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	<title>Federpol Federazione Italiana Investigatori Privati</title>
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	<description>Federazione Italiana Istituti Investigazioni, Informazioni e Sicurezza</description>
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		<title>Investigatori Privati e Università degli Studi di Messina</title>
		<link>http://www.federpol.it/comitato-formazione-professionale/investigatori-privati-e-universita-degli-studi-di-messina</link>
		<comments>http://www.federpol.it/comitato-formazione-professionale/investigatori-privati-e-universita-degli-studi-di-messina#comments</comments>
		<pubDate>Sat, 19 May 2012 10:45:29 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comitato Formazione Professionale]]></category>
		<category><![CDATA[Comunicazioni Federpol]]></category>
		<category><![CDATA[Corsi di alta formazione]]></category>
		<category><![CDATA[In Evidenza]]></category>
		<category><![CDATA[Corsi di perfezionamento]]></category>
		<category><![CDATA[Federpo]]></category>
		<category><![CDATA[Investigatori Privati]]></category>
		<category><![CDATA[Università di Messina]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1902</guid>
		<description><![CDATA[Finalmente anche gli Investigatori Privati siciliani e calabresi avranno il loro Corso di Perfezionamento in Scienze delle Investigazioni Private (ai sensi del D.M. 269/2010). Ieri, 18 Maggio 2012, il Presidente del Comitato Formazione Professionale Federpol è stato ospite della Facoltà di Giurisprudenza dell&#8217;Università degli Studi di Messina, accompagnato dalla collega Giusy Irrera, titolare dell&#8217;omonimo istituto [...]]]></description>
			<content:encoded><![CDATA[<p>Finalmente anche gli Investigatori Privati siciliani e calabresi avranno il loro Corso di Perfezionamento in Scienze delle Investigazioni Private (ai sensi del D.M. 269/2010). Ieri, 18 Maggio 2012, il Presidente del Comitato Formazione Professionale Federpol è stato ospite della Facoltà di Giurisprudenza dell&#8217;Università degli Studi di Messina, <a href="http://www.federpol.it/wp-content/uploads/2012/05/unime1.png"><img class="aligncenter  wp-image-1904 colorbox-1902" title="unime" src="http://www.federpol.it/wp-content/uploads/2012/05/unime1-150x150.png" alt="" width="102" height="102" /></a>accompagnato dalla collega Giusy Irrera, titolare dell&#8217;omonimo istituto di investigazioni messinese<span id="more-1902"></span>. Il Preside del prestigioso ateneo ha confermato quanto ratificato dal Senato Accademico conservando lo standard già praticato per l&#8217;Università degli Studi del Molise, cioè 160 ore di cui 120 di aula e 40 di stage-laboratori. Il Corso avrà inizio a Gennaio 2013 per terminare ad Aprile. Nei prossimi giorni sarà varato il calendario e saranno scelti i docenti e il membro Federpol che parteciperà al Comitato Scientifico, nonchè il Tutor della nostra federazione. Il Presidente del Comitato Formazione ringrazia il Magnificio Rettore, il Preside della Facoltà di Giurisprudenza ed i membri del Comitato Scientifico. Un particolare e caloroso ringraziamento va anche alla nostra collega Giusy Irrera la quale da neo socia ha subito dimostrato un ammirevole e cortese spirito associazionistico ospitando a sue spese il presidente del comitato.</p>
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		<item>
		<title>SCIENZE FORENSI e INVESTIGATORI PRIVATI</title>
		<link>http://www.federpol.it/comitato-formazione-professionale/scienze-forensi-e-investigatori-privati</link>
		<comments>http://www.federpol.it/comitato-formazione-professionale/scienze-forensi-e-investigatori-privati#comments</comments>
		<pubDate>Mon, 23 Apr 2012 18:11:47 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comitato Formazione Professionale]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1822</guid>
