tag:blogger.com,1999:blog-12969368003893567022024-03-13T05:41:31.123+01:00Recursos para la formación, la orientación y el empleoLa información, el intercambio de opiniones y experiencias son fundamentales para la toma de decisiones, especialmente en procesos en los que se actúa con personas, grupos, o comunidades. A tal fin quiere responder este blog que te comparto.Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.comBlogger29125tag:blogger.com,1999:blog-1296936800389356702.post-57987533674525494652019-05-15T20:48:00.001+02:002019-05-15T20:48:23.719+02:00<!--[if !mso]>
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<div class="separator" style="clear: both; text-align: center;">
<img border="0" data-original-height="174" data-original-width="571" src="https://4.bp.blogspot.com/-0gb7zhPN9iA/XNxd6Jr20kI/AAAAAAAABYg/SQgEOR3Um4MFcxbhErGnWpZGfrqvajedACLcBGAs/s1600/Foessa.png" /></div>
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<span class="ember-view">El informe FOESSA 2019 de Caritas Española sobre el riesgo de
exclusión social de quienes tienen empleo: cada vez más precario y
"normal-izado"</span></div>
<div class="MsoNormal" style="line-height: normal; margin: 6pt 0cm; text-align: justify;">
<span class="ember-view">Te recomiendo que le des un vistazo para no perder
los "referentes" del mercado de trabajo en el que estamos.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin: 6pt 0cm; text-align: justify;">
<span class="ember-view"><a href="https://caritas-web.s3.amazonaws.com/main-files/uploads/2019/05/Dossier-FOESSA-Empleo-y-Exclusi%C3%B3n-Social.pdf">Informe</a> </span></div>
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<a href="https://caritas-web.s3.amazonaws.com/main-files/uploads/2019/05/Dossier-FOESSA-Empleo-y-Exclusi%C3%B3n-Social.pdf"><span style="color: windowtext; mso-fareast-language: ES; mso-no-proof: yes; text-decoration: none; text-underline: none;">
</span></a></div>
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<div class="MsoNormal" style="line-height: 115%; margin: 6pt 0cm 0.0001pt; text-align: justify;">
<span style="color: red;"><b style="mso-bidi-font-weight: normal;">Personas con empleo y en exclusión social</b></span></div>
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La usencia de
empleo no es la única característica que empuja a situaciones de exclusión y
pobreza, de hecho, la vulnerabilidad se encuentra cada vez más presente en el
espacio de aquellas personas y hogares que están trabajando, por lo que
podríamos decir que contar con un empleo ha dejado de ser sinónimo de
integración y bienestar. Así pues, el 12,3% de la población que está
trabajando se encuentra en situación de exclusión y la pobreza severa alcanza
al 2,1% de este mismo colectivo.</div>
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….</div>
<div class="MsoNormal" style="line-height: 115%; margin: 6pt 0cm 0.0001pt; text-align: justify;">
<span style="color: red;"><b style="mso-bidi-font-weight: normal;">Las dificultades económicas en los
hogares con empleo</b></span></div>
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Más allá de los
escenarios estrictos de pobreza y exclusión, hay otras situaciones que viven
los hogares y que ahondan en las consecuencias de una precarización del
empleo. Las dificultades de las familias cuyo sustentador principal está
trabajando para llegar a fin de mes inciden en la idea de que el empleo ha
dejado de ser un protector plenamente eficaz contra la exclusión. Así, el
36,2% de los hogares con sustentador principal empleado se han visto
obligados a reducir gastos en vestimenta, alimentación o suministros del
hogar. Una estrategia que, a pesar de ser desarrollada por más de un tercio
de estos hogares, sin embargo, no ha sido suficiente para aliviar las
economías de las familias hasta el punto de que el 17,1% de las mismas han
tenido que recurrir a ayudas económicas externas ya sean de familiares o de
instituciones.</div>
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…</div>
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<span class="ember-view"><br /></span></div>
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Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-6080785607999829472019-04-18T20:45:00.000+02:002019-04-18T20:45:54.560+02:00<h2 style="text-align: center;">
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<b style="mso-bidi-font-weight: normal;"><span style="color: red;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="font-size: x-large;">Plan
Reincorpora-T</span><span style="font-size: 20pt;"><o:p></o:p></span></span></span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-size: 11.0pt;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Acuerdo del
Consejo de Ministros de 5 de abril de 2019.<b style="mso-bidi-font-weight: normal;"><span style="color: red;"><o:p></o:p></span></b></span></span></div>
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<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><a href="https://1.bp.blogspot.com/-VJxaPo8vbuM/XLjCrCUsvMI/AAAAAAAABYA/CYO73YE3RZAf92_xeVHtO7LCtnrZG1KdACEwYBhgL/s1600/ReincorporaT.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="573" data-original-width="763" height="300" src="https://1.bp.blogspot.com/-VJxaPo8vbuM/XLjCrCUsvMI/AAAAAAAABYA/CYO73YE3RZAf92_xeVHtO7LCtnrZG1KdACEwYBhgL/s400/ReincorporaT.jpg" width="400" /></a></span></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Se inscribe en el marco de los ‘Objetivos de Desarrollo Sostenible de
la Agenda 2030’ de la ONU<o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><br /></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><o:p></o:p></span></span></div>
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<span style="color: red; font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><b>Actuaciones dirigidas a:</b></span></div>
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<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">• Incorporar al mercado de trabajo a las personas PLD de 30 y más años
que hayan estado en paro durante 12 o más meses en los últimos 18 meses.</span></div>
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<br /></div>
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<span style="color: red; font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><b>Actuaciones preventivas sobre:</b></span></div>
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<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]-->Personas mayores de 45 años que han perdido su
empleo.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]-->Personas despedidas en procesos de
reestructuración empresarial.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]-->Personas con discapacidad y mujeres víctimas
de violencia de género.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]-->Población vulnerable en hogares con bajos
ingresos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]-->Trabajadores con empleo que no llegan al
umbral del SMI.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]-->Personas ocupadas en el trabajo doméstico y
como cuidadoras no profesionales de personas dependientes.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]-->Personas en paro durante 9 meses en los
últimos 18 meses inscritas en el Régimen Especial Agrario.</span></div>
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<br /></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><b><span style="color: red;">Me parece especialmente interesante que: </span></b><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]-->Define
objetivos con indicadores de evaluación cuantitativos y cualitativos:<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]-->Garantizar
la atención individual y personalizada de las personas PLD mediante la
especialización de los Equipos de Acogida, Orientación y Prospección de los
SPE, estableciendo la figura del ‘orientador de referencia’<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]-->Articular
la colaboración de los SPE con los servicios sociales de las CC.AA.,
estableciendo ‘puntos únicos de atención’, en el marco de la ‘Cartera Común
