfamide può provocare cistite emorragica. Molto&lt;br /&gt;importante è anche la cardiotossicità che consiste in un infarto miocardico&lt;br /&gt;massivo con emorragia interstiziale, edema, versamento pericardico ad&lt;br /&gt;insorgenza acuta e decorso sfavorevole».&lt;br /&gt;&lt;br /&gt;Ifosfamide: «Neurotossicità e danno renale».&lt;br /&gt;&lt;br /&gt;Nitrosuree: «La tossicità dose-limitante è quella del midollo: è tardiva (dopo&lt;br /&gt;4-6 settimane di terapia) e cumulativa. Molto importante anche la tossicità&lt;br /&gt;polmonare, renale ed epatica».&lt;br /&gt;&lt;br /&gt;Procarbazina: «Il principale impiego è la terapia MOPP nel linfoma di Hodgkin.&lt;br /&gt;Numerosi effetti tossici: neurologici, ematologici, gastroenterologici,&lt;br /&gt;alopecia, azospermia. È un potente cancerogeno (induce in prevalenza leucemie&lt;br /&gt;acute a breve e a lungo termine)».&lt;br /&gt;&lt;br /&gt;Antimetaboliti: «In questi farmaci il methotrexate, (tra le altre&lt;br /&gt;controindicazioni), è mielotossico e provoca gravi danni a livello&lt;br /&gt;gastroenterico rendendo necessaria la sospensione della terapia (per) frequenti&lt;br /&gt;mucosite, diarrea, sanguinamento fino alla perforazione di visceri. È tossico&lt;br /&gt;per fegato e reni».&lt;br /&gt;&lt;br /&gt;E’ pertanto nota, chiara, documentata, la totale impotenza dell’oncologia&lt;br /&gt;ufficiale o convenzionale, in realtà commerciale, a eradicare qualsiasi tipo di&lt;br /&gt;tumore solido, in qualsiasi stadio, e di qualsiasi varietà istologica e&lt;br /&gt;immunoistochimica.&lt;br /&gt;&lt;br /&gt;Dichiarazioni di oncologi&lt;br /&gt;&lt;br /&gt;Un oncologo farebbe la CA a se o familiari? Anche se i media si guardano bene&lt;br /&gt;dal divulgarlo - esiste una grande sfiducia tra gli oncologi riguardo la CA. Da&lt;br /&gt;indagini e questionari si rileva che, ad esempio, tra gli oncologi americani 3&lt;br /&gt;medici su 4 (il 75%) rifiuterebbero qualsiasi CA, a causa della sua inefficacia&lt;br /&gt;e dei suoi effetti devastanti per l’organismo umano.&lt;br /&gt;&lt;br /&gt;Dichiarazioni di medici&lt;br /&gt;&lt;br /&gt;Allen Levin, MD, UCSF, The Healing of Cancer, Marcus Books, 1990, «La maggior&lt;br /&gt;parte dei malati di cancro di questo Paese muore a causa della chemioterapia,&lt;br /&gt;la quale non elimina i tumori al seno, al colon o ai polmoni. Tale aspetto è&lt;br /&gt;documentato da oltre un decennio, e tuttavia i medici utilizzano ancora la&lt;br /&gt;chemioterapia per combattere questi tumori».&lt;br /&gt;&lt;br /&gt;Professor George Mathe, Scientific Medicine Stymied Medicines Nouvelles,&lt;br /&gt;Parigi, 1989, «Se contraessi il cancro, non ricorrerei mai ad un certo standard&lt;br /&gt;per la cura di tale malattia. I malati di cancro che stanno alla larga da&lt;br /&gt;questi centri hanno qualche possibilità di farcela».&lt;br /&gt;&lt;br /&gt;Il dottor Hardin Jones, docente presso l’Università della California, dopo&lt;br /&gt;aver analizzato per molti decenni le statistiche relative alla sopravvivenza al&lt;br /&gt;cancro, ha tratto la seguente conclusione: «... quando non vengono curati, i&lt;br /&gt;malati non peggiorano, o addirittura migliorano». Le inquietanti conclusioni&lt;br /&gt;del dottor Jones non sono mai state confutate.&lt;br /&gt;&lt;br /&gt;Walter Last, The Ecologist, volume 28, numero 2, marzo/aprile 1998, «Molti&lt;br /&gt;oncologi raccomandano la chemioterapia praticamente per qualsiasi tipo di&lt;br /&gt;tumore, con una fiducia non scoraggiata dagli insuccessi pressoché costanti».&lt;br /&gt;&lt;br /&gt;Albert Braverman, MD, Medical Oncology in the 90s, Lancet, 1991, volume 337,&lt;br /&gt;pagina 901, «I nostri regimi più efficaci sono gravidi di rischi, di effetti&lt;br /&gt;collaterali e di problemi pratici. Dopo che tutti i pazienti che abbiamo curato&lt;br /&gt;ne hanno pagato lo scotto, solo un’esigua percentuale di essi viene&lt;br /&gt;ricompensata da un effimero periodo di regressione tumorale, generalmente&lt;br /&gt;parziale».&lt;br /&gt;Edward G. Griffin, World Without Cancer, American Media Publications, 1996,&lt;br /&gt;«Non vi è alcuna prova che per la stragrande maggioranza dei casi la&lt;br /&gt;chemioterapia prolunghi le aspettative di sopravvivenza. Questa è la grande&lt;br /&gt;menzogna su tale terapia, cioè che esista una correlazione fra la riduzione del&lt;br /&gt;tumore ed il prolungamento della vita del malato».&lt;br /&gt;&lt;br /&gt;Philip Day, Cancer: Why We’re Still Dying To Know The Truth, Credence&lt;br /&gt;Publications, 2000,&lt;br /&gt;&lt;br /&gt;«Alcuni scienziati di stanza presso il McGill Cancer Center (McGill&lt;br /&gt;University, Montreal, Canada) inviarono a 118 medici, esperti di cancro ai&lt;br /&gt;polmoni, un questionario per determinare quale grado di fiducia essi nutrissero&lt;br /&gt;nelle terapie che applicavano. Fu loro chiesto di immaginare di aver contratto&lt;br /&gt;essi stessi la malattia e quale delle sei attuali terapie sperimentali&lt;br /&gt;avrebbero scelto. Risposero 79 medici, 64 dei quali non avrebbero acconsentito&lt;br /&gt;a sottoporsi ad alcun trattamento che contenesse Cisplatino - uno dei comuni&lt;br /&gt;farmaci chemioterapici che applicavano - mentre 58 dei 79 reputavano che tutte&lt;br /&gt;le terapie sperimentali in questione fossero inaccettabili, a causa dell’&lt;br /&gt;inefficacia e dell’elevato grado di tossicità della chemioterapia».&lt;br /&gt;&lt;br /&gt;Philip Day, Cancer: Why We’re Still Dying To Know The Truth, Credence&lt;br /&gt;Publications, 2000,&lt;br /&gt;&lt;br /&gt;«Il dottor Ulrich Abel, epidemiologo tedesco della Heidelberg/Mannheim Tumor&lt;br /&gt;Clinic, ha esaustivamente analizzato e passato in rassegna tutti i principali&lt;br /&gt;studi ed esperimenti clinici eseguiti sulla chemioterapia (...). Abel scoprì&lt;br /&gt;che il tasso mondiale complessivo di esiti positivi in seguito a chemioterapia&lt;br /&gt;era scioccante in quanto, semplicemente, non erano disponibili da nessuna parte&lt;br /&gt;riscontri scientifici del fatto che la chemioterapia riesca a ‘prolungare in&lt;br /&gt;modo apprezzabile la vita dei pazienti affetti dai più comuni tipi di cancro&lt;br /&gt;organico’. Abel sottolinea che di rado la chemioterapia riesce a migliorare la&lt;br /&gt;qualità della vita, la descrive come uno squallore scientifico e sostiene che&lt;br /&gt;almeno l’80% della chemioterapia somministrata nel mondo è priva di qualsiasi&lt;br /&gt;valore. Ma, anche se non esiste alcuna prova scientifica che la chemioterapia&lt;br /&gt;funzioni, né i medici né i pazienti sono disposti a rinunciarvi».&lt;br /&gt;&lt;br /&gt;Lancet, 10 agosto 1991, «Nessuno fra i principali media ha mai nemmeno citato&lt;br /&gt;questo esaustivo studio: Tim O’Shea ‘Chemioterapy - an unproven procedure’;&lt;br /&gt;esso è stato completamente insabbiato».&lt;br /&gt;&lt;br /&gt;JAMA Journal of the American Medical Association, 15 aprile 1998, «Secondo le&lt;br /&gt;associazioni dei medici, i noti e pericolosi effetti collaterali dei farmaci&lt;br /&gt;sono diventati la quarta causa principale di morte dopo infarto, cancro e colpo&lt;br /&gt;apoplettico».&lt;br /&gt;&lt;br /&gt;I costi della chemioterapia, radioterapia, anticorpi monoclonali&lt;br /&gt;&lt;br /&gt;Il costo medio dei cicli chemioterapici che differiscono sostanzialmente nelle&lt;br /&gt;varie composizioni e associazioni di molecole, varia sensibilmente in base ai&lt;br /&gt;farmaci. Comunque il costo complessivo per ogni ammalato si aggira su svariate&lt;br /&gt;decine di migliaia di euro comprensivo delle varie fasi di trattamento composte&lt;br /&gt;in media di sei cicli chemioterapici e/o anticorpi monoclonali, associati o&lt;br /&gt;meno a radioterapia. Questi trattamenti possono precedere e/o seguire gli&lt;br /&gt;interventi. L’ingenua convinzione che queste linee di terapia siano gratuite,&lt;br /&gt;ignora il dato ovvio che esse gravino sui contribuenti sotto forma di prelievi&lt;br /&gt;fiscali. A questi costi esorbitanti si aggiungono gli elevati oneri dell’&lt;br /&gt;indotto. Sono frequenti tossicità e depressioni midollari chemio-indotte con&lt;br /&gt;grave carenza di globuli rossi, bianchi, piastrine e relativo impiego dei&lt;br /&gt;costosi fattori di crescita relativi, trasfusioni; il sovvertimento dell’&lt;br /&gt;omeostasi colloidosmotica, elettrolitica, acido-basica, comporta l’impiego di &lt;br /&gt;flebo di albumina, aminoacidi, soluzioni elettrolitiche, glucosate, ecc., ecc..