		<description><![CDATA[Segnaliamo a tutti i colleghi il corso &#8220;Intervenire sulla Scena del Crimine&#8221;, organizzato dalla nota ACCADEMIA ITALIANA DI SCIENZE FORENSI, diretta dal Generale Luciano Garofano Il corso si terrà a Roma presso l&#8217;Università Telematica &#8220;Niccolo&#8217; Cusano&#8221; &#8211; Unicusano.    Brochure Corso Scena del Crimine Unicusano 2012]]></description>
			<content:encoded><![CDATA[<p>Segnaliamo a tutti i colleghi il corso <em><strong>&#8220;Intervenire sulla Scena del Crimine&#8221;</strong></em>, organizzato dalla nota ACCADEMIA ITALIANA DI SCIENZE FORENSI, diretta dal Generale <strong>Luciano Garofano</strong><a href="http://www.federpol.it/wp-content/uploads/2012/04/Stemma-Acisf.bmp"><img class="size-full wp-image-1824 aligncenter colorbox-1822" title="Stemma Acisf" src="http://www.federpol.it/wp-content/uploads/2012/04/Stemma-Acisf.bmp" alt="" /></a> Il corso si terrà a Roma presso l&#8217;Università Telematica &#8220;Niccolo&#8217; Cusano&#8221; &#8211; Unicusano.<span id="more-1822"></span><a href="http://www.federpol.it/wp-content/uploads/2012/04/Stemma-Unicusano.bmp"><img class="size-full wp-image-1823 aligncenter colorbox-1822" title="Stemma Unicusano" src="http://www.federpol.it/wp-content/uploads/2012/04/Stemma-Unicusano.bmp" alt="" /></a>    <a href="http://www.federpol.it/wp-content/uploads/2012/04/Brochure-Corso-Scena-del-Crimine-Unicusano-2012.pdf">Brochure Corso Scena del Crimine Unicusano 2012</a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>56° Congresso Nazionale Federpol</title>
		<link>http://www.federpol.it/comunicazioni-federpol/56-congresso-nazionale-federpol</link>
		<comments>http://www.federpol.it/comunicazioni-federpol/56-congresso-nazionale-federpol#comments</comments>
		<pubDate>Thu, 05 Apr 2012 13:38:03 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comunicazioni Federpol]]></category>
		<category><![CDATA[Congresso Federpol]]></category>
		<category><![CDATA[In Evidenza]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1652</guid>
		<description><![CDATA[Si comunica a tutti i soci che &#8211; su disposizioni del Presidente Nazionale Genuario Pellegrino &#8211; il 56° Congresso Nazionale Federpol 2012 si terrà a Vietri Sul Mare (Salerno) presso la location LLOYD’S BAIA HOTEL nei giorni di Venerdì 25 e Sabato 26 Maggio 2012. &#160; &#62;&#62;&#62;&#62;&#62;  Scarica la locandina del congresso 56mo Congresso Nazionale [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.federpol.it/comunicazioni-federpol/56-congresso-nazionale-federpol"><img class="alignleft size-full wp-image-1728 colorbox-1652" title="56-congresso-federpol" src="http://www.federpol.it/wp-content/uploads/2012/04/56-congresso-federpol1.jpg" alt="" width="555" height="98" /></a>Si comunica a tutti i soci che &#8211; su disposizioni del Presidente Nazionale Genuario Pellegrino &#8211; il 56° Congresso Nazionale Federpol 2012 si terrà a <strong>Vietri Sul Mare</strong> (<strong>Salerno</strong>) presso la location <strong>LLOYD’S BAIA HOTEL</strong> nei giorni di<strong> Venerdì 25</strong> e <strong>Sabato 26 Maggio 2012</strong>.</p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><em><span id="more-1652"></span>&gt;&gt;&gt;&gt;&gt;  Scarica la locandina del congresso</em></span></p>
<p><a href="http://www.federpol.it/wp-content/uploads/2012/04/56mo-Congresso-Nazionale-Federpol.pdf" target="_blank">56mo Congresso Nazionale Federpol</a></p>
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		<item>
		<title>Nomina Tutor Universitari Federpol</title>
		<link>http://www.federpol.it/comitato-formazione-professionale/nomina-tutor-universitari-federpol</link>
