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<rss version="2.0"><channel><title>Catalu&#xF1;a - Instituciones Penitenciarias</title><description>Catalu&#xF1;a - Instituciones Penitenciarias</description><language>es</language><link>https://www.csif.es/es/portada/catalunainstitucionespenitenciarias/categoria/ordenes</link><lastBuildDate>Sun, 05 Apr 26 15:36:08 CEST</lastBuildDate><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/catalunainstitucionespenitenciarias/articulo/3912</guid><title>ORDRE SERVEI 1/2006 DISTRIBUCIO DE JORNADA</title><pubDate>Wed, 16 Mar 22 11:43:36 CET</pubDate><link>https://www.csif.es/es/noticia/portada/catalunainstitucionespenitenciarias/articulo/3912</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Normativa</category><category>&#xD3;rdenes</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Personal de Instituciones Penitenciarias</category><content:encoded xmlns:content="content"/></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/catalunainstitucionespenitenciarias/articulo/3874</guid><title>PROTOCOL D'AGRESSIONS A PRESONS CATALUNYA</title><pubDate>Wed, 16 Mar 22 08:45:23 CET</pubDate><link>https://www.csif.es/es/noticia/portada/catalunainstitucionespenitenciarias/articulo/3874</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Normativa</category><category>&#xD3;rdenes</category><category>Prevenci&#xF3;n de Riesgos Laborales</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Personal de Instituciones Penitenciarias</category><content:encoded xmlns:content="content">&lt;p&gt;Protocolo y anexos sobre agresiones a funcionarios/as de prisiones de Catalu&#xF1;a.&lt;/p&gt;&#xD;
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" /&gt;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/catalunainstitucionespenitenciarias/articulo/3866</guid><title>CIRCULAR 2/2017 LOS DERT EN CATALU&#xD1;A</title><pubDate>Wed, 16 Mar 22 08:19:44 CET</pubDate><link>https://www.csif.es/es/noticia/portada/catalunainstitucionespenitenciarias/articulo/3866</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Normativa</category><category>&#xD3;rdenes</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Personal de Instituciones Penitenciarias</category><content:encoded xmlns:content="content">&lt;p&gt;Circular 2/2017, del r&#xE8;gim tancat en els centres penitenciaris de Catalunya&lt;br /&gt;&#xD;
I. Antecedents&lt;br /&gt;&#xD;
L&#x2019;aplicaci&#xF3; del r&#xE8;gim tancat &#xE9;s una mesura excepcional que s&#x2019;ha de prendre quan el r&#xE8;gim&lt;br /&gt;&#xD;
ordinari no &#xE9;s suficient per canviar la conducta d&#x2019;aquelles persones internes que&lt;br /&gt;&#xD;
comprometen seriosament la normal conviv&#xE8;ncia dels centres penitenciaris. Als&lt;br /&gt;&#xD;
departaments de r&#xE8;gim tancat, anomenats DERT, es donen condicions especials pel que fa&lt;br /&gt;&#xD;
als antecedents de conducta de les persones que hi romanen, les restriccions en els&lt;br /&gt;&#xD;
moviments i les mesures de seguretat aplicades, que fan necess&#xE0;ria una acurada regulaci&#xF3;&lt;br /&gt;&#xD;
en el seu funcionament i una supervisi&#xF3; constant per part de l&#x2019;Administraci&#xF3; penitenci&#xE0;ria.&lt;br /&gt;&#xD;
Fins ara, l&#x2019;aplicaci&#xF3; del r&#xE8;gim tancat estava pautada a la Circular 5/2001, per la qual&lt;br /&gt;&#xD;
s&#x2019;aprova el Programa marc d&#x2019;intervenci&#xF3; a les unitats i departaments de r&#xE8;gim tancat dels&lt;br /&gt;&#xD;
centres penitenciaris de Catalunya. M&#xE9;s de 15 anys despr&#xE9;s, s&#x2019;han produ&#xEF;t canvis en el&lt;br /&gt;&#xD;
sistema penitenciari que justifiquen la reconsideraci&#xF3; d&#x2019;alguns dels seus elements principals.&lt;br /&gt;&#xD;
A m&#xE9;s, durant els darrers dos anys, s&#x2019;han dut a terme iniciatives de millora per part dels&lt;br /&gt;&#xD;
serveis penitenciaris i tamb&#xE9; recomanacions de l&#x2019;entorn social de les quals poden derivar&lt;br /&gt;&#xD;
importants millores en el funcionament d&#x2019;aquests departaments.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
</content:encoded></item></channel></rss>