&lt;br /&gt;La grave depressione immunitaria, costante nei cicli ad alte dosi, comporta il&lt;br /&gt;ricovero in terapia intensiva, camera sterile, con altissimi costi, l’impiego&lt;br /&gt;di dosi elevate e prolungate di antibiotici battericidi ad ampio spettro di&lt;br /&gt;quantità rilevanti di cortisonici, con ulteriore cedimento delle capacità&lt;br /&gt;immunitarie, e conseguente insorgenza di micosi e patologie gastro intestinali.&lt;br /&gt;Ciò comporta l’aggiunta di gastroprotettori, antimicotici, antidissenterici. Il&lt;br /&gt;solo trapianto di midollo può comportare un onere complessivo di oltre 60-&lt;br /&gt;80.000 euro. Anche l’indotto della CA pertanto è a sua volta particolarmente&lt;br /&gt;gravoso per il contribuente.&lt;br /&gt;&lt;br /&gt;Leggendo tante cartelle di ammalati di cancro ho spesso dovuto riflettere sull’&lt;br /&gt;eccezionale capacità dell’organismo umano di non soccombere a un carico&lt;br /&gt;inimmaginabile e simultaneo di trattamenti gravemente tossici. Vengono spesso&lt;br /&gt;somministrati chemioterapici unitamente ad antibiotici, cortisonici,&lt;br /&gt;gastroprotettori, antiemetici,  fattori di crescita dei globuli bianchi e/o&lt;br /&gt;rossi, antimicotici, antidissenterici, febbrifughi. A questi costi già rilevati&lt;br /&gt;vanno aggiunti quelli per  premedicazione e reazioni avverse.&lt;br /&gt;&lt;br /&gt;Sei cicli soltanto di chemioterapia costano per ogni paziente una cifra che va&lt;br /&gt;da 4.520 euro a 8.420 euro. Nel Giornale italiano di Farmacia clinica del 21&lt;br /&gt;febbraio 2007 sono stati pubblicati i costi&lt;br /&gt;&lt;br /&gt;(oggi sensibilmente lievitati) dell’uso dei farmaci citotossici nei cicli di&lt;br /&gt;chemioterapia.&lt;br /&gt;&lt;br /&gt;Valutazione dei costi associati alle terapie platinum based e pubblicate nel&lt;br /&gt;Giornale italiano di Farmacia clinica. Se a questo sommiamo i costi della&lt;br /&gt;somministrazione, premedicazione e reazioni avverse il totale raggiunge livelli&lt;br /&gt;vertiginosi:&lt;br /&gt;&lt;br /&gt;1. Costo 6 cicli di chemioterapia (Paclitaxel e Cisplatino) +&lt;br /&gt;somministrazione, premedicazione e reazioni avverse per 100 pazienti:&lt;br /&gt;452.096,00 euro;&lt;br /&gt;&lt;br /&gt;2. Costo 6 cicli di chemioterapia (Vinolrelbina e Cisplatino) +&lt;br /&gt;somministrazione, premedicazione e reazioni avverse per 100 pazienti:&lt;br /&gt;814.366,00 euro;&lt;br /&gt;&lt;br /&gt;3. Costo 6 cicli di chemioterapia (Paclitaxel e Carboplatino) +&lt;br /&gt;somministrazione, premedicazione e reazioni avverse per 100 pazienti:&lt;br /&gt;467.550,00 euro;&lt;br /&gt;&lt;br /&gt;4. Costo 6 cicli di chemioterapia (Gemcitabina e Cisplatino) +&lt;br /&gt;somministrazione, premedicazione e reazioni avverse per 100 pazienti:&lt;br /&gt;703.251,00 euro;&lt;br /&gt;&lt;br /&gt;5. Costo 6 cicli di chemioterapia (Docetaxel e Cisplatino) + somministrazione,&lt;br /&gt;premedicazione e reazioni avverse per 100 pazienti 825.887,00 euro;&lt;br /&gt;&lt;br /&gt;6. Costo 6 cicli di chemioterapia (Docetaxel e Carboplatino) +&lt;br /&gt;somministrazione, premedicazione e reazioni avverse per 100 pazienti:&lt;br /&gt;841.978,00 euro.&lt;br /&gt;&lt;br /&gt;Nei malati le varie fasi di cicli di chemio non seguono sempre regole&lt;br /&gt;costanti; possono anche essere protocollate nelle singole patologie e stadi.&lt;br /&gt;&lt;br /&gt;Se la terapia è rivolta a un paziente in fase metastatica per esempio, la&lt;br /&gt;durata è variabile, e comunque si sospende di solito dopo l’ottavo ciclo.&lt;br /&gt;&lt;br /&gt;La somministrazione comunque si può prolungare e reiterare, difficilmente si&lt;br /&gt;limita a 6 cicli.&lt;br /&gt;&lt;br /&gt;I nuovi malati di tumore in Italia sono ogni anno circa 270.000.&lt;br /&gt;&lt;br /&gt;Costi degli anticorpi monoclonali&lt;br /&gt;&lt;br /&gt;Considerando che in Italia ogni anno perdono realmente la vita per tumore&lt;br /&gt;circa 300.000 pazienti, nell’ipotesi che il trattamento si limiti a sei cicli l’&lt;br /&gt;importo per il contribuente italiano sarebbe di   6.500 x 200.000=1.&lt;br /&gt;300.000.000, equivalenti a circa 2.520 miliardi di lire, cui aggiungere&lt;br /&gt;&lt;br /&gt;Costi anticorpi monoclonali&lt;br /&gt;&lt;br /&gt;Studio canadese:&lt;br /&gt;&lt;br /&gt;Trastuzumab $ 127 milioni&lt;br /&gt;&lt;br /&gt;Bevacizumab $ 299 milioni&lt;br /&gt;&lt;br /&gt;Studio Viennese:&lt;br /&gt;&lt;br /&gt;Trastuzumab $ 40.000 all’anno&lt;br /&gt;&lt;br /&gt;Studio giapponese:&lt;br /&gt;&lt;br /&gt;Bevacizumab $ 2.500-3.000 al mese&lt;br /&gt;&lt;br /&gt;In Italia:&lt;br /&gt;&lt;br /&gt;Trastuzumab 35.000 euro per un anno di terapia&lt;br /&gt;&lt;br /&gt;Rituximab 10.546 euro per un anno di terapia&lt;br /&gt;&lt;br /&gt;Bevacizumab 1.197 euro, costo aggiuntivo per ogni somministrazione; 1 fiala da&lt;br /&gt;100 mg costa 1.289 euro&lt;br /&gt;&lt;br /&gt;Cetuximab 1.000 euro alla settimana; 1 fiala da 100 mg costa 199 euro.&lt;br /&gt;&lt;br /&gt;Negli Stati Uniti il guadagno di vendita degli anticorpi monoclonali è passato&lt;br /&gt;da $ 6.4 bilioni nel 2004 a $ 11.7 bilioni nel 2006. Nel mondo nel 2006 sono&lt;br /&gt;stati venduti anticorpi monoclonali per una cifra pari a  $ 20.6 bilioni.&lt;br /&gt;Moltiplicando 1,7 milioni di ammalati per il costo di Anticorpi monoclinali,&lt;br /&gt;CA, Rx terapia (anche escludendo la chirurgia, i costi di degenza, l’apparato&lt;br /&gt;medico e infermieristico), e oltre 270.000 nuovi ammalati l’anno, emerge&lt;br /&gt;chiaramente che il cancro è la malattia più ricca, è indubbiamente la maggior&lt;br /&gt;fonte di guadagno per le multinazionali, e come sostiene il quotidiano Des&lt;br /&gt;Spigel rappresenta il 15% del costo della sanita. L’efficacia temporanea e&lt;br /&gt;limitata, l’assenza di effetti risolutivi, l’elevata tossicità, l’induzione di&lt;br /&gt;gravi sofferenze e di danni  non raramente irreversibili, rendono moralmente&lt;br /&gt;inaccettabile, scientificamente irrazionale, clinicamente improponibile,&lt;br /&gt;economicamente fallimentare, questa empirica e inumana linea terapeutica.&lt;br /&gt;Considerando il fatturato mondiale dell’oncologia, è facilmente comprensibile&lt;br /&gt;che questa massa di denaro conferisca ai poteri forti che gestiscono questo&lt;br /&gt;mercato la possibilità di condizionare i governi, l’informazione, di orientare&lt;br /&gt;le scelte terapeutiche e di screditare e censurare linee di ricerca e relativi&lt;br /&gt;sviluppi clinici che possano vanificare questi profitti. Il ricercatore&lt;br /&gt;indipendente che unisce, alla capacità intellettuale, un grande patrimonio di&lt;br /&gt;conoscenze scientifiche e cliniche, e il coraggio di mettere la salute e la&lt;br /&gt;sacralità della vita davanti agli interessi economici, viene emarginato dal&lt;br /&gt;mondo accademico, contrastato con ogni mezzo, offeso, vilipeso, screditato&lt;br /&gt;censurato. Questa una delle cause delle continue persecuzioni, vessazioni,&lt;br /&gt;offese, emarginazione subite dal professor  Luigi Di Bella.&lt;br /&gt;&lt;br /&gt;Tecniche di controllo del mercato dei farmaci mediante disinformazione e&lt;br /&gt;manipolazione statistica&lt;br /&gt;&lt;br /&gt;La dottoressa Angell, per 20 anni direttrice della prima rivista scientifica&lt;br /&gt;The New England Journal of Medicine, ha dato le dimissioni per denunciare l’&lt;br /&gt;intollerabile grado di inquinamento della logica esasperata del profitto sul&lt;br /&gt;dato clinico e scientifico, inviando un rapporto al Senato americano, riportato&lt;br /&gt;sul sito ufficiale &lt;a href=&quot;http://www.metododibella.org./&quot;&gt;www.metododibella.org.&lt;/a&gt; Un’agenzia della Reuters chiarisce e&lt;br /&gt;sintetizza i  termini del problema: «I conflitti di interessi economici&lt;br /&gt;alterano nel 90% dei casi i risultati degli studi scientifici condotti da&lt;br /&gt;ricercatori non-indipendenti».&lt;br /&gt;&lt;br /&gt;Londra, 31 luglio 2008: «The results of medical studies… Hurst Hannum, a&lt;br /&gt;professor at Tufts University in Massachusetts, said in report in the…».&lt;br /&gt;Traduzione dell’articolo: «Gli esperti hanno affermato che è probabile che i&lt;br /&gt;risultati degli studi scientifici in medicina siano inquinati o travisati se&lt;br /&gt;gli stessi studi sono stati finanziati dalle industrie ed i ricercatori hanno&lt;br /&gt;conflitti di interesse».&lt;br /&gt;&lt;br /&gt;L’argomento è trattato anche in una lettera aperta che il dottor Giuseppe&lt;br /&gt;Parisi, presidente di una delle maggiori associazioni italiane a difesa dei&lt;br /&gt;consumatori, l’Aduc, ha pubblicato sul sito della stessa associazione &lt;a href=&quot;http://www.aduc./&quot;&gt;www.aduc.