		<comments>http://www.federpol.it/comitato-formazione-professionale/nomina-tutor-universitari-federpol#comments</comments>
		<pubDate>Wed, 04 Apr 2012 15:07:46 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comitato Formazione Professionale]]></category>
		<category><![CDATA[Comunicazioni Federpol]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1634</guid>
		<description><![CDATA[Comitato Formazione Professionale Federpol Si comunica a tutti i soci che il Tutor Federpol per le attività didattiche del Corso di Perfezionamento in Scienze delle Investigazioni Private e della Sicurezza &#8211; presso la Unimarconi di Roma &#8211; è il socio Michele Giannone. I Tutor degli altri corsi universitari già approvati ma non avviati &#8211; Cassino [...]]]></description>
			<content:encoded><![CDATA[<p><em><strong>Comitato Formazione Professionale Federpol</strong></em></p>
<p>Si comunica a tutti i soci che il Tutor Federpol per le attività didattiche del Corso di Perfezionamento in Scienze delle Investigazioni Private e della Sicurezza &#8211; presso la Unimarconi di Roma &#8211; è il socio <em><strong>Michele Giannone</strong>.</em></p>
<p><a href="http://www.federpol.it/wp-content/uploads/2012/04/Stemma-Unimarconi.jpg"><img class="aligncenter size-full wp-image-1635 colorbox-1634" title="Stemma Unimarconi" src="http://www.federpol.it/wp-content/uploads/2012/04/Stemma-Unimarconi.jpg" alt="" width="127" height="98" /></a>I Tutor degli altri corsi universitari già approvati ma non avviati &#8211; Cassino e Messina -  saranno comunicati dopo le rispettive pubblicazioni dei bandi di iscrizione.</p>
<p>Per il  Corso di Perfezionamento in Scienze delle Investigazioni Private a Termoli-Campobasso il Tutor resta il socio <em>Gaetano Bernieri</em>.</p>
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		</item>
		<item>
		<title>Corsi Obbligatori Federpol ai sensi del D.M. 269/2010</title>
		<link>http://www.federpol.it/comitato-formazione-professionale/corso-obbligatorio-pescara-2012</link>
		<comments>http://www.federpol.it/comitato-formazione-professionale/corso-obbligatorio-pescara-2012#comments</comments>
		<pubDate>Tue, 03 Apr 2012 15:38:22 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comitato Formazione Professionale]]></category>
		<category><![CDATA[Comunicazioni Federpol]]></category>
		<category><![CDATA[In Evidenza]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1624</guid>
		<description><![CDATA[Comitato Formazione Professionale Si comunicano le date dei Corsi di Formazione Annuale Obbligatoria (attestazione da allegare all&#8217;intendimento a voler proseguire l&#8217;attività) : Scarica il calendario completo-aggiornato ==== &#62;  CALENDARIO seminari formazione 2012 &#160; &#160; &#160;]]></description>
			<content:encoded><![CDATA[<p><span style="color: #0000ff;"><em><strong>Comitato Formazione Professionale</strong></em></span></p>
<p><span style="color: #ff0000;"><strong><a href="http://www.federpol.it/wp-content/uploads/2012/04/foto-federpol1.jpg"><img class="wp-image-1760 aligncenter colorbox-1624" title="foto federpol" src="http://www.federpol.it/wp-content/uploads/2012/04/foto-federpol1.jpg" alt="" width="88" height="88" /></a></strong></span></p>
<p>Si comunicano le date dei <em><strong>Corsi di Formazione Annuale Obbligatoria </strong></em>(attestazione da allegare all&#8217;intendimento a voler proseguire l&#8217;attività) :</p>
<p><span style="text-decoration: underline;"><em>Scarica il calendario completo-aggiornato</em></span></p>
<p><strong><span style="color: #ff0000;">==== &gt;  <a href="http://www.federpol.it/wp-content/uploads/2012/04/CALENDARIO-seminari-formazione-2012.pdf">CALENDARIO seminari formazione 2012</a></span></strong></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>UNIVERSITA&#8217; STATALI e FEDERPOL</title>