de Servicios del Sistema Nacional de Empleo’<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]-->Cerrar
acuerdos de colaboración con: Entidades Locales, Tercer Sector, Redes de
Economía Social y Solidaria, y entidades colaboradoras de los SPE; en los
términos y en las actividades señaladas en la Ley de Empleo para la
colaboración público-privada.<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Promover
la implantación de procesos despersonalizados de selección mediante el uso
del ‘C.V. anónimo o ciego’, para sensibilizar a las empresas y evitar
barreras de discriminación por sexo, origen, edad o condición.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]-->Articular
un sistema que genere un valor añadido mediante el incremento del crédito
formativo ligado a la ‘responsabilidad social corporativa’ para las empresas
que incorporen y mantengan de forma estable tasas de inserción de
trabajadores que provengan del PLD, por encima de las exigencias legales.<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 3.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.4pt;">
<!--[if !supportLists]--><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">•<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><!--[endif]-->Impulsar
la cualificación y acreditación de competencias de los cuidadores no
profesionales de personas en situación de dependencia, promoviendo la formación
profesional de este colectivo, para mejorar la prestación de los cuidados y
servicios en el presente y facilitar la continuidad profesional de este
colectivo en el sector de actividad de cuidados personales en el futuro.<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></span></div>
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<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: justify;">
<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><b><span style="color: red;">Personalmente recomiendo su lectura</span></b><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: justify;">
<a href="https://www.boe.es/boe/dias/2019/04/09/pdfs/BOE-A-2019-5242.pdf"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">https://www.boe.es/boe/dias/2019/04/09/pdfs/BOE-A-2019-5242.pdf</span></a></div>
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<a href="https://www.sepe.es/contenidos/personas/encontrar_empleo/plan_reincorpora-t_paro_larga_duracion.html"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">https://www.sepe.es/contenidos/personas/encontrar_empleo/plan_reincorpora-t_paro_larga_duracion.html</span></a><span style="font-family: Georgia, "Times New Roman", serif; font-size: 12pt; line-height: 150%;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
</h2>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-43665309131509483722017-01-12T21:34:00.001+01:002017-01-12T21:36:08.890+01:00<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large;"><span style="line-height: 115%;"><span style="color: red;">EVALUACIÓN DE LA EMPLEABILIDAD, BALANCE DE
COMPETENCIAS E ITINERARIOS INDIVIDUALES</span></span></span></span></h2>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large;"><span style="line-height: 115%;"><span style="color: red;"><span style="font-size: small;"><span style="color: black;"><span style="font-weight: normal;">60 horas On-line Bonificable </span></span></span></span></span></span></span></h2>
<div class="separator" style="clear: both; text-align: center;">
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on-line con Grupo 5. Te lo recomiendo.</span></span></span></div>
<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
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<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span><div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
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<br /></div>
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<span style="font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://ifisgrupo5.com/por-formato/online/evaluacionempleabilidaditinerarios-individuales-1.html"><span style="font-size: 12.0pt; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt;">http://ifisgrupo5.com/por-formato/online/evaluacionempleabilidaditinerarios-individuales-1.html</span></a></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt;"></span></div>
</h2>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-86493004860816525692016-12-29T21:47:00.002+01:002016-12-29T22:43:31.566+01:00<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="color: red; font-family: "verdana" , "sans-serif"; font-size: 14.0pt; line-height: 150%;">Madrid se estrena con la primera CONVOCATORIA
DE EVALUACIÓN Y ACREDITACIÓN DE COMPETENCIAS adquiridas por la experiencia
laboral.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: red; font-family: "verdana" , "sans-serif"; font-size: 14.0pt; line-height: 150%;">¡ Ya era hora !.</span></b></div>
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<span style="background-color: white;">
</span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #9fc5e8;"><span style="background-color: white;"><span style="font-family: "verdana" , "sans-serif"; mso-bidi-font-size: 12.0pt;"><a href="http://www.bocm.es/boletin/CM_Orden_BOCM/2016/12/29/BOCM-20161229-7.PDF"><span style="text-decoration: none;">ORDEN de 20
de diciembre de 2016, de la Consejería de Economía, Empleo y Hacienda, por la
que se convoca procedimiento de evaluación y acreditación de las competencias
profesionales adquiridas a través de la experiencia laboral o de vías no
formales de formación, en las cualificaciones profesionales de <span style="color: red;"><b>Atención Sociosanitaria
a Personas Dependientes en Instituciones Sociales </b><span style="color: #9fc5e8;">y</span><b> Atención Sociosanitaria a
Personas Dependientes en el domicilio</b></span> en el ámbito de la Comunidad de Madrid.</span></a></span></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<a href="https://2.bp.blogspot.com/-9FrU-VupTo0/WGVy9weQYDI/AAAAAAAAArI/TjHmTTmhZ8Imc5-TNOA3taj_qMY5W6hDwCEw/s1600/OfcinaEmpleo.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="205" src="https://2.bp.blogspot.com/-9FrU-VupTo0/WGVy9weQYDI/AAAAAAAAArI/TjHmTTmhZ8Imc5-TNOA3taj_qMY5W6hDwCEw/s400/OfcinaEmpleo.png" width="400" /></a><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "verdana" , sans-serif;">Desde 2009
(RD 1224/2009 Reconocimiento de las Competencias Profesionales adquiridas por
Experiencia Laboral) se han realizado más de 600 convocatorias en el resto de
las Comunidades Autónomas. </span></div>
<span style="font-family: "verdana" , sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "verdana" , sans-serif;">Ha sido
necesaria la presión de los sindicatos para que la Comunidad de Madrid aceptase,
a través de la Estrategia Madrid por el Empleo, la convocatoria de estos
procedimientos.</span></div>
<span style="font-family: "verdana" , sans-serif;">
</span><br />
<span style="font-family: "verdana" , sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "verdana" , sans-serif;">Esta
medida es clave para mejorar
la empleabilidad de:</span></div>
<br />
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 11.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;">Cuidadores
y cuidadoras .</span></div>
<br />
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 11.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;">Gerocultores
y gerocultoras .</span></div>
<br />
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 11.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;">Auxiliar
de enfermería geriatrica.</span></div>
<br />
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 11.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;">Asistencia
personal a personas con gran dependencia </span></div>
<br />
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "symbol"; font-size: 11.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;">Auxiliar
de Ayuda a Domicilio</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<br /></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "symbol"; font-size: 11.0pt;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;">….