&lt;/a&gt;&lt;br /&gt;it/dyn/medicare/art/stampa.php?id=132027: «Ecco che chi ricerca controcorrente,&lt;br /&gt;chi mette in discussione le parole d’ordine delle autorità (sanitarie) viene&lt;br /&gt;punito severamente. È toccata a tanti (…). Cito il professor Luigi Di Bella&lt;br /&gt;finito nell’oblio. Intanto restiamo fermi alle maratone Telethon. E ancora le&lt;br /&gt;grandi serate TV, con ospiti che raccontano di guarigioni dai tumori ormai all’&lt;br /&gt;87%. Sono barzellette che non racconterebbe nessun comico; loro lo fanno. Usano&lt;br /&gt;semplici trucchi, ne cito qualcuno. Se viene ospedalizzato un paziente, ad&lt;br /&gt;esempio, con un tumore al seno, fatta la terapia, viene poi dimesso, non la&lt;br /&gt;chiamano dimissione, ma guarigione. Se dopo tre mesi ritorna con un tumore al&lt;br /&gt;fegato, non verrà ricollegato alla sua situazione precedente. Ma c’è di più: se&lt;br /&gt;viene dimesso e poi ritorna per controlli e viene di nuovo dimesso, ad ogni&lt;br /&gt;passaggio è un dato positivo. Se si viene dimessi 9 volte e si muore una volta&lt;br /&gt;sola, alla fine il risultato sarà del 90% di guarigioni e del 10% di mortalità.&lt;br /&gt;C’è ancora di più. Per esempio il tumore al testicolo e il tumore al polmone.&lt;br /&gt;Del primo, il meno aggressivo tra tutti i tumori solidi si salvano per la&lt;br /&gt;chirurgia più del 90%, del secondo si arriva a fatica al 10%. A 5 anni una&lt;br /&gt;media stimata sarebbe del 50%, ma non si dice che quelli del testicolo sono&lt;br /&gt;solo 2.000, mentre quelli colpiti dal tumore al polmone sono 40.000. Alcuni&lt;br /&gt;anni fa fu fatta una grande scoperta, il nuovo farmaco tamoxifene che sembrava&lt;br /&gt;capace di bloccare l’insorgenza di tumore al seno. Ma gli scienziati ammisero&lt;br /&gt;che aveva un difetto collaterale: provocava tumore all’utero.&lt;br /&gt;&lt;br /&gt;(oltre a danni epatici trombosi ed embolie soprattutto polmonari che possono&lt;br /&gt;essere mortali). Di contro ci sono le statistiche che parlano chiaro: l’&lt;br /&gt;aggressività di un tumore recidivante diventa esponenziale dopo la&lt;br /&gt;chemioterapia».&lt;br /&gt;&lt;br /&gt;Altre interessanti indagini sulle tecniche di controllo del mercato del&lt;br /&gt;farmaco da parte delle multinazionali sono stati recentemente pubblicati da&lt;br /&gt;Melody Petersen, Alison Bass, Christopher Lane, Gardiner Harris. La&lt;br /&gt;professoressa Angell cita il caso del dottor Joseph L. Biederman, professore di&lt;br /&gt;psichiatria presso la Harvard Medical School e direttore dell’Istituto di&lt;br /&gt;Psicofarmacologia Pediatrica presso il Massachusetts General Hospital di&lt;br /&gt;Harvard. A lui si deve in larga misura se a bambini di due anni è stata fatta&lt;br /&gt;diagnosi di disturbo bipolare e se sono stati trattati con un potente cocktail&lt;br /&gt;di farmaci, molti dei quali mai approvati per tale patologia dalla Food and&lt;br /&gt;Drug Administration (FDA) e nessuno dei quali autorizzato per minori di dieci&lt;br /&gt;anni (…). Gli studi di Biederman, sono stati giudicati dal New York Times&lt;br /&gt;«tanto modesti e così mediocremente concepiti da risultare in larga misura&lt;br /&gt;inconcludenti».&lt;br /&gt;&lt;br /&gt;Il senatore Grassley ha accertato che le aziende farmaceutiche hanno pagato&lt;br /&gt;1,6 milioni di dollari a Biederman per consulenze e conferenze tra il 2000 e il&lt;br /&gt;2007. Due suoi colleghi hanno ricevuto somme analoghe. Il senatore Grassley ha&lt;br /&gt;anche scoperto che Alan F. Schatzberg, titolare della cattedra di psichiatria&lt;br /&gt;del dipartimento di Stanford e presidente eletto della American Psychiatric&lt;br /&gt;Association, ha gestito più di 6 milioni di dollari di prodotti nella Corcept&lt;br /&gt;Therapeutics, produttrice del Mifepristone, farmaco abortivo altrimenti noto&lt;br /&gt;come RU-486, da lui impiegato per trattare gli stati depressivi. Allo stesso&lt;br /&gt;tempo Schatzberg figura quale principale referente in un Istituto Nazionale di&lt;br /&gt;Salute Mentale, che sovvenziona la ricerca sul Mifepristone per questo impiego,&lt;br /&gt;e figura tra gli autori di tre articoli sul tema.&lt;br /&gt;&lt;br /&gt;Queste inchieste non hanno accertato solo i gravi aspetti descritti, ma il&lt;br /&gt;controllo delle carriere universitarie, delle cattedre, della ricerca, del&lt;br /&gt;potere accademico da parte dell’industria farmaceutica, la creazione di Icone&lt;br /&gt;continuamente riproposte alla pubblica opinione attraverso la stampa,&lt;br /&gt;trasmissioni televisive, conferenze. Questi personaggi chiave della strategia&lt;br /&gt;delle multinazionali per incrementare il fatturato sono definiti Key opinion&lt;br /&gt;leaders (KOLs). L’industria farmaceutica procura loro autorità e notorietà&lt;br /&gt;indiscusse, li mette a capo di prestigiose e note istituzioni, li rende capaci&lt;br /&gt;di influenzare il pubblico, la classe medica e, soprattutto, le scelte di&lt;br /&gt;commissioni ministeriali decisive per il mercato dei farmaci. Con analoghi&lt;br /&gt;criteri scelgono i politici, preferibilmente mediocri e ricattabili. La&lt;br /&gt;strategia commerciale sovrappone i key opinion leaders al dato scientifico, da&lt;br /&gt;questi personaggi oscurato e sostituito. Per vendere creano sponsor autorevoli,&lt;br /&gt;noti, instancabili e prezzolati imbonitori, sicuramente più pericolosi dei&lt;br /&gt;venditori televisivi alla Vanna Marchi, in genere  mediocri personalità&lt;br /&gt;scientifiche e professionali.&lt;br /&gt;&lt;br /&gt;Tra le denunce della Angell «le bustarelle pagate a nomi eccellenti del mondo&lt;br /&gt;accademico per poter mettere i loro nomi sugli articoli (…)» e per la&lt;br /&gt;promozione commerciale di specialità farmaceutiche. Tra le tecniche di mercato&lt;br /&gt;la creazione di bibbie standard di riferimento per il pronto soccorso, i&lt;br /&gt;distretti medici e le strutture mediche di ogni genere ovviamente finalizzate&lt;br /&gt;al guadagno delle multinazionali. «(…) l’intero mondo della medicina è invaso&lt;br /&gt;da analoghi conflitti di interesse. In effetti, la maggior parte dei medici&lt;br /&gt;prendono soldi o accettano regali, in un modo o nell’altro, dalle case&lt;br /&gt;farmaceutiche. Molti di loro sono pagati in veste di consulenti, o come&lt;br /&gt;relatori in congressi sponsorizzati dalle case farmaceutiche, o perché si&lt;br /&gt;prestano a mettere il loro nome su lavori scritti dai produttori di farmaci o&lt;br /&gt;da loro incaricati, o anche in qualità di apparenti ‘ricercatori’, il cui vero&lt;br /&gt;compito spesso consiste semplicemente nell’indirizzare i propri pazienti su un&lt;br /&gt;determinato farmaco e nell’informarne la ditta. Sempre più medici beneficiano&lt;br /&gt;di pranzi gratuiti e altri di regali veri e propri. Inoltre, le aziende&lt;br /&gt;farmaceutiche sovvenzionano i più importanti convegni delle organizzazioni&lt;br /&gt;professionali e la maggior parte dei periodici corsi di aggiornamento&lt;br /&gt;indispensabili ai medici per mantenere attiva la loro abilitazione all’&lt;br /&gt;esercizio della professione. Nessuno conosce esattamente le cifre complessive&lt;br /&gt;pagate dalle ditte farmaceutiche ai medici, ma ritengo, sulla base dei bilanci&lt;br /&gt;delle nove più importanti aziende farmaceutiche americane, che si tratti di&lt;br /&gt;decine di miliardi di dollari l’anno. Con tali strumenti l’industria&lt;br /&gt;farmaceutica ha acquisito il controllo totale sulla valutazione e la&lt;br /&gt;prescrizione dei propri prodotti da parte dei medici. Tutto ciò asserve i&lt;br /&gt;medici, particolarmente i cattedratici di prestigiose scuole mediche, influenza&lt;br /&gt;i risultati della ricerca, la pratica medica e persino la definizione di ciò&lt;br /&gt;che costituisce una malattia!&lt;br /&gt;&lt;br /&gt;Ragioni del fallimento dell’oncologia medica&lt;br /&gt;&lt;br /&gt;La CA nelle modalità e dosaggi effettuati, è antitetica all’applicazione&lt;br /&gt;ragionata delle scienze esatte, ai principi basilari della fisiologia umana e&lt;br /&gt;della biologia, da cui non può prescindere alcuna terapia. Contraddice i&lt;br /&gt;postulati fondamentali di ogni metodo di cura ragionato e razionale,&lt;br /&gt;utilizzando per curare il cancro molecole cancerogene, mutagene (inducono&lt;br /&gt;mutazioni genetiche, con ulteriore incremento delle probabilità di indurre il&lt;br /&gt;cancro).&lt;br /&gt;&lt;br /&gt;La medicina ufficiale è in malafede sulla cura del cancro?&lt;br /&gt;&lt;br /&gt;Molti oncologi o ematologi sono in perfetta buona fede, in base agli&lt;br /&gt;insegnamenti che hanno ricevuto nel corso degli studi universitari e&lt;br /&gt;soprattutto della specializzazione, ritengono di operare al meglio, convinti&lt;br /&gt;che quella sia l’unica possibilità di cura. Ho potuto però verificare&lt;br /&gt;costantemente che la quasi totalità di loro non conosce tutti i componenti del&lt;br /&gt;MDB, tanto meno la loro formula chimica, la farmacodinamica e cinetica, il&lt;br /&gt;meccanismo d’azione e l’interazione dei componenti del MDB, né la mole&lt;br /&gt;impressionante di pubblicazioni scientifiche che ne documentano e confermano&lt;br /&gt;pienamente le indicazioni in oncologia. In pratica non conoscono quasi nulla di&lt;br /&gt;quel metodo che criticano. I pochi che hanno capito sono prudenti, preferiscono&lt;br /&gt;non esporsi.&lt;br /&gt;&lt;br /&gt;L’inarrestabile degrado culturale e morale della scuola dalla fine della&lt;br /&gt;guerra a oggi, ha creato le premesse di un decadimento progressivo della classe&lt;br /&gt;medica. Mancano delle nozioni essenziali di chimica, fisica e matematica, oltre&lt;br /&gt;che della chimica biologica, fisiologia, biologia molecolare, per rendersi&lt;br /&gt;conto delle reali ragioni del sostanziale fallimento di terapie oncologiche&lt;br /&gt;protocollate e comprendere le basi scientifiche e il meccanismo d’azione del&lt;br /&gt;MDB. Sono indottrinati da schematismi, condizionati da linee guida&lt;br /&gt;standardizzate che fissano per ogni tumore, per metro quadro della superficie&lt;br /&gt;corporea del paziente, le varie associazioni di chemioterapici, e un’&lt;br /&gt;impressionante quantità di farmaci per cercare di attenuarne i gravi sintomi e&lt;br /&gt;i drammatici danni indotti. I più pericolosi e ostili sono i circoli di potere&lt;br /&gt;che gravitano nell’ambito medico, sia economici, che politici, universitari e&lt;br /&gt;ospedalieri. Questi hanno capito fin troppo chiaramente il pericolo&lt;br /&gt;destabilizzante, per le loro posizioni gerarchiche, di prestigio, di&lt;br /&gt;credibilità e di fatturati, costituito dal MDB, e conseguentemente prendono&lt;br /&gt;ogni misura per censurare e delegittimare il MDB la cui affermazione li&lt;br /&gt;coprirebbe d’infamia e di vergogna.&lt;br /&gt;&lt;br /&gt;Nell’ambito delle cure cosiddette alternative ce ne è qualcuna che suscita il&lt;br /&gt;vostro interesse?&lt;br /&gt;&lt;br /&gt;Mio padre rifiutava queste classificazioni insegnando che esiste una sola&lt;br /&gt;medicina: quella affrancata da inquinamenti politico-finanziari, in quanto&lt;br /&gt;basata unicamente sull’integrazione razionale di tutte le conoscenze mediche&lt;br /&gt;definitivamente acquisite, con le evidenze scientifiche.&lt;br /&gt;&lt;br /&gt;E’ vero che fuori dall’Italia il Metodo Di Bella ha più successo?&lt;br /&gt;&lt;br /&gt;L’interesse scientifico per il MDB all’estero è crescente ed evidenziato dall’&lt;br /&gt;invito al sottoscritto a presentare relazioni a congressi mondiali di oncologia&lt;br /&gt;e a inviare le pubblicazioni, ormai numerose, sul MDB.&lt;br /&gt;&lt;br /&gt;Giuseppe Di Bella</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/4868404157289865509/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/4868404157289865509' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/4868404157289865509'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/4868404157289865509'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/tumore-cancro-di-bella-si-deve-per.html' title='Tumore Cancro - Di Bella - Si deve per forza morire di cancro?'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-8562832674028132284</id><published>2011-06-13T13:10:00.003-07:00</published><updated>2011-06-13T13:10:32.166-07:00</updated><title type='text'>OLE OLE OLE OLE</title><content type='html'>&lt;img 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&quot; alt=&quot;&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/8562832674028132284/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/8562832674028132284' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/8562832674028132284'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/8562832674028132284'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/ole-ole-ole-ole.html' title='OLE OLE OLE OLE'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-9083636552208947443</id><published>2011-06-11T10:21:00.001-07:00</published><updated>2011-06-11T10:25:31.389-07:00</updated><title type='text'>Referendum 12 e  13 giugno per il SI o per il No ma andiamo a votare ......</title><content type='html'>Referendum 12 e 13 Giugno 2011&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Una scheda com­pleta sui quat­tro que­siti re­fe­ren­dari del 12 e 13 Giu­gno 2011, che ri­guar­dano: il le­git­timo im­pe­di­mento, la pri­va­tiz­za­zione di fatto dell’acqua pre­vi­sto dal de­creto “Ron­chi” (due que­siti) e il ri­torno all’energia nucleare.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Cosa sono i referendum&lt;br /&gt;&lt;br /&gt;Il re­fe­ren­dum è uno stru­mento di eser­ci­zio della so­vra­nità po­po­lare, san­cita all’articolo 1 della Co­sti­tu­zione della Re­pub­blica Ita­liana, e l’esito re­fe­ren­da­rio è una fonte del di­ritto pri­ma­ria che vin­cola i le­gi­sla­tori al ri­spetto della vo­lontà del po­polo. Sono quat­tro le ti­po­lo­gie di re­fe­ren­dum con­tem­plate dalla Co­sti­tu­zione italiana:&lt;br /&gt;&lt;br /&gt;    il re­fe­ren­dum abro­ga­tivo di leggi e atti aventi forza di legge,&lt;br /&gt;    quello sulle leggi co­sti­tu­zio­nali e di re­vi­sione costituzionale,&lt;br /&gt;    quello ri­guar­dante la fu­sione di re­gioni esi­stenti o la crea­zione di nuove regioni,&lt;br /&gt;    quello ri­guar­dante il pas­sag­gio da una Re­gione ad un’altra di Pro­vince o Comuni.&lt;br /&gt;&lt;br /&gt;Il re­fe­ren­dum abro­ga­tivo di leggi e atti aventi forza di legge (ar­ti­colo 75) si uti­lizza come so­lu­zione per abo­lire una legge già esi­stente o parte di questa.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;De­scri­zione breve dei re­fe­ren­dum del 12 e 13 giu­gno 2011&lt;br /&gt;&lt;br /&gt;    Il 12 e 13 giu­gno 2011 i cit­ta­dini ita­liani sono chia­mati ad espri­mere il pro­prio voto su 4 que­siti referendari.&lt;br /&gt;    L’elettore, per vo­tare, deve esi­bire al pre­si­dente del seg­gio la tes­sera elet­to­rale ed un do­cu­mento di riconoscimento.&lt;br /&gt;    L’elettore ri­ceve da un com­po­nente del seg­gio 4 schede di di­verso colore:&lt;br /&gt;    Il voto “SI”, trac­ciato sulla scheda, in­dica la vo­lontà di abro­gare la nor­ma­tiva ri­chia­mata dal que­sito referendario.&lt;br /&gt;    Il voto “NO”, trac­ciato sulla scheda, in­dica la vo­lontà di man­te­nere la vi­gente nor­ma­tiva ri­chia­mata dal que­sito referendario.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Quando si vota&lt;br /&gt;&lt;br /&gt;Le ope­ra­zioni di voto si svolgono:&lt;br /&gt;&lt;br /&gt;Do­me­nica 12 giu­gno 2011, dalle 8:00 alle 22:00&lt;br /&gt;&lt;br /&gt;e&lt;br /&gt;&lt;br /&gt;Lu­nedì 13 giu­gno 2011, dalle 7:00 alle 15:00.&lt;br /&gt;&lt;br /&gt;Se­condo legge po­te­vano es­sere svolti tra il 15 aprile e il 15 giu­gno, ma i re­fe­ren­dum abro­ga­tivi sono stati in­fine fis­sati per il 12 e 13 giu­gno, quindi senza unire il voto con le ele­zioni am­mi­ni­stra­tive del 15–16 maggio.&lt;br /&gt;&lt;br /&gt;Tale scelta è stata cri­ti­cata quale enorme spreco di de­naro pub­blico e come ten­ta­tivo di non far rag­giun­gere il quo­rum ai re­fe­ren­dum. Un ten­ta­tivo di boi­cot­tag­gio. In­fatti se non an­dranno a vo­tare il 50% + 1 de­gli aventi di­ritto i re­fe­ren­dum non sa­ranno validi.&lt;br /&gt;&lt;br /&gt;referendum&lt;br /&gt;&lt;br /&gt;Il Mi­ni­stro de­gli In­terni Ro­berto Ma­roni (della Lega di “Roma la­drona”) ha scelto per la di­vi­sione delle due con­sul­ta­zioni. Di fatto que­sta de­ci­sione co­sterà alle casse dello stato, come evi­den­ziano al­cune stime ri­por­tate dalla stampa, uno spreco di 400 mi­lioni di euro in più ri­spetto ad un ipo­te­tico ac­cor­pa­mento delle ele­zioni am­mi­ni­stra­tive col referendum.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Dove si vota&lt;br /&gt;&lt;br /&gt;Gli elet­tori de­vono vo­tare nel pro­prio Co­mune di re­si­denza, nella se­zione elet­to­rale in­di­cata sulla prima fac­ciata della tes­sera elettorale.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Re­fe­ren­dum, in campo la so­cietà ci­vile: Quat­tro sì per cam­biare l’Italia&lt;br /&gt;&lt;br /&gt;È im­por­tante – il 12–13 giu­gno – rag­giun­gere il quo­rum di 25 mi­lioni di vo­tanti ai Re­fe­ren­dum e sce­gliere il SI a tutti i que­siti. È un voto che può porre al­cuni li­miti a un mo­dello di svi­luppo in­so­ste­ni­bile, che ignora i co­sti am­bien­tali, so­ciali e i beni co­muni, e a un po­tere po­li­tico che cal­pe­sta giu­sti­zia e democrazia.&lt;br /&gt;&lt;br /&gt;Un suc­cesso dei SI al Re­fe­ren­dum co­strin­ge­rebbe la po­li­tica – sia del go­verno che dell’opposizione – a fare i conti con la vo­lontà dei cit­ta­dini. L’impegno delle mo­bi­li­ta­zioni so­ciali non si li­mi­te­rebbe a ma­ni­fe­sta­zioni fi­nora ina­scol­tate, ma can­cel­le­rebbe al­cune delle peg­giori leggi in­tro­dotte dal governo.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Que­sito n. 1 – re­fe­ren­dum ac­qua pub­blica – abro­ga­zione af­fi­da­mento ser­vi­zio ad ope­ra­tori privati&lt;br /&gt;Re­fe­ren­dum po­po­lare n. 1 – SCHEDA DI COLORE ROSSO&lt;br /&gt;“Vo­lete voi che sia abro­gato l’art. 23 bis (Ser­vizi pub­blici lo­cali di ri­le­vanza eco­no­mica) del de­creto legge 25 giu­gno 2008 n.112 “Di­spo­si­zioni ur­genti per lo svi­luppo eco­no­mico, la sem­pli­fi­ca­zione, la com­pe­ti­ti­vità, la sta­bi­liz­za­zione della fi­nanza pub­blica e la pe­re­qua­zione tri­bu­ta­ria” con­ver­tito, con mo­di­fi­ca­zioni, in legge 6 ago­sto 2008, n.133, come mo­di­fi­cato dall’art.30, comma 26 della legge 23 lu­glio 2009, n.99 re­cante “Di­spo­si­zioni per lo svi­luppo e l’internazionalizzazione delle im­prese, non­ché in ma­te­ria di ener­gia” e dall’art.15 del de­creto legge 25 set­tem­bre 2009, n.135, re­cante “Di­spo­si­zioni ur­genti per l’attuazione di ob­bli­ghi co­mu­ni­tari e per l’esecuzione di sen­tenze della corte di giu­sti­zia della Co­mu­nità eu­ro­pea” con­ver­tito, con mo­di­fi­ca­zioni, in legge 20 no­vem­bre 2009, n.166, nel te­sto ri­sul­tante a se­guito della sen­tenza n.325 del 2010 della Corte costituzionale?”.&lt;br /&gt;&lt;br /&gt;Nota: Il primo que­sito sulla pri­va­tiz­za­zione dell’ac­qua pub­blica ri­guarda le mo­da­lità di af­fi­da­mento e ge­stione dei ser­vizi pub­blici lo­cali di ri­le­vanza economica.&lt;br /&gt;&lt;br /&gt;Si deve vo­tare SÌ se si è con­tro la pri­va­tiz­za­zione dell’acqua e con­tro la ge­stione dei ser­vizi idrici da parte di pri­vati.&lt;br /&gt;&lt;br /&gt;Si deve vo­tate NO se si è a fa­vore della le­gi­sla­zione attuale.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Que­sito n. 2 – re­fe­ren­dum ac­qua pub­blica – abro­ga­zione cal­colo ta­riffa se­condo lo­gi­che di “mercato”&lt;br /&gt;Re­fe­ren­dum po­po­lare n. 2 – SCHEDA DI COLORE GIALLO&lt;br /&gt;“Vo­lete voi che sia abro­gato il comma 1, dell’art. 154 (Ta­riffa del ser­vi­zio idrico in­te­grato) del De­creto Le­gi­sla­tivo n. 152 del 3 aprile 2006 “Norme in ma­te­ria am­bien­tale”, li­mi­ta­ta­mente alla se­guente parte: “dell’adeguatezza della re­mu­ne­ra­zione del ca­pi­tale investito”?”.&lt;br /&gt;&lt;br /&gt;Nota: Il se­condo que­sito sulla pri­va­tiz­za­zione dell’ac­qua pub­blica ri­guarda la de­ter­mi­na­zione della ta­riffa del ser­vi­zio idrico in­te­grato in base all’adeguata re­mu­ne­ra­zione del ca­pi­tale in­ve­stito. In que­sto caso agli elet­tori viene pro­po­sta una abro­ga­zione par­ziale della norma.&lt;br /&gt;&lt;br /&gt;Si deve vo­tare SÌ se si è con­tro la norma che per­met­tere il pro­fitto (non il re­cu­pero dei co­sti di ge­stione e di in­ve­sti­mento, ma il gua­da­gno d’impresa) nell’erogazione del bene Ac­qua po­ta­bile.&lt;br /&gt;&lt;br /&gt;Si deve vo­tate NO se si è a fa­vore della le­gi­sla­zione at­tuale che am­mette tale guadagno.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Que­sito n. 3 – re­fe­ren­dum ener­gia nucleare&lt;br /&gt;Re­fe­ren­dum po­po­lare n. 3 – SCHEDA DI COLORE GRIGIO&lt;br /&gt;“Vo­lete voi che sia abro­gato il decreto-legge 25 giu­gno 2008, n. 112, con­ver­tito con mo­di­fi­ca­zioni, dalla legge 6 ago­sto 2008, n. 133, nel te­sto ri­sul­tante per ef­fetto di mo­di­fi­ca­zioni ed in­te­gra­zioni suc­ces­sive, re­cante Di­spo­si­zioni ur­genti per lo svi­luppo eco­no­mico, la sem­pli­fi­ca­zione, la com­pe­ti­ti­vità, la sta­bi­liz­za­zione della fi­nanza pub­blica e la pe­re­qua­zione tri­bu­ta­ria, li­mi­ta­ta­mente alle se­guenti parti: art. 7, comma 1, let­tera d: rea­liz­za­zione nel ter­ri­to­rio na­zio­nale di im­pianti di pro­du­zione di ener­gia nucleare?”.&lt;br /&gt;&lt;br /&gt;Nota: Lungo e ar­ti­co­lato il que­sito re­fe­ren­da­rio per abro­gare la norma per la “rea­liz­za­zione nel ter­ri­to­rio na­zio­nale di im­pianti di pro­du­zione di ener­gia nu­cleare”. Si tratta di una parte del de­creto legge re­cante “Di­spo­si­zioni ur­genti per lo svi­luppo eco­no­mico, la sem­pli­fi­ca­zione, la com­pe­ti­ti­vità, la sta­bi­liz­za­zione della fi­nanza pub­blica e la pe­re­qua­zione tri­bu­ta­ria” fir­mato il 25 giu­gno 2008 e con­ver­tito in legge “con mo­di­fi­ca­zioni” il 6 ago­sto dello stesso anno. An­che que­sto que­sito è stato pre­sen­tato dall’Idv.&lt;br /&gt;&lt;br /&gt;Si deve vo­tare SÌ se si è con­tro la co­stru­zione di Cen­trali Nu­cleari in Italia.&lt;br /&gt;&lt;br /&gt;Si deve vo­tate NO se si è a fa­vore della le­gi­sla­zione at­tuale che le prevede.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Que­sito n. 4 – re­fe­ren­dum le­git­timo impedimento&lt;br /&gt;Re­fe­ren­dum po­po­lare n. 4 – SCHEDA DI COLORE VERDE CHIARO&lt;br /&gt;&lt;br /&gt;“Vo­lete voi che siano abro­gati l’articolo 1, commi 1, 2, 3, 5, 6 non­chè l’articolo 1 della legge 7 aprile 2010 nu­mero 51 re­cante “di­spo­si­zioni in ma­te­ria di im­pe­di­mento a com­pa­rire in udienza?”.&lt;br /&gt;&lt;br /&gt;Nota: Que­sto que­sito, per abro­gare la legge sul le­git­timo im­pe­di­mento, è quello dalle pos­si­bili ri­per­cus­sioni po­li­ti­che più forti. A pro­porre il re­fe­ren­dum è stata l’Italia dei Va­lori. Dopo la di­chia­ra­zione di par­ziale in­co­sti­tu­zio­nale della legge sul le­git­timo im­pe­di­mento, la Corte di Cas­sa­zione ha au­to­riz­zato, con or­di­nanza, lo svol­gi­mento del referendum.&lt;br /&gt;&lt;br /&gt;Si deve vo­tare SÌ se si è con­trari al prin­ci­pio che Pre­si­dente del con­si­glio o mi­ni­stro pos­sano de­ci­dere di non com­pa­rire in tri­bu­nale nei pro­cessi che li ri­guar­dano.&lt;br /&gt;&lt;br /&gt;Si deve vo­tate NO se si è a fa­vore della le­gi­sla­zione at­tuale che pre­vede que­sto “scudo” nei con­fronti del si­stema giudiziario.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Le po­si­zioni&lt;br /&gt;I referendum abrogativi e confermativi in Italia&lt;br /&gt;&lt;br /&gt;I re­fe­ren­dum abro­ga­tivi e confermativi&lt;br /&gt;&lt;br /&gt;Dif­fi­cile par­lare delle po­si­zioni rac­colte da Fo­rum Ci­vico, senza ca­dere nell’espressione di pa­reri. Ci pro­viamo qui. In­vi­tiamo i let­tori ad espri­mere la loro posizione/parere nella se­zioni con­tri­buti dei let­tori a fondo pagina.&lt;br /&gt;&lt;br /&gt;Per i “NO” si schiera chi ac­cetta, so­prat­tutto per coe­renza ad una “lo­gica” di mer­cato, sia la spe­cu­la­zione sull’acqua (pur sa­pendo che sia un bene pub­blico es­sen­ziale per la vita); sia la spe­cu­la­zione sul nu­cleare (pur sa­pendo che que­sto sia gio­care d’azzardo con il di­sa­stro nu­cleare a spese del pia­neta e delle ta­sche dei con­tri­buenti); sia la “li­bertà” di farla sem­pre franca, in quanto po­tenti, nei pa­lazzi di giustizia.&lt;br /&gt;&lt;br /&gt;Per i 4 “SI” vo­te­ranno quei cit­ta­dini in­ter­vi­stati che cre­dono in un’Italia pu­lita, so­li­dale, giu­sta e li­bera dai ten­ta­coli an­che po­li­tici della ma­la­vita. Che cre­dono che la giu­sti­zia, per es­sere tale, deve es­sere as­so­lu­ta­mente uguale per tutti, an­che per i ric­chi e i po­tenti, e so­prat­tutto per i pro­pri am­mi­ni­stra­tori (pre­si­denti del con­si­glio in­clusi). Cit­ta­dini che, pre­vi­denti se non per sé, per i pro­pri fi­gli, vo­gliono vi­vere in un’Italia al si­curo dai di­sa­stri nu­cleari (la “pe­ste ra­dioat­tiva”), al ri­paro delle spe­cu­la­zioni dei po­chi sulla vita dei molti. E che re­cla­mano l’acqua come un bene ine­sti­ma­bile, pro­prietà ir­ri­nun­cia­bile di ogni italiano.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Il re­fe­ren­dum sul nucleare&lt;br /&gt;&lt;br /&gt;No­no­stante l’approvazione della mo­ra­to­ria di un anno sul nu­cleare in Ita­lia, il re­fe­ren­dum non si ferma. An­che per que­sto si vo­terà a giugno.&lt;br /&gt;&lt;br /&gt;Ed è as­sai pro­ba­bile che con il re­fe­ren­dum del pros­simo giu­gno gli ita­liani di­ranno ‘no’ al nu­cleare. Se­condo al­cuni son­daggi, in­fatti, il 90 per cento circa de­gli ita­liani pre­fe­ri­sce le fonti rin­no­va­bili al nu­cleare. Non solo. A quanto pare, dopo il di­sa­stro in Giap­pone il 17 per cento della po­po­la­zione ha cam­biato idea sulla si­cu­rezza delle cen­trali nu­cleari, ora è pari al 69 per cento il nu­mero di per­sone con­tra­rie a que­sta misura.&lt;br /&gt;&lt;br /&gt;Per i Sì, o per i No, ma vo­tiamo tutti&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Non vo­tare, adesso che tanto è stato fatto per ga­ran­tire una scelta de­mo­cra­tica del po­polo, vor­rebbe dire per­dere un’occasione im­por­tan­tis­sima per af­fer­mare con chia­rezza che i cit­ta­dini de­vono es­sere ascol­tati. Vo­tiamo tutti. Per i Sì o per i No, cia­scuno voti a se­conda della pro­pria co­scienza. Ma vo­tiamo tutti. Non la­sciamo la de­mo­cra­zia nelle mani dei pochi.&lt;br /&gt;&lt;br /&gt;Ri­cor­diamo inol­tre, per cor­ret­tezza, che è pos­si­bile sce­gliere quali re­fe­ren­dum vo­tare, ri­ti­rando solo le schede che in­te­res­sano. Il quo­rum in­fatti viene cal­co­lato per ogni sin­golo quesito.</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/9083636552208947443/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/9083636552208947443' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/9083636552208947443'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/9083636552208947443'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/per-il-si-o-per-il-no-ma-andiamo-votare_11.html' title='Referendum 12 e  13 giugno per il SI o per il No ma andiamo a votare ......'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-574049347970732570</id><published>2011-06-11T10:21:00.000-07:00</published><updated>2011-06-11T12:52:23.596-07:00</updated><title type='text'>Per il SI o per il No ma andiamo a votare ......</title><content type='html'>Una scheda com­pleta sui quat­tro que­siti re­fe­ren­dari del 12 e 13 Giu­gno 2011, che ri­guar­dano: il le­git­timo im­pe­di­mento, la pri­va­tiz­za­zione di fatto dell’acqua pre­vi­sto dal de­creto “Ron­chi” (due que­siti) e il ri­torno all’energia nucleare.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Cosa sono i referendum&lt;br /&gt;&lt;br /&gt;Il re­fe­ren­dum è uno stru­mento di eser­ci­zio della so­vra­nità po­po­lare, san­cita all’articolo 1 della Co­sti­tu­zione della Re­pub­blica Ita­liana, e l’esito re­fe­ren­da­rio è una fonte del di­ritto pri­ma­ria che vin­cola i le­gi­sla­tori al ri­spetto della vo­lontà del po­polo. Sono quat­tro le ti­po­lo­gie di re­fe­ren­dum con­tem­plate dalla Co­sti­tu­zione italiana:&lt;br /&gt;&lt;br /&gt;    il re­fe­ren­dum abro­ga­tivo di leggi e atti aventi forza di legge,&lt;br /&gt;    quello sulle leggi co­sti­tu­zio­nali e di re­vi­sione costituzionale,&lt;br /&gt;    quello ri­guar­dante la fu­sione di re­gioni esi­stenti o la crea­zione di nuove regioni,&lt;br /&gt;    quello ri­guar­dante il pas­sag­gio da una Re­gione ad un’altra di Pro­vince o Comuni.&lt;br /&gt;&lt;br /&gt;Il re­fe­ren­dum abro­ga­tivo di leggi e atti aventi forza di legge (ar­ti­colo 75) si uti­lizza come so­lu­zione per abo­lire una legge già esi­stente o parte di questa.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;De­scri­zione breve dei re­fe­ren­dum del 12 e 13 giu­gno 2011&lt;br /&gt;&lt;br /&gt;    Il 12 e 13 giu­gno 2011 i cit­ta­dini ita­liani sono chia­mati ad espri­mere il pro­prio voto su 4 que­siti referendari.&lt;br /&gt;    L’elettore, per vo­tare, deve esi­bire al pre­si­dente del seg­gio la tes­sera elet­to­rale ed un do­cu­mento di riconoscimento.&lt;br /&gt;    L’elettore ri­ceve da un com­po­nente del seg­gio 4 schede di di­verso colore:&lt;br /&gt;    Il voto “SI”, trac­ciato sulla scheda, in­dica la vo­lontà di abro­gare la nor­ma­tiva ri­chia­mata dal que­sito referendario.&lt;br /&gt;    Il voto “NO”, trac­ciato sulla scheda, in­dica la vo­lontà di man­te­nere la vi­gente nor­ma­tiva ri­chia­mata dal que­sito referendario.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Quando si vota&lt;br /&gt;&lt;br /&gt;Le ope­ra­zioni di voto si svolgono:&lt;br /&gt;&lt;br /&gt;Do­me­nica 12 giu­gno 2011, dalle 8:00 alle 22:00&lt;br /&gt;&lt;br /&gt;e&lt;br /&gt;&lt;br /&gt;Lu­nedì 13 giu­gno 2011, dalle 7:00 alle 15:00.&lt;br /&gt;&lt;br /&gt;Se­condo legge po­te­vano es­sere svolti tra il 15 aprile e il 15 giu­gno, ma i re­fe­ren­dum abro­ga­tivi sono stati in­fine fis­sati per il 12 e 13 giu­gno, quindi senza unire il voto con le ele­zioni am­mi­ni­stra­tive del 15–16 maggio.&lt;br /&gt;&lt;br /&gt;Tale scelta è stata cri­ti­cata quale enorme spreco di de­naro pub­blico e come ten­ta­tivo di non far rag­giun­gere il quo­rum ai re­fe­ren­dum. Un ten­ta­tivo di boi­cot­tag­gio. In­fatti se non an­dranno a vo­tare il 50% + 1 de­gli aventi di­ritto i re­fe­ren­dum non sa­ranno validi.&lt;br /&gt;&lt;br /&gt;referendum&lt;br /&gt;&lt;br /&gt;Il Mi­ni­stro de­gli In­terni Ro­berto Ma­roni (della Lega di “Roma la­drona”) ha scelto per la di­vi­sione delle due con­sul­ta­zioni. Di fatto que­sta de­ci­sione co­sterà alle casse dello stato, come evi­den­ziano al­cune stime ri­por­tate dalla stampa, uno spreco di 400 mi­lioni di euro in più ri­spetto ad un ipo­te­tico ac­cor­pa­mento delle ele­zioni am­mi­ni­stra­tive col referendum.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Dove si vota&lt;br /&gt;&lt;br /&gt;Gli elet­tori de­vono vo­tare nel pro­prio Co­mune di re­si­denza, nella se­zione elet­to­rale in­di­cata sulla prima fac­ciata della tes­sera elettorale.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Re­fe­ren­dum, in campo la so­cietà ci­vile: Quat­tro sì per cam­biare l’Italia&lt;br /&gt;&lt;br /&gt;È im­por­tante – il 12–13 giu­gno – rag­giun­gere il quo­rum di 25 mi­lioni di vo­tanti ai Re­fe­ren­dum e sce­gliere il SI a tutti i que­siti. È un voto che può porre al­cuni li­miti a un mo­dello di svi­luppo in­so­ste­ni­bile, che ignora i co­sti am­bien­tali, so­ciali e i beni co­muni, e a un po­tere po­li­tico che cal­pe­sta giu­sti­zia e democrazia.&lt;br /&gt;&lt;br /&gt;Un suc­cesso dei SI al Re­fe­ren­dum co­strin­ge­rebbe la po­li­tica – sia del go­verno che dell’opposizione – a fare i conti con la vo­lontà dei cit­ta­dini. L’impegno delle mo­bi­li­ta­zioni so­ciali non si li­mi­te­rebbe a ma­ni­fe­sta­zioni fi­nora ina­scol­tate, ma can­cel­le­rebbe al­cune delle peg­giori leggi in­tro­dotte dal governo.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Que­sito n. 1 – re­fe­ren­dum ac­qua pub­blica – abro­ga­zione af­fi­da­mento ser­vi­zio ad ope­ra­tori privati&lt;br /&gt;Re­fe­ren­dum po­po­lare n. 1 – SCHEDA DI COLORE ROSSO&lt;br /&gt;“Vo­lete voi che sia abro­gato l’art. 23 bis (Ser­vizi pub­blici lo­cali di ri­le­vanza eco­no­mica) del de­creto legge 25 giu­gno 2008 n.112 “Di­spo­si­zioni ur­genti per lo svi­luppo eco­no­mico, la sem­pli­fi­ca­zione, la com­pe­ti­ti­vità, la sta­bi­liz­za­zione della fi­nanza pub­blica e la pe­re­qua­zione tri­bu­ta­ria” con­ver­tito, con mo­di­fi­ca­zioni, in legge 6 ago­sto 2008, n.133, come mo­di­fi­cato dall’art.30, comma 26 della legge 23 lu­glio 2009, n.99 re­cante “Di­spo­si­zioni per lo svi­luppo e l’internazionalizzazione delle im­prese, non­ché in ma­te­ria di ener­gia” e dall’art.15 del de­creto legge 25 set­tem­bre 2009, n.135, re­cante “Di­spo­si­zioni ur­genti per l’attuazione di ob­bli­ghi co­mu­ni­tari e per l’esecuzione di sen­tenze della corte di giu­sti­zia della Co­mu­nità eu­ro­pea” con­ver­tito, con mo­di­fi­ca­zioni, in legge 20 no­vem­bre 2009, n.166, nel te­sto ri­sul­tante a se­guito della sen­tenza n.325 del 2010 della Corte costituzionale?”.&lt;br /&gt;&lt;br /&gt;Nota: Il primo que­sito sulla pri­va­tiz­za­zione dell’ac­qua pub­blica ri­guarda le mo­da­lità di af­fi­da­mento e ge­stione dei ser­vizi pub­blici lo­cali di ri­le­vanza economica.&lt;br /&gt;&lt;br /&gt;Si deve vo­tare SÌ se si è con­tro la pri­va­tiz­za­zione dell’acqua e con­tro la ge­stione dei ser­vizi idrici da parte di pri­vati.&lt;br /&gt;&lt;br /&gt;Si deve vo­tate NO se si è a fa­vore della le­gi­sla­zione attuale.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Que­sito n. 2 – re­fe­ren­dum ac­qua pub­blica – abro­ga­zione cal­colo ta­riffa se­condo lo­gi­che di “mercato”&lt;br /&gt;Re­fe­ren­dum po­po­lare n. 2 – SCHEDA DI COLORE GIALLO&lt;br /&gt;“Vo­lete voi che sia abro­gato il comma 1, dell’art. 154 (Ta­riffa del ser­vi­zio idrico in­te­grato) del De­creto Le­gi­sla­tivo n. 152 del 3 aprile 2006 “Norme in ma­te­ria am­bien­tale”, li­mi­ta­ta­mente alla se­guente parte: “dell’adeguatezza della re­mu­ne­ra­zione del ca­pi­tale investito”?”