		<link>http://www.federpol.it/comitato-formazione-professionale/1615</link>
		<comments>http://www.federpol.it/comitato-formazione-professionale/1615#comments</comments>
		<pubDate>Sat, 31 Mar 2012 17:47:52 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comitato Formazione Professionale]]></category>
		<category><![CDATA[Comunicazioni Federpol]]></category>
		<category><![CDATA[Corsi di alta formazione]]></category>
		<category><![CDATA[In Evidenza]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1615</guid>
		<description><![CDATA[Si comunica a tutti i colleghi che partirà a breve la terza edizione del CORSO DI PERFEZIONAMENTO IN SCIENZE DELLE INVESTIGAZIONI PRIVATE * Unimol-Federpol, A.A. 2011-2012. Si tratta in effetti del secondo corso in un anno, a testimonianza del successo ottenuto dall&#8217;Ateneo Molisano, primo in Italia a varare il progetto Federpol, necessario all&#8217;ottenimento dei requisiti [...]]]></description>
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alt="" width="244" height="115" /></p>
<p style="text-align: center;"><span style="color: #ff0000;"><strong>Si comunica a tutti i colleghi che partirà a breve la terza edizione del CORSO DI PERFEZIONAMENTO IN SCIENZE DELLE INVESTIGAZIONI PRIVATE * Unimol-Federpol, A.A. 2011-2012.</strong></span> <span id="more-1615"></span>Si tratta in effetti del secondo corso in un anno, a testimonianza del successo ottenuto dall&#8217;Ateneo Molisano, primo in Italia a varare il progetto Federpol, necessario all&#8217;ottenimento dei requisiti di adeguamento (titolari di licenza da meno di 5 anni dall&#8217;entrata in vigore del D.M. 269/2010). Il Corso si terrà presso la struttura universitaria di Termoli (CB) e coprirà la sezione interregionale centro-sud adriatica.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.federpol.it/comitato-formazione-professionale/1615/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CORSO di TECNICHE INVESTIGATIVE: come riconoscere il tuo interlocutore.</title>
		<link>http://www.federpol.it/comitato-formazione-professionale/corso-di-tecniche-investigative-come-riconoscere-il-tuo-interlocutore</link>
		<comments>http://www.federpol.it/comitato-formazione-professionale/corso-di-tecniche-investigative-come-riconoscere-il-tuo-interlocutore#comments</comments>
		<pubDate>Wed, 28 Mar 2012 16:24:15 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comitato Formazione Professionale]]></category>
		<category><![CDATA[Corsi di alta formazione]]></category>
		<category><![CDATA[Alta Formazione]]></category>
		<category><![CDATA[Riconoscimento della Menzogna]]></category>
		<category><![CDATA[tecniche Investigative]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1583</guid>
		<description><![CDATA[Il Comitato Formazione Professionale ha chiuso una convenzione (con sconto del 10% a favore dei soci Federpol) per un interessante Corso di Alta Formazione. Si tratta del Corso di Tecniche sul riconoscimento della menzogna (metodo Paul Ekman), disciplina resa famosa negli ultimi tempi dalla nota serie televisiva (Fox TV) Lie To Me, interpretata da Tim [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.federpol.it/wp-content/uploads/2012/03/Immagine.bmp"><img class="aligncenter  wp-image-1585 colorbox-1583" title="Immagine" src="http://www.federpol.it/wp-content/uploads/2012/03/Immagine.bmp" alt="" /></a></p>
<p>Il <strong>Comitato Formazione Professionale</strong> ha chiuso una convenzione (con sconto del 10% a favore dei soci Federpol) per un interessante Corso di Alta Formazione.<span id="more-1583"></span> Si tratta del Corso di Tecniche sul riconoscimento della menzogna (metodo <strong>Paul Ekman</strong>), disciplina resa famosa negli ultimi tempi dalla nota serie televisiva (Fox TV)<strong> Lie To Me, interpretata da Tim Roth. </strong></p>
<p>In Italia il <em><strong>Corso ETaC </strong>(<strong>Evaluating Truthfulness and Credibility</strong>)</em> viene presentato per la prima volta dalla <strong>I&amp;G Management di Milano</strong>.</p>
<p>&nbsp;</p>
<p>Leggi la presentazione: <a href="http://www.federpol.it/wp-content/uploads/2012/03/ETaC_Corso_2012.pdf">ETaC_Corso_2012</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.federpol.it/comitato-formazione-professionale/corso-di-tecniche-investigative-come-riconoscere-il-tuo-interlocutore/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>LA NOSTRA PAGINA FACEBOOK</title>
		<link>http://www.federpol.it/comunicazioni-federpol/la-nostra-pagina-facebook</link>
		<comments>http://www.federpol.it/comunicazioni-federpol/la-nostra-pagina-facebook#comments</comments>
		<pubDate>Sun, 25 Mar 2012 15:33:14 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comunicazioni Federpol]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1571</guid>
		<description><![CDATA[Superati i 2.700 amici di Federpol Roma su Facebook e grazie alle iniziative dei Gruppi DONNE FEDERPOL, SIMPATIZZANTI FEDERPOL e LAVORA CON NOI, sono sempre più numerose le richieste di amicizia che ci pervengono e le domande sulla nostra professione.]]></description>
			<content:encoded><![CDATA[<p>Superati i 2.700 amici di Federpol Roma su Facebook e grazie alle iniziative dei Gruppi DONNE FEDERPOL, SIMPATIZZANTI FEDERPOL e LAVORA CON NOI, sono sempre più numerose le richieste di amicizia che ci pervengono e le domande sulla nostra professione.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.federpol.it/comunicazioni-federpol/la-nostra-pagina-facebook/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>GRAZIE DA FEDERPOL ALL&#8217;UNIVERSITA&#8217; DE L&#8217;AQUILA</title>
		<link>http://www.federpol.it/comitato-formazione-professionale/grazie-da-federpol-alluniversita-de-laquila</link>
		<comments>http://www.federpol.it/comitato-formazione-professionale/grazie-da-federpol-alluniversita-de-laquila#comments</comments>
		<pubDate>Sun, 25 Mar 2012 15:12:38 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comitato Formazione Professionale]]></category>
		<category><![CDATA[Comunicazioni Federpol]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1563</guid>
		<description><![CDATA[Il Presidente e il Coordinatore Area Nord &#8211; Comitato Formazione Professionale Federpol &#8211; Gaetano Bernieri e Walter Policastro, porgono un sentito ringraziamento al Prof. Francesco Sidoti ed alla Prof.ssa Maria Teresa Gammone per la gentilissima ospitalità ricevuta.  I due soci Federpol, su invito della Facoltà di Scienze dell&#8217;Investigazione dell&#8217;Università degli Studi de l&#8217;Aquila, sono stati [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #000000;">Il Presidente e il Coordinatore Area Nord &#8211; Comitato Formazione Professionale Federpol &#8211; <em><strong>Gaetano Bernieri</strong></em> e <em><strong>Walter Policastro</strong></em>, porgono un sentito ringraziamento al Prof. Francesco Sidoti ed alla Prof.ssa Maria Teresa Gammone per la gentilissima ospitalità ricevuta.</span> <span id="more-1563"></span></p>
<p>I due soci Federpol, su invito della Facoltà di Scienze dell&#8217;Investigazione dell&#8217;Università degli Studi de l&#8217;Aquila, sono stati Relatori durante il Seminario sul tema <em><strong> &#8220;L’investigatore privato oggi: profili legislativi, professionali, formativi&#8221;</strong></em>. In un&#8217;aula piena di studenti della Facoltà, Gaetano Bernieri è intervenuto su argomenti (legislativi, formativi e professionali) riguardanti il comparto dell&#8217;Investigazione Privata dopo l&#8217;entrata in vigore del D.M. 269/2010 mentre Walter Policastro ha illustrato ai presenti l&#8217;importanza della Sicurezza Privata in genere ed in particolare quella del segmento portuale. Non è la prima volta che i due colleghi, tra l&#8217;altro molto &#8220;affiatati&#8221; tra loro, intervengono in un ambito formativo che ha visto il coinvolgimento diretto della Federpol, in piena sintonia e nel rispetto dei reciproci ruoli.</p>
<p>La giornata si è chiusa con un lungo question time da parte degli interessatissimi studenti, <em><strong>incentivati anche dalla maestria del moderatore, il Prof. Sidoti, il quale è riuscito a coinvolgere gli astanti durante tutto il seminario</strong></em>. Ci auguriamo che Federpol, in futuro, possa continuare a partecipare a queste giornate di studio presso gli atenei universitari, partecipazione che giova all&#8217;associazione ed alla categoria tutta.</p>
<p><img class="alignleft colorbox-1563" 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" 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			<wfw:commentRss>http://www.federpol.it/comitato-formazione-professionale/grazie-da-federpol-alluniversita-de-laquila/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>UNIVERSITA&#8217; DEL MOLISE, CORSI PER INVESTIGATORI PRIVATI</title>
		<link>http://www.federpol.it/comitato-formazione-professionale/universita-del-molise-corsi-per-investigatori-privati</link>
		<comments>http://www.federpol.it/comitato-formazione-professionale/universita-del-molise-corsi-per-investigatori-privati#comments</comments>
		<pubDate>Thu, 22 Mar 2012 23:16:54 +0000</pubDate>
		<dc:creator>Redazione Federpol</dc:creator>
				<category><![CDATA[Comitato Formazione Professionale]]></category>
		<category><![CDATA[Comunicazioni Federpol]]></category>
		<category><![CDATA[Corsi di alta formazione]]></category>
		<category><![CDATA[In Evidenza]]></category>
		<category><![CDATA[Alta Formazione]]></category>
		<category><![CDATA[Corsi]]></category>
		<category><![CDATA[Università del Molise]]></category>

		<guid isPermaLink="false">http://www.federpol.it/?p=1531</guid>
		<description><![CDATA[Si comunica a tutti i colleghi che partirà a breve la terza edizione del CORSO DI PERFEZIONAMENTO IN SCIENZE DELLE INVESTIGAZIONI PRIVATE * Unimol-Federpol, A.A. 2011-2012. Si tratta in effetti del secondo corso in un anno, a testimonianza del successo ottenuto dall&#8217;Ateneo Molisano, primo in Italia a varare il progetto Federpol, necessario all&#8217;ottenimento dei requisiti [...]]]></description>
			<content:encoded><![CDATA[<p><strong><a href="http://www.federpol.it/wp-content/uploads/2012/03/foto-unimol1.bmp"><img class="alignleft size-full wp-image-1534 colorbox-1531" title="foto unimol" src="http://www.federpol.it/wp-content/uploads/2012/03/foto-unimol1.bmp" alt="" /></a><span style="color: #800000;">Si comunica a tutti i colleghi che partirà a breve la terza edizione del CORSO DI PERFEZIONAMENTO IN SCIENZE DELLE INVESTIGAZIONI PRIVATE * Unimol-Federpol, A.A. 2011-2012</span>.</strong><span id="more-1531"></span></p>
<p>Si tratta in effetti del secondo corso in un anno, a testimonianza del successo ottenuto dall&#8217;Ateneo Molisano, primo in Italia a varare il progetto Federpol, necessario all&#8217;ottenimento dei requisiti di adeguamento (titolari di licenza da meno di 5 anni dall&#8217;entrata in vigore del D.M. 269/2010). Il Corso si terrà presso la struttura universitaria di Termoli (CB) e coprirà la sezione interregionale centro-sud adriatica.</p>
<p><a href="http://www.federpol.it/wp-content/uploads/2012/03/images1.jpg"><img class="alignleft size-thumbnail wp-image-1533 colorbox-1531" title="images" src="http://www.federpol.it/wp-content/uploads/2012/03/images1-150x150.jpg" alt="" width="150" height="150" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>La Città di Termoli (CB)</p>
<p>&nbsp;</p>
]]></content:encoded>
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