y otras c</span><span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;">ategorías
profesionales similares</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<br /></div>
<br />
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;">quienes tienen amplia experiencia y
que sin una titulación académica, no pueden demostrar su cualificación.</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
</div>
<br />
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "verdana" , "sans-serif"; font-size: 11.0pt;">Por otro lado, quienes están
trabajando en esas ocupaciones, necesitan este reconocimiento, ya que a partir
del 31/12/2017 (ultima moratoria) no podrán atender a otras personas si no
tienen titulación académica (FP) o el Certificado de Profesionalidad, al que
podrían<span style="mso-spacerun: yes;"> </span>acceder mediante formación o
mediante este procedimiento que se convoca.</span></div>
<br />
<span style="font-family: "verdana" , "sans-serif"; mso-bidi-font-size: 12.0pt;">Dirigida a ocupados y desempleados <b>con experiencia laboral,
formación no formal, becariado o voluntariado.</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "verdana" , "sans-serif"; mso-bidi-font-size: 12.0pt;">Inscripciones desde el día 16 de enero hasta el 15 de
marzo de 2017. <b>NO SE ADMITIRÁN ANTES DE ESA FECHA.</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "verdana" , "sans-serif"; mso-bidi-font-size: 12.0pt;">Las personas interesadas en participar en este
procedimiento podrán acudir a algunos de los puntos de información siguientes:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "verdana" , "sans-serif"; mso-bidi-font-size: 12.0pt;">— Oficinas de Empleo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "verdana" , "sans-serif"; mso-bidi-font-size: 12.0pt;">— Centros Propios de Formación para el Empleo de la
Comunidad de Madrid.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "verdana" , "sans-serif"; mso-bidi-font-size: 12.0pt;">— Puntos de información y atención al ciudadano de la
Consejería de Economía, Empleo y Hacienda.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "verdana" , "sans-serif"; mso-bidi-font-size: 12.0pt;">— Servicio de Atención telefónica 012.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "verdana" , "sans-serif"; mso-bidi-font-size: 12.0pt;">— Página web de la Comunidad de Madrid (www.madrid.org)
y Portal Empleo.</span></div>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-46129547909796450862016-05-29T11:46:00.002+02:002016-05-29T11:46:51.111+02:00<!--[if gte mso 9]><xml>
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<![endif]--><b><span style="color: red;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: 12pt;">RECONOCIMIENTO
DE LAS COMPETENCIAS ADQUIRIDAS EN EL VOLUNTARIADO</span></span></span></b><br />
<span style="font-family: "verdana" , sans-serif;">
</span><br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-e4e9OBykAX4/V0q50ZfWBPI/AAAAAAAAAcA/QqSr7snCr8IS1rvv_ODlLJknnKa9Qs6OwCKgB/s1600/reconoce.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://3.bp.blogspot.com/-e4e9OBykAX4/V0q50ZfWBPI/AAAAAAAAAcA/QqSr7snCr8IS1rvv_ODlLJknnKa9Qs6OwCKgB/s320/reconoce.png" width="300" /></a></div>
<span style="font-family: "verdana" , sans-serif;"><b><span style="font-size: 12pt; font-weight: normal;"><span id="goog_1403522984"></span><span id="goog_1403522985"></span>La Confederación de Centros
Juveniles Don Bosco, </span></b><span style="font-size: 12pt;">F<b><span style="font-weight: normal;">ederación Didania de escuelas de
educación en el tiempo libre y <span style="mso-spacerun: yes;"> </span>ASDE
Scouts de España</span></b> se han unido para poner en valor la
experiencia del voluntariado que trabaja en el ámbito del tiempo libre
educativo, para sensibilizar al tejido empresarial y a la sociedad en general
sobre las competencias adquiridas por el voluntariado y para mejorar la
empleabilidad de los jóvenes.</span></span></div>
<span style="font-family: "verdana" , sans-serif;">
</span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: 12pt;">El Proyecto Reconoce tiene como objetivo principal articular
una red nacional de organizaciones que impulsen el reconocimiento de las
competencias y habilidades, obtenidas a través de la acción voluntaria, que
mejoran la empleabilidad de los y las jóvenes a través de un procedimiento de
asesoramiento externo y una app.</span></span></div>
<span style="font-family: "verdana" , sans-serif;">
</span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: 12pt;">Se evaluarán y reconocerán las siguientes competencias:</span></span></div>
<span style="font-family: "verdana" , sans-serif;">
</span><br />
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<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 244.45pt;" valign="top" width="326"><div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">1.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Negociación</span></div>
<div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">2.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Tacto y prudencia</span></div>
<div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">3.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Trabajo en equipo</span></div>
<div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">4.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Comunicación interpersonal</span></div>
<div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">5.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Habilidad técnica y personal</span></div>
<div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">6.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span>Organización
y planificación</span></div>
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<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 244.45pt;" valign="top" width="326"><div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">7.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Liderazgo de iniciativas</span></div>
<div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">8.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Flexibilidad y adaptación</span></div>
<div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">9.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Optimismo y entusiasmo</span></div>
<div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<a href="https://www.blogger.com/blogger.g?blogID=1296936800389356702" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">10.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Capacidad de aprendizaje</span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">11.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Iniciativa y autonomía</span></div>
<div class="MsoListParagraph" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "verdana" , sans-serif;"><span style="mso-list: Ignore;">12.<span style="font-family: "verdana" , sans-serif;"> </span></span>Análisis y resolución de problemas</span></div>