.&lt;br /&gt;&lt;br /&gt;Nota: Il se­condo que­sito sulla pri­va­tiz­za­zione dell’ac­qua pub­blica ri­guarda la de­ter­mi­na­zione della ta­riffa del ser­vi­zio idrico in­te­grato in base all’adeguata re­mu­ne­ra­zione del ca­pi­tale in­ve­stito. In que­sto caso agli elet­tori viene pro­po­sta una abro­ga­zione par­ziale della norma.&lt;br /&gt;&lt;br /&gt;Si deve vo­tare SÌ se si è con­tro la norma che per­met­tere il pro­fitto (non il re­cu­pero dei co­sti di ge­stione e di in­ve­sti­mento, ma il gua­da­gno d’impresa) nell’erogazione del bene Ac­qua po­ta­bile.&lt;br /&gt;&lt;br /&gt;Si deve vo­tate NO se si è a fa­vore della le­gi­sla­zione at­tuale che am­mette tale guadagno.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Que­sito n. 3 – re­fe­ren­dum ener­gia nucleare&lt;br /&gt;Re­fe­ren­dum po­po­lare n. 3 – SCHEDA DI COLORE GRIGIO&lt;br /&gt;“Vo­lete voi che sia abro­gato il decreto-legge 25 giu­gno 2008, n. 112, con­ver­tito con mo­di­fi­ca­zioni, dalla legge 6 ago­sto 2008, n. 133, nel te­sto ri­sul­tante per ef­fetto di mo­di­fi­ca­zioni ed in­te­gra­zioni suc­ces­sive, re­cante Di­spo­si­zioni ur­genti per lo svi­luppo eco­no­mico, la sem­pli­fi­ca­zione, la com­pe­ti­ti­vità, la sta­bi­liz­za­zione della fi­nanza pub­blica e la pe­re­qua­zione tri­bu­ta­ria, li­mi­ta­ta­mente alle se­guenti parti: art. 7, comma 1, let­tera d: rea­liz­za­zione nel ter­ri­to­rio na­zio­nale di im­pianti di pro­du­zione di ener­gia nucleare?”.&lt;br /&gt;&lt;br /&gt;Nota: Lungo e ar­ti­co­lato il que­sito re­fe­ren­da­rio per abro­gare la norma per la “rea­liz­za­zione nel ter­ri­to­rio na­zio­nale di im­pianti di pro­du­zione di ener­gia nu­cleare”. Si tratta di una parte del de­creto legge re­cante “Di­spo­si­zioni ur­genti per lo svi­luppo eco­no­mico, la sem­pli­fi­ca­zione, la com­pe­ti­ti­vità, la sta­bi­liz­za­zione della fi­nanza pub­blica e la pe­re­qua­zione tri­bu­ta­ria” fir­mato il 25 giu­gno 2008 e con­ver­tito in legge “con mo­di­fi­ca­zioni” il 6 ago­sto dello stesso anno. An­che que­sto que­sito è stato pre­sen­tato dall’Idv.&lt;br /&gt;&lt;br /&gt;Si deve vo­tare SÌ se si è con­tro la co­stru­zione di Cen­trali Nu­cleari in Italia.&lt;br /&gt;&lt;br /&gt;Si deve vo­tate NO se si è a fa­vore della le­gi­sla­zione at­tuale che le prevede.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Que­sito n. 4 – re­fe­ren­dum le­git­timo impedimento&lt;br /&gt;Re­fe­ren­dum po­po­lare n. 4 – SCHEDA DI COLORE VERDE CHIARO&lt;br /&gt;&lt;br /&gt;“Vo­lete voi che siano abro­gati l’articolo 1, commi 1, 2, 3, 5, 6 non­chè l’articolo 1 della legge 7 aprile 2010 nu­mero 51 re­cante “di­spo­si­zioni in ma­te­ria di im­pe­di­mento a com­pa­rire in udienza?”.&lt;br /&gt;&lt;br /&gt;Nota: Que­sto que­sito, per abro­gare la legge sul le­git­timo im­pe­di­mento, è quello dalle pos­si­bili ri­per­cus­sioni po­li­ti­che più forti. A pro­porre il re­fe­ren­dum è stata l’Italia dei Va­lori. Dopo la di­chia­ra­zione di par­ziale in­co­sti­tu­zio­nale della legge sul le­git­timo im­pe­di­mento, la Corte di Cas­sa­zione ha au­to­riz­zato, con or­di­nanza, lo svol­gi­mento del referendum.&lt;br /&gt;&lt;br /&gt;Si deve vo­tare SÌ se si è con­trari al prin­ci­pio che Pre­si­dente del con­si­glio o mi­ni­stro pos­sano de­ci­dere di non com­pa­rire in tri­bu­nale nei pro­cessi che li ri­guar­dano.&lt;br /&gt;&lt;br /&gt;Si deve vo­tate NO se si è a fa­vore della le­gi­sla­zione at­tuale che pre­vede que­sto “scudo” nei con­fronti del si­stema giudiziario.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Le po­si­zioni&lt;br /&gt;I referendum abrogativi e confermativi in Italia&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Per i “NO” si schiera chi ac­cetta, so­prat­tutto per coe­renza ad una “lo­gica” di mer­cato, sia la spe­cu­la­zione sull’acqua (pur sa­pendo che sia un bene pub­blico es­sen­ziale per la vita); sia la spe­cu­la­zione sul nu­cleare (pur sa­pendo che que­sto sia gio­care d’azzardo con il di­sa­stro nu­cleare a spese del pia­neta e delle ta­sche dei con­tri­buenti); sia la “li­bertà” di farla sem­pre franca, in quanto po­tenti, nei pa­lazzi di giustizia.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Il re­fe­ren­dum sul nucleare&lt;br /&gt;&lt;br /&gt;No­no­stante l’approvazione della mo­ra­to­ria di un anno sul nu­cleare in Ita­lia, il re­fe­ren­dum non si ferma. An­che per que­sto si vo­terà a giugno.&lt;br /&gt;&lt;br /&gt;Ed è as­sai pro­ba­bile che con il re­fe­ren­dum del pros­simo giu­gno gli ita­liani di­ranno ‘no’ al nu­cleare. Se­condo al­cuni son­daggi, in­fatti, il 90 per cento circa de­gli ita­liani pre­fe­ri­sce le fonti rin­no­va­bili al nu­cleare. Non solo. A quanto pare, dopo il di­sa­stro in Giap­pone il 17 per cento della po­po­la­zione ha cam­biato idea sulla si­cu­rezza delle cen­trali nu­cleari, ora è pari al 69 per cento il nu­mero di per­sone con­tra­rie a que­sta misura.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Per i Sì, o per i No, ma vo­tiamo tutti&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Non vo­tare, adesso che tanto è stato fatto per ga­ran­tire una scelta de­mo­cra­tica del po­polo, vor­rebbe dire per­dere un’occasione im­por­tan­tis­sima per af­fer­mare con chia­rezza che i cit­ta­dini de­vono es­sere ascol­tati. Vo­tiamo tutti. Per i Sì o per i No, cia­scuno voti a se­conda della pro­pria co­scienza. Ma vo­tiamo tutti. Non la­sciamo la de­mo­cra­zia nelle mani dei pochi.&lt;br /&gt;&lt;br /&gt;Ri­cor­diamo inol­tre, per cor­ret­tezza, che è pos­si­bile sce­gliere quali re­fe­ren­dum vo­tare, ri­ti­rando solo le schede che in­te­res­sano. Il quo­rum in­fatti viene cal­co­lato per ogni sin­golo quesito.</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/574049347970732570/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/574049347970732570' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/574049347970732570'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/574049347970732570'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/per-il-si-o-per-il-no-ma-andiamo-votare.html' title='Per il SI o per il No ma andiamo a votare ......'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6392508754288783386.post-4459497908137310817</id><published>2011-06-05T08:41:00.001-07:00</published><updated>2011-06-05T08:41:59.743-07:00</updated><title type='text'>DERIVATI</title><content type='html'>DAL BLOG ICEBERGFINANZA DI ANDREA M.&lt;br /&gt;&lt;br /&gt;DERIVATI: UN MONDO ALLA DERIVA!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Come ho confidato nel settembre del 2009 in una intervista a Fondionline la mia sensazione è che non manchi poi molto alla seconda ondata della Grande Crisi, come ha confermato recentemente anche il segretario al Tesoro americano Geithner.&lt;br /&gt;&lt;br /&gt;Nuovi fallimenti e sofferenze dall’economia reale attendendo l’innesco della bomba dei derivati che non mancherà di mettere a dura prova la stessa solvibilità dei principali istituti finanziari ed assicurativi mondiali.&lt;br /&gt;&lt;br /&gt;Nel mio libro c&#39;è un intero capitolo dedicato ai rischi di questo mondo derivato. &lt;br /&gt;&lt;br /&gt;A gennaio nel post dedicato “ No Man’s Ocean 2011” abbiamo visto come ad esempio Dexia raggiungeva il 180 % della crescita del prodotto interno lordo del Belgio in relazione agli impieghi.&lt;br /&gt;&lt;br /&gt;E’ di ieri la notizia che … Già da oggi Dexia potrebbe correre ai ripari presentando una maxi-ristrutturazione per poter affrontare quello che è per la seconda volta lo spettro del default. L’istituto franco-belga affronta oggi nuovamente una crisi dovuta alla sua esposizione a mercati ad elevato rischio.Gran parte del portafoglio di Dexia risulta esposto su Grecia, Irlanda, Portogallo e subprime USA. A ciò è da sommarsi anche una zavorra data dal riassetto legato al salvataggio del 2008 quando l’istituto fu graziato da un intervento di ben due stati: Francia e Belgio.&lt;br /&gt;&lt;br /&gt;Oltre a dover negoziare l’uscita dai prestiti di stato, 6,4 miliardi come valore, Dexia affronta il peso della Grecia che le ha portato un credit watch negativo da parte di S&amp;P. Oltre il 21% del portafoglio è esposto infatti sul paese ellenico, che in soldi fa qualche cosa come 3,5 miliardi di euro.Il piano di Dexia risulta cruciale per l’Italia per due motivi, da un lato il futuro della divisione italiana Dexia Crediop e dall’altro le cause in corso sui derivati. Voci danno già in vendita la unit italiana specializzata nella finanza pubblica, mentre per la parte dei derivati la questione è più complicata.&lt;br /&gt;&lt;br /&gt;Intanto sul mercato si è assistito venerdì alla sospensione del titolo e sul mercato obbligazionario si assiste ad un diffuso calo delle quotazioni a fronte del rischio con un aumento del premio a scadenza. Borsaefinanza&lt;br /&gt;&lt;br /&gt;Basterebbe questa notizia per far comprendere come in realtà siamo entrati nella seconda fase di questa immensa depressione economico/finanziaria, ma probabilmente non c&#39;è ancora la percezione di quello che in realtà potrebbe accadere.&lt;br /&gt;&lt;br /&gt;Il futuro governatore della BCE non perde occasione per ricordare come...&lt;br /&gt;&lt;br /&gt;La riforma degli strumenti derivati negoziati over-the-counter porterà all&#39;aumento della trasparenza e dei requisiti di capitale per ridurre i rischi sistemici. Il sistema bancario ombra sarà oggetto di nuove regole per contenere i rischi generati da eccessi di leva finanziaria e illiquidità. Il governatore Mario Draghi ha così confermato l&#39;arrivo di un&#39;ulteriore stretta a derivati Otc e intermediazione creditizia non regolamentata. Ma la Banca d&#39;Italia, oltre al ruolo di vigilante della stabilità del sistema, monitora la finanza strutturata quando «di difficile comprensione per gli investitori non professionali», per tutelare i risparmiatori. È questo il caso degli Etf basati sull&#39;uso degli swap che, come si legge nella Relazione annuale, «possono essere esposti a rischi di controparte e di liquidità» mentre quelli «a leva possono presentare profili di rischio e rendimento molto diversi» dagli Etf non strutturati. In quanto ai derivati usati da enti locali e territoriali, la Relazione rileva una diminuzione del valore nozionale degli strumenti in essere e del mark-to-market negativo.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ma a parte parlare in questi anni non abbiamo visto nulla che il realtà possa mettere sotto controllo questi strumenti di distruzione di massa, perchè in molti sono sul libro paga delle lobby che dettano le regole sempre e comunque. Ecco perchè siamo ostaggi di un gruppo di criminali che manovra il sistema con i guanti di velluto.&lt;br /&gt;&lt;br /&gt;Negli ultimi tempi le agenzie di rating si sforzano di mettere sotto osservazione i sistemi finanziari di alcuni paesi ieri l&#39;Inghilterra oggi l&#39;America scoprendo l&#39;acqua bagnata...&lt;br /&gt;&lt;br /&gt;L&#39;agenzia di rating Moody&#39;s ha fatto sapere di essere pronta a sottoporre la valutazione degli Stati Uniti a revisione per un possibile downgrade, se nelle prossime settimane non dovessero esserci progressi per innalzare il limite del debito pubblico scongiurando il rischio di default del Paese. Se ciò dovesse verificarsi, l&#39;agenzia ha fatto sapere che il rating degli Stati Uniti, Aaa (il massimo possibile), rimarrebbe immutato. Tuttavia, l&#39;agenzia afferma che, se non ci sarà un «accordo credibile» sulla riduzione del deficit potrebbe essere rivisto l&#39;outlook del Paese, che potrebbe essere abbassato da «stabile» a «negativo». L&#39;outlook degli Stati Uniti è già stato tagliato da S&amp;P&#39;s lo scorso 18 aprile.&lt;br /&gt;&lt;br /&gt;Moody&#39;s Investor Service ha inoltre avviato una revisione del rating sul credito senior e subordinato di Citigroup, Bank of America e Wells Fargo per una possibile revisione al ribasso della valutazione. La decisione dell&#39;agenzia di rating è legata all&#39;eccessiva esposizione in mutui residenziali delle tre grandi banche americane.Sole24Ore&lt;br /&gt; &lt;br /&gt;&lt;br /&gt;Massimo ieri chi ha detto che se in Inghilterra si dovesse comprendere nel computo del debito pubblico anche tutti gli aiuti e le garanzie del governo al proprio sistema bancario il debito inglese esploderebbe al 145 % altro che quello italiano, ma in pochi hanno il coraggio di dire le cose come stanno, cercando di evidenziare pur nelle estreme difficoltà del nostro Paese come siamo messi megli di tanti altri.&lt;br /&gt;&lt;br /&gt;Che poi il Financial Times non perda tempo nel criticare la pagliuzza che si trova nell&#39;occhio dei vicini senza menzionare una sola volta l&#39;enorme trave situata nel cuore della finanza inglese fa parte del gioco spesso assecondato da qualche ignorante o interessato osservatore .&lt;br /&gt;&lt;br /&gt;Ad esempio nessuno vi ha mai raccontato che in Svizzera esiste la più alta percentuale al mondo di debiti delle famiglie o che il governo svizzero non potrebbe mai nazionalizzare le proprie banche perchè...andate a rivedervi il post &quot; No Man&#39;s Ocean 2011&quot; date un&#39;occhiata agli impieghi...&lt;br /&gt;&lt;br /&gt;Noi di Icebergfinanza andiamo oltre cercando di far riflettere e guardando dietro le apparenze!&lt;br /&gt;&lt;br /&gt;Ma si sa nessuna banca può fallire in santa pace ed ora nessuno Stato. Ma andiamo oltre...&lt;br /&gt;&lt;br /&gt;Un&#39;altra crisi finanziaria in vista a causa dei derivati. È solo una battuta di un economista in cerca di facile visibilità mediatica? Non proprio, se a parlare è Mark Mobius, presidente esecutivo di Templeton Asset Management per i mercati emergenti, un profondo conoscitore dei mercati internazionali e responsabile di uno dei maggiori operatori globali. Mobius ha precisato che un&#39;altra crisi finanziaria è inevitabile perché le cause di quella precedente non sono state risolte.&lt;br /&gt;&lt;br /&gt;Ma è possibile che dopo il varo della legge di riforma finanziaria Dodd-Frank negli Stati Uniti ci siano ancora questi problemi? «C&#39;è un&#39;altra crisi finanziaria dietro l&#39;angolo, perché non abbiamo risolto nessuno dei motivi che hanno causato la crisi precedente», ha detto il 30 maggio Mobius al Club dei Foreign Correspondents a Tokyo, in risposta ad una domanda sui prezzi altalenanti. «Sono stati regolamentati i derivati? No. Siamo forse ancora in una fase con una crescita trainata dai derivati? Sì», ha ribadito Mobius. Banche Ue e derivati: una mina da 4mila miliardi. Il peso degli asset tossici sui bilanci&lt;br /&gt;&lt;br /&gt;(...)Ma cosa è accaduto dopo il varo del Dodd Frank act?&lt;br /&gt;«Il valore totale dei derivati in tutto il mondo supera il totale mondiale del prodotto interno lordo di dieci volte», ha detto Mobius, che gestisce più di 50 miliardi di dollari di asset. Con quel volume di scommesse in direzioni opposte, impossibile non aspettarsi la volatilità e le crisi dei mercati azionari.&lt;br /&gt;&lt;br /&gt;La crisi finanziaria mondiale tre anni fa è stata causata in parte proprio dalla proliferazione di prodotti derivati legati ai mutui immobiliari americani che hanno cessato di guadagnare, provocando centinaia di miliardi di dollari in svalutazioni, un fatto che portò successivamente al crollo di Lehman Brothers il 15 settembre 2008. (...)«Le banche sono più grandi rispetto a prima? Sì, sono più grandi di prima - ha detto Mobius -. Sono troppo grandi per fallire». Esattamente il contrario di quello che raccomandava Paul Volcker al presidente Obama, cioè di evitare giganti troppo grandi per fallire. La paura della crisi sembra passata senza che siano stati erette nuove difese contro i derivati, i nuovi &quot;barbari&quot; sempre pronti ad attaccare le mura dell&#39;impero finanziario. Sole24Ore&lt;br /&gt;&lt;br /&gt;Comunque sia ora abbiamo un problema l&#39;economia reale, il peggioramento evidente ed inevitabile delle condizioni macroeconomiche e fondamentali mondiali, un&#39;economia ostaggio delle finanza e della politica, ostaggio dell&#39;ignoranza della gente comune, che ignora e non vuole conoscere in attesa della prossima e probabilmente definitiva nuova tempesta perfetta.</content><link rel='replies' type='application/atom+xml' href='http://mikiass.blogspot.com/feeds/4459497908137310817/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6392508754288783386/4459497908137310817' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/4459497908137310817'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6392508754288783386/posts/default/4459497908137310817'/><link rel='alternate' type='text/html' href='http://mikiass.blogspot.com/2011/06/derivati.html' title='DERIVATI'/><author><name>MIKI&amp;amp;DELRY</name><uri>http://www.blogger.com/profile/15762355504024251624</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>