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<span style="font-family: "verdana" , sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: 12pt;"> Más información en <span style="mso-spacerun: yes;"> </span></span><span style="font-size: 12pt;"><a href="http://reconoce.org/">http://reconoce.org</a></span></span><span style="font-family: "sans serif" , "serif"; font-size: 12.0pt;"></span></div>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-15543024830046716222016-05-25T19:46:00.001+02:002016-05-25T19:47:58.364+02:00<h2 style="text-align: center;">
<span style="color: red; font-family: "verdana" , sans-serif; font-size: large; font-weight: normal;">COMPETENCIAS Y EMPLEABILIDAD</span></h2>
<h2 style="text-align: center;">
<span style="color: red; font-family: "verdana" , sans-serif; font-size: large; font-weight: normal;">DEL VOLUNTARIADO JUVENIL</span></h2>
<div>
<div class="MsoNoSpacing" style="text-align: justify;">
<a href="https://1.bp.blogspot.com/-CmzFLGQrpnE/V0XiqTOQpiI/AAAAAAAAAbw/gLrLIpO69tsRns1har7Q393VucKjQ7McQCLcB/s1600/reconoce.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="226" src="https://1.bp.blogspot.com/-CmzFLGQrpnE/V0XiqTOQpiI/AAAAAAAAAbw/gLrLIpO69tsRns1har7Q393VucKjQ7McQCLcB/s320/reconoce.png" width="320" /></a><span style="font-family: "verdana" , sans-serif;"></span><br />
<div style="text-align: left;">
<span style="font-family: "verdana" , sans-serif;">INFORME DE INVESTIGACIÓN</span></div>
</div>
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<div style="text-align: left;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<div class="MsoNoSpacing" style="text-align: justify;">
<div style="text-align: left;">
<span style="font-family: "verdana" , sans-serif;">Desde hace años se viene
hablando de la vinculación cada vez más evidente entre el aprendizaje y el
desarrollo personal que supone el ejercicio del voluntariado, y la mejora de la
empleabilidad de las personas voluntarias. Esto es más relevante todavía en el
caso de los y las jóvenes voluntarios, debido a la falta de oportunidades y las
dificultades que tienen para acceder a un empleo.<o:p></o:p></span></div>
</div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">La Confederación de Centros
Juveniles Don Bosco, la Federación Didania y ASDE Scouts de España han puesto
en común su amplia experiencia de trabajo con jóvenes voluntarios comprometidos
en el Proyecto Reconoce, con un triple objetivo:</span></div>
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<ul>
<li><span style="font-family: "verdana" , sans-serif;">Poner en valor la experiencia
de las personas voluntarias que trabajan en el ámbito del tiempo libre
educativo.</span></li>
<li><span style="font-family: "verdana" , sans-serif;">Sensibilizar al tejido empresarial y a la sociedad en general sobre
las competencias adquiridas por el voluntariado.</span></li>
<li><span style="font-family: "verdana" , sans-serif;">Ayudar a la mejora de la
empleabilidad de los y las jóvenes voluntarios.</span></li>
</ul>
<br />
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Este proyecto cuenta con el
apoyo financiero del Programa de Ciudadanía Activa del Mecanismo Financiero del
Espacio Económico Europeo 2009-2014, canalizado en España por la Plataforma de
ONG de Acción social.</span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="color: red; font-family: "verdana" , sans-serif;"><b style="background-color: white;">Puedes bajártelo<a href="https://dl.dropboxusercontent.com/u/20718126/Estudio_reconoce.pdf"> aqui</a></b></span></div>
</div>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-86157267988657788012016-04-10T12:26:00.001+02:002016-04-10T12:30:10.812+02:00LA IGUALDAD DE OPORTUNDADES NO FUNCIONA EN ESPAÑA<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-size: large;"><span style="color: red;"><span style="font-family: "verdana" , "sans-serif"; line-height: 115%;">EL NIVEL DE ESTUDIOS, LA OCUPACIÓN LABORAL Y LA RENTA
CONTRIBUYEN A QUE LA POBREZA SE HEREDE DE PADRES A HIJOS</span></span></span></div>
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<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Una vez más, Caritas Española a través
informe FOESA nos comparte su análisis de las situaciones de pobreza en
España:</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #b80000; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></i></b><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Factores como </span><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">el nivel de estudios, la situación
laboral, la ocupación y la renta</span><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"> son
los principales responsables de que en nuestro país la pobreza se herede de
padres a hijos. Esta es una de las constataciones recogidas en un nuevo estudio
de la Fundación FOESSA que sale a la luz bajo el título “<b style="mso-bidi-font-weight: normal;">La transmisión intergeneracional de la pobreza: factores, procesos y
propuestas para la intervención</b>” y que se ha presentado hoy en Madrid en la
sede de Cáritas Española. En el acto de presentación han intervenido <b style="mso-bidi-font-weight: normal;">Sebastián Mora Rosado</b>, secretario
general de Cáritas Española y director ejecutivo de FOESSA, y <b style="mso-bidi-font-weight: normal;">R</b></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">aúl Flores Martos</span></b><span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">, que ha coordinado el trabajo
de investigación en el que también han participado <b style="mso-bidi-font-weight: normal;">Mónica Gómez Morán</b> y <b style="mso-bidi-font-weight: normal;">Víctor
Renes Ayala. </b></span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Trasmisión
intergeneracional de la pobreza en España </span></b><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">La existencia de lo que se conoce como <i style="mso-bidi-font-style: normal;">transmisión intergeneracional de la pobreza</i> (TIP) se refiere a las
dificultades que tiene una generación que ha vivido sus primeros años en un
hogar en situación de pobreza para generar un cambio ascendente en el estatus
socioeconómico con relación a la generación anterior. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">En España y a la vista de los datos manejados en la investigación de
FOESSA, tenemos una estructura social que permite que las realidades de pobreza
sean algo que se pueden heredar y que, de hecho, se heredan. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">“Los estudios analizados –ha señalado Raúl Flores-- nos muestran una
fuerte asociación entre las condiciones de vida de padres e hijos. No es
extraño, por eso, que en los centros de servicios sociales y en los espacios de
las entidades y ONG que actúan en el terreno de la acción social se estén
atendiendo a los nietos de aquellos que acompañaron hace 30 años”. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Y ha añadido: “</span><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Aunque se puede
considerar como un axioma de nuestro modelo social el concepto de la ´igualdad
de oportunidades´ para todos, los estudios analizados indican una fuerte
asociación entre las condiciones de vida de padres e hijos, con lo cual la
igualdad de oportunidades queda más como una aspiración que como una realidad”.
</span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">En el estudio se
identifican varios factores de carácter estructural que intervienen y actúan en
dicha transmisión de la pobreza, como son <b style="mso-bidi-font-weight: normal;">el
nivel de estudios, la situación laboral, la ocupación y la renta</b>. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">La educación </span></b><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">El estudio indica
que a pesar de que en nuestro país se ha producido una movilidad educativa
ascendente generalizada como fruto de la universalización de la educación,<b style="mso-bidi-font-weight: normal;"> 8 de cada 10 personas cuyos padres no
alcanzaron la primaria no han conseguido completar los estudios secundarios. </b></span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">La situación laboral y la ocupación </span></b><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">La situación laboral y la ocupación de los progenitores son factores
que, además de estar relacionados con el nivel educativo que permite desempeñar
unas u otras tareas, también están estrechamente ligados a la existencia o no
de una fuente de ingresos y a la cuantía de la misma. <b style="mso-bidi-font-weight: normal;">Ese estatus laboral representa un claro factor de transmisión
intergeneracional entre padres e hijos</b>.</span><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"> </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">La renta </span></b><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Asimismo, se ha
constatado una alta correlación entre las dificultades económicas en los
hogares de origen y el nivel de formación alcanzado por éstos<b style="mso-bidi-font-weight: normal;">. A medida que los problemas financieros
decrecen, aumenta la proporción de adultos con niveles educativos altos</b>.<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">De hecho, los
problemas económicos suponen un freno a la adquisición de niveles educativos
más altos: <b style="mso-bidi-font-weight: normal;">4 de cada 10 adultos (41%)
que vivió su adolescencia con problemas económicos muy frecuentes, no consiguió
alcanzar la educación secundaria.</b> Esta situación sólo afecta al 8% de los
que nunca tuvieron dificultades económicas. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Otro dato
elocuente es que <b style="mso-bidi-font-weight: normal;">8 de cada 10 personas
que vivieron graves dificultades económicas en su infancia y adolescencia, las
están reviviendo en la actualidad como adultos.</b> Concretamente, el 81% de
las personas que tuvieron dificultades, las volvían a tener en ese momento,
frente al 45% de los que no las tuvieron. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">La <b style="mso-bidi-font-weight: normal;">tendencia a heredar la situación económica
se hace más intensa en los momentos de mayor inestabilidad económica</b>. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">El estudio permite
comprobar como <b style="mso-bidi-font-weight: normal;">la pobreza presente
genera pobreza futura</b>. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; mso-layout-grid-align: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">La pobreza
de las familias con hijos </span></b><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">La investigación
presta una especial atención a la transmisión de la pobreza en el núcleo
familiar y a la importancia de los menores en la intensidad de la misma en el
seno de los hogares. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Tanto Sebastián Mora como Raúl Flores han puesto el énfasis a la hora
de señalar que “cuando hablamos de pobreza infantil nosotros nos referimos a la
pobreza de las familias con hijos”. En ese sentido, el estudio subraya que, hoy
en día, el mayor riesgo de pobreza y de exclusión social se da entre las
familias con hijos a cargo. <b style="mso-bidi-font-weight: normal;">El riesgo de
las familias con menores es notablemente mayor al de cualquier otra
configuración familiar</b>. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">De manera
concreta, l</span><span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">a <b style="mso-bidi-font-weight: normal;">tasa de pobreza</b> en los
hogares sin menores es del 16%, mientras que <b style="mso-bidi-font-weight: normal;">asciende al 28% en los hogares en los que hay menores</b>, al 42% en el
caso de familias monoparentales con hijos y al 44% cuando las familias tienen
tres o más menores. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Como explica Flores, “este fenómeno social, es a día de hoy, una de
las cosas que más distingue la realidad social española de los países de
nuestro entorno. <b style="mso-bidi-font-weight: normal;">La brecha en la tasa de
pobreza entre los hogares sin menores y con menores es en España tres veces
superior a la UE27</b>”. Y aunque la pobreza y la exclusión de las familias con
menores son previas a la crisis económica, estas se han hecho más extensas y
más intensas en los últimos años. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">La debilidad
de las inversiones públicas </span></b><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Los autores analizan también el modelo de protección social para
encontrar las causas de la persistencia de la TIP. Una de ellas obedece a que
el modelo español está centrado en el amparo del sector productivo de la
población a través<span style="mso-spacerun: yes;"> </span>de la protección del
desempleo y de las pensiones de jubilación. Si bien antes los grupos con mayor
riesgo de pobreza eran los mayores, ahora esto ha cambiado pasando a
concentrarse el riesgo en las familias con menores. Ello responde al hecho de
que la inversión en tercera edad no está cuestionada mientras que la inversión
en infancia se observa como una responsabilidad de los progenitores. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">En el estudio se afirma que la protección social de la infancia en
España, en lugar de ir dirigida a todos los menores, sólo se destina, en la
mayoría de las ocasiones, a quienes se encuentran en situación de desamparo o
riesgo, lo que conlleva una segmentación de las políticas que reproducen las
viejas pautas de segregación entre las poblaciones infantiles <i style="mso-bidi-font-style: normal;">normales</i> y las marginales, que se ven
estigmatizadas. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Comparado con la media de la UE, España invierte muy poco en familia e
infancia. La parte del PIB que España destina a la infancia y la familia es el
1,3%, frente al 2,2% de media de la UE27. El gasto en infancia y familia
representa el 5,3% del total de gasto en protección social, mientras que en la
UE27 el gasto en infancia<span style="mso-spacerun: yes;"> </span>y familia
supone el 7,5%. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">El informe constata también como el sistema español de impuestos y
prestaciones ha sido y es uno de los menos efectivos en la redistribución de
las rentas familiares de toda la UE, entre otros motivos por la práctica
inexistencia de prestaciones de carácter familiar. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Impulso de políticas públicas para frenar la TIP </span></b><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">En la última parte
de la investigación los autores desarrollan un repertorio de propuestas que
sirvan para diseñar una política pública dirigida a luchar de manera específica
contra la TIP y que aborde de manera integral todos los factores potencialmente
transmisores de la pobreza y la exclusión social. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">En este sentido,
como elementos prioritarios para afrontar la TIP y garantizar el cumplimiento
de los derechos humanos, se proponen los siguientes: </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoListParagraph" style="margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;">1.</span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-fareast-font-family: Arial;"> </span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">La inversión en la
educación </span></b><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">debería de ser una
prioridad de los Estados de bienestar, de forma que el producto educativo que
recibe la infancia no dependa de la capacidad para invertir en la enseñanza de
sus padres. </span><span style="font-family: "verdana" , "sans-serif";"></span></div>
<div class="MsoListParagraph" style="margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;">2.</span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-fareast-font-family: Arial;"> </span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">Impulsar una contribución clara y decidida en
la red de servicios sociales comunitarios por la <b style="mso-bidi-font-weight: normal;">“atención psicoeducativa”</b>: apoyo psicológico y social a las
familias, apoyo psicopedagógico a los menores con deficiencias, y apoyo a las
actividades en tiempo libre. </span><span style="font-family: "verdana" , "sans-serif";"></span></div>
<div class="MsoListParagraph" style="margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;">3.</span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-fareast-font-family: Arial;"> </span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">Garantizar un sistema de <b style="mso-bidi-font-weight: normal;">salud pública universal</b> con acceso gratuito para todas las personas
que residen en el territorio, independientemente de su situación administrativa
y contributiva. </span><span style="font-family: "verdana" , "sans-serif";"></span></div>
<div class="MsoListParagraph" style="margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;">4.</span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-fareast-font-family: Arial;"> </span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">Promover la
inversión en políticas sociales y políticas redistributivas </span></b><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">que consigan de manera eficaz la reducción de
las desigualdades. </span><span style="font-family: "verdana" , "sans-serif";"></span></div>
<div class="MsoListParagraph" style="margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;">5.</span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-fareast-font-family: Arial;"> </span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">Desarrollar <b style="mso-bidi-font-weight: normal;">una política de vivienda y urbanismo </b>que se convierta en
herramienta contra la reproducción y transmisión de las situaciones de
vulnerabilidad y/o exclusión<b style="mso-bidi-font-weight: normal;">.</b> </span><span style="font-family: "verdana" , "sans-serif";"></span></div>
<div class="MsoListParagraph" style="margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;">6.</span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-fareast-font-family: Arial;"> </span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">Tomando como referencia otros modelos
europeos, es necesaria una política basada en<b style="mso-bidi-font-weight: normal;"> un sistema de prestaciones universales destinadas a la familia y a la
infancia</b>, que ponga freno a la reproducción de la discriminación social y
que aporten un elemento de estabilidad y continuidad. </span><span style="font-family: "verdana" , "sans-serif";"></span></div>
<div class="MsoListParagraph" style="margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;">7.</span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-fareast-font-family: Arial;"> </span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">Dado que la situación laboral de los
progenitores tiene una influencia directa en la TIP, la política pública debe
contener <b style="mso-bidi-font-weight: normal;">un proceso de inclusión social
a través de la activación de los progenitores</b>, que contemple, entre otros
temas, un apoyo efectivo para la conciliación de la vida laboral y familiar de
los padres. </span><span style="font-family: "verdana" , "sans-serif";"></span></div>
<div class="MsoListParagraph" style="margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;">8.</span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-fareast-font-family: Arial;"> </span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">El <b style="mso-bidi-font-weight: normal;">apoyo
directo a las familias en su labor parental, </b>mediante la provisión de
servicios de orientación a los padres, debería servir para la creación de un
entorno más firme para el desarrollo de los niños y niñas. </span><span style="font-family: "verdana" , "sans-serif";"></span></div>
<div class="MsoListParagraph" style="margin-bottom: 3.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;">9.</span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-fareast-font-family: Arial;"> </span><span style="color: black; font-family: "verdana" , "sans-serif"; mso-bidi-font-family: Arial; mso-themecolor: text1;">Promover <b style="mso-bidi-font-weight: normal;">una
acción coordinada de cada uno de los servicios y prestaciones proporcionadas
por los distintos organismos públicos a las familias</b>, que asegure la
calidad de la intervención y también su eficiencia, sin duplicar esfuerzos y
acciones. </span><span style="font-family: "verdana" , "sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; mso-layout-grid-align: none; tab-stops: 7.1pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Citando a <b style="mso-bidi-font-weight: normal;">Zygmunt Bauman</b>, Raúl Flores ha recordado que <i>“se mide la
capacidad de un puente para soportar el peso, por la fuerza de su pilar más
débil. La calidad humana de una sociedad debería medirse por la calidad de vida
de sus miembros más débiles”</i>. “Si utilizamos este criterio, podemos
concluir que la calidad humana de nuestra sociedad es claramente deficitaria,
debido a que nuestra sociedad no está garantizando una vida digna a algunos de
sus miembros más débiles”, ha concluido. </span><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: #6fa8dc;"><a href="https://drive.google.com/file/d/0B2ByDwjeYYCba0ZLRldKR3kzRGs/view?usp=sharing"><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Resumen</span></a></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; text-align: justify;">
<span style="color: black; font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">Dirección:</span><span style="background-color: white;"><span style="color: #6fa8dc;"><a href="http://www.caritas.es/noticias_tags_noticiaInfo.aspx?Id=8894"><span style="font-family: "verdana" , "sans-serif"; font-size: 12.0pt;">http://www.caritas.es/noticias_tags_noticiaInfo.aspx?Id=8894 </span></a></span></span></div>
<br />
<br />Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-22605021543171802352016-03-13T13:52:00.001+01:002016-03-13T13:55:32.655+01:00SOBRECUALIFICACIÓN Y SUBEMPLEO EN EUROPA<span style="background-color: #f3f3f3; font-family: "source sans pro" , "helvetica" , "arial" , sans-serif; font-size: 15px; line-height: 20px;">La preparación de nuestros jóvenes no explica la existencia de altas tasas de paro, ni los problemas para encontrar personas cualificadas para determinados empleos. En Europa, un 21% de los trabajadores y trabajadoras tienen un bajo nivel de estudios, mientras que los puestos de trabajo para estas personas se encuentran en el 12%. Aquí ya hay un desajuste importante.</span><br />
<span style="background-color: #f3f3f3; font-family: "source sans pro" , "helvetica" , "arial" , sans-serif; font-size: 15px; line-height: 20px;">Por el contrario, mientras que el 56% de los empleos disponibles exigen un nivel medio de cualificación, el porcentaje de trabajadoras y trabajadores con niveles medios de cualificación es 10 puntos inferior, es decir el 46%.</span><br />
<a href="https://image-store.slidesharecdn.com/39db5aa7-a133-49e8-be4f-95b5002388cf-large.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="SOBRECUALIFICACIÓN Y SUBEMPLEO EN EUROPA" border="0" src="https://image-store.slidesharecdn.com/39db5aa7-a133-49e8-be4f-95b5002388cf-large.png" /></a><span style="background-color: #f3f3f3; font-family: "source sans pro" , "helvetica" , "arial" , sans-serif; font-size: 15px; line-height: 20px;">Por último, el nivel de personas con alto nivel de estudios se encuentra en el 33%, cuando el 32% de los puestos de trabajo requieren ese nivel. Esta situación explica, en parte, que un 29% de los trabajadores altamente cualificados terminen realizando trabajos que requieren titulaciones de nivel medio, o bajo, generando un debate sobre la sobrecualificación.</span><br />
<span style="background-color: #f3f3f3; font-family: "source sans pro" , "helvetica" , "arial" , sans-serif; font-size: 15px; line-height: 20px;">Si se tratase de una situación coyuntural, estaríamos ante un problema acotado en el tiempo; pero la realidad es que, con una crisis prolongada, el desajuste de las competencias con los puestos de trabajo puede ser causante de problemas sociales y económicos. Entre otras cosas, porque una persona sobrecualificada, nunca se sentirá satisfecha con su sueldo y su puesto de trabajo. Tampoco con la precariedad creada por la crisis, por más que eso sea un problema generalizado. Además, si no se consigue corregir, la sobrecualificación puede convertirse en una trampa que atrapa a la persona en puestos de trabajo que no aprovechan sus capacidades.</span><br />
<span style="background-color: #f3f3f3; font-family: "source sans pro" , "helvetica" , "arial" , sans-serif; font-size: 15px; line-height: 20px;">En cualquier caso, a estas alturas, parece claro que la falta de cualificación no explica los altos niveles de paro. Simplemente, con los mismos niveles de cualificación, hoy los puestos de trabajo a cubrir son un 25% inferiores a los de 2008.</span><br />
<span style="background-color: #f3f3f3;"><br style="box-sizing: border-box; color: rgba(0, 0, 0, 0.701961); font-family: 'source sans pro', helvetica, arial, sans-serif; font-size: 15px; line-height: 20px;" /></span>
<span style="background-color: #f3f3f3; color: rgba(0 , 0 , 0 , 0.701961); font-family: "source sans pro" , "helvetica" , "arial" , sans-serif; font-size: 15px; line-height: 20px;">continua….</span><br />
<a class="js-link post-link" href="http://www.linkedin.com/redir/redirect?url=https%3A%2F%2Fccooblog%2Ewordpress%2Ecom%2F2016%2F02%2F22%2Fsobrecualificacion-y-subempleo-en-europa%2F&urlhash=255E&_t=tracking_anet" style="background: rgb(255, 255, 255); border: 0px; box-sizing: border-box; color: #008cc9; cursor: pointer; font-family: 'Source Sans Pro', Helvetica, Arial, sans-serif; font-size: 15px; font-stretch: inherit; line-height: 20px; margin: 0px; outline: none; padding: 0px; text-decoration: none; transition: color 0.1s; vertical-align: baseline;" target="_blank">https://ccooblog.wordpress.com/2016/02/22/sobrecualificacion-y-subempleo-en-europa/</a><br />
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-86387822488714944002016-03-06T11:55:00.001+01:002016-03-06T12:04:26.178+01:00¿ Conoces los derechos de los jóvenes becarios y en prácticas no laborales?<!--[if gte mso 9]><xml>
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<span style="font-weight: normal;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: 12.0pt; line-height: 115%;">para
informar a los jóvenes en prácticas de sus derechos y facilitar a los orientadores
una herramienta para informar ante los abusos que sufren los jóvenes en las
empresas.</span></span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<img border="0" height="320" src="https://3.bp.blogspot.com/-dP6Kr7QsY58/VtwNN0_amhI/AAAAAAAAAZc/FGsPBi9D5mc/s320/guia.png" width="250" /></div>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-15802070360037981932016-02-03T21:13:00.000+01:002016-02-03T21:13:16.853+01:00CORRESPONDENCIAS ENTRE EL CATÁLOGO DE TÍTULOS UNIVERSITARIOS OFICIALES Y EL MARCO ESPAÑOL DE CUALIFICACIONES PARA LA EDUCACIÓN SUPERIOR<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">El Consejo de Ministros ha aprobado el pasado 29 de enero, un Acuerdo
por el que se determina la correspondencia al nivel del Marco Español de
Cualificaciones para la Educación Superior (MECES) de los últimos
veintiún títulos universitarios que estaban pendientes para completar el
total de los 140 que componen el Catálogo de Títulos Universitarios
Oficiales.
<br />
De esta forma, el Ministerio de Educación, Cultura y Deporte ha
tramitado la correspondencia de las 140 titulaciones universitarias
oficiales presentes en el catálogo con anterioridad a la adopción del
acuerdo de Bolonia entre el 1 de enero de 2015 y el 29 de enero de 2016.
Para la tramitación de estas correspondencias ha sido necesario informe
de la Agencia Nacional de Evaluación de la Calidad y Acreditación,
informe del Consejo de Universidades, trámite de información pública y
se ha dado la máxima publicidad y transparencia a todas las actuaciones
realizadas por la Administración del Estado en la tramitación de los
expedientes de correspondencia.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Continua en... </span></div>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.lamoncloa.gob.es/consejodeministros/Paginas/enlaces/290116-enlacetitulos.aspx">http://www.lamoncloa.gob.es/consejodeministros/Paginas/enlaces/290116-enlacetitulos.aspx</a></span>Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-74901138656867479102016-01-16T09:00:00.000+01:002016-01-19T18:21:10.338+01:00En el Centro de Estudios Sociales de Cáritas ponemos en marcha la cuarta edición de este curso que te reconomiendo y tengo el honor de impartir. Por favor compartelo con tus contactos. Gracias. CUALIFICACIONES PROFESIONALES Y CERTIFICADOS DE PROFESIONALIDAD: HERRAMIENTAS PARA LA FORMACIÓN, LA ORIENTACIÓN Y EL EMPLEO (35 horas de formación práctica on-line)<div class="MsoNormal" style="margin-top: 6.0pt; text-align: justify;">
<b><i><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Conocer el Sistema Nacional de Cualificaciones Profesionales, su marco
normativo y procedimental es ya imprescindible para los técnicos que
intervenimos en procesos de formación, orientación, inserción laboral y empleo.</span></i></b><b><i><span style="font-family: "arial narrow" , "sans-serif"; layout-grid-mode: line; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin-top: 6.0pt; text-align: justify;">
<i><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">La Ley Orgánica 5/2002 de las
Cualificaciones y de la Formación Profesional es un hito importante, en la
concepción de la formación profesional en España, y una herramienta fundamental
para la empleabilidad. Sienta las bases para:<o:p></o:p></span></i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt 53.85pt; text-align: justify; text-indent: -9.05pt;">
<!--[if !supportLists]--><span style="font-family: "wingdings"; font-size: 12.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><i><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">El desarrollo de una
Formación Profesional universal, gratuita y a lo largo de toda la vida
independientemente de la situación en la que cada persona se encuentre
(desempleo, trabajando, estudiando).<o:p></o:p></span></i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt 53.85pt; text-align: justify; text-indent: -9.05pt;">
<!--[if !supportLists]--><span style="font-family: "wingdings"; font-size: 12.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><i><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">El derecho a la Evaluación y
a la Acreditación de las Competencias Profesionales adquiridas a través de la
formación formal, no formal y la experiencia laboral.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt 53.85pt; text-align: justify; text-indent: -9.05pt;">
<!--[if !supportLists]--><span style="font-family: "wingdings"; font-size: 12.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><i><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">El reconocimiento de las
competencias acreditadas por todas las administraciones y en todas las empresas
de toda la Unión Europea.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt 53.85pt; text-align: justify; text-indent: -9.05pt;">
<!--[if !supportLists]--><span style="font-family: "wingdings"; font-size: 12.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><i><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">La obligación de las
diferentes administraciones (laboral y educativa) de coordinarse para garantizar
estos objetivos.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="margin-top: 6.0pt; text-align: justify;">
<br /></div>
<div class="MsoHeader" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -42.4pt; margin-top: 6.0pt; tab-stops: 35.4pt center 220.95pt right 441.9pt;">
<b><span style="color: #660033; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">DESTINATARIOS:<o:p></o:p></span></b></div>
<div class="MsoHeader" style="margin-top: 6.0pt; tab-stops: 35.4pt center 220.95pt right 441.9pt; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Trabajadores
sociales, educadores, monitores, profesores, técnicos de formación, de empleo,
de orientación y de inserción laboral, agentes de desarrollo local, que
realicen actividades de formación, orientación e inserción laboral.<o:p></o:p></span></div>
<div class="MsoHeader" style="margin-top: 6.0pt; tab-stops: 35.4pt center 220.95pt right 441.9pt; text-align: justify;">
<br /></div>
<div class="MsoHeader" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -42.4pt; margin-top: 6.0pt; tab-stops: 35.4pt center 220.95pt right 441.9pt;">
<a href="http://www.caritasmadrid.org/cualificaciones-profesionales-y-certificados-de-profesionalidad-curso-1415"><b><span style="color: #660033; font-family: "arial" , "sans-serif"; font-size: 12.0pt; text-decoration: none;">FECHAS DE REALIZACIÓN:</span></b></a><span class="MsoHyperlink"><b><span style="color: #7030a0; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"> </span></b></span><span style="color: #7030a0; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"> </span><b><span style="color: #7030a0; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><o:p></o:p></span></b></div>
<div class="MsoHeader" style="margin-top: 6.0pt; tab-stops: 0cm center 220.95pt right 441.9pt; text-align: justify;">
<b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Del 1 de febrero al 14 de marzo de
2015</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">.<o:p></o:p></span></div>
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<b><span style="color: #660033; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">RESUMEN DE CONTENIDOS:<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">El
Sistema Nacional de Cualificaciones Profesionales. </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">La Ley Orgánica
5/2002 de las Cualificaciones y la Formación Profesional, y su desarrollo.
Competencias profesionales, Cualificaciones y Certificados de Profesionalidad. El
Catálogo de Formación Profesional para el Empleo y el Sistema Integrado de
Formación Profesional. </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Reconocimiento, evaluación y
acreditación de las competencias profesionales adquiridas mediante la formación
no formal, y la experiencia laboral. El balance de competencias como
instrumento para la formación, la orientación y el empleo. Recursos.
Actividades supervisadas.<o:p></o:p></span></div>
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<b><span style="color: #660033; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">PRECIO:</span></b><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;"> </span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">100 €.<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Formación bonificable a cuanta del
fondo de horas de formación</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;"> que tenga aprobada tu entidad por la
Fundación Tripartita para la Formación en el Empleo.<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Posibilidad 2 pagos.<o:p></o:p></span></b></div>
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<a href="https://docs.google.com/spreadsheet/viewform?formkey=dHBWX0FPbWZsNTVSd2s3Qjl1d1VZSGc6MA&entry_20=Cualificaciones+profesionales&entry_55=Segundo+Trimestre+(Enero+2013+-+Marzo+2013)"><b><span style="color: #660033; font-family: "arial" , "sans-serif"; font-size: 12.0pt; text-decoration: none;">INSCRIPCIÓN</span></b></a><b><span style="color: #660033; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">:</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;"> Centro de Estudios
Sociales de Cáritas Madrid, c/ Cerro de la Plata, 8. bajo.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Teléfono:
91 416 33 53, Correo electrónico; </span><a href="mailto:escuela@caritasmadrid.org"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">escuela@caritasmadrid.org</span></a><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">,.<o:p></o:p></span></div>
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<a href="http://www.caritasmadrid.org/cualificaciones-profesionales-y-certificados-de-profesionalidad-curso-1516"><span style="font-size: 12.0pt;">http://www.caritasmadrid.org/cualificaciones-profesionales-y-certificados-de-profesionalidad-curso-1516</span></a><span style="font-size: 12.0pt;"><o:p></o:p></span></div>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-9555917389570902112015-12-29T22:07:00.003+01:002015-12-29T22:09:44.435+01:00REQUISITOS DE CUALIFICACIÓN EN EL SECTOR DE LA ATENCIÓN SOCIOSANITARIA A PERSONAS DEPENDIENTES ‐ ACREDITACIÓN DE COMPETENCIAS<span style="font-family: Verdana,sans-serif;"><b>Los trabajadores deberán tener el título de formación profesional o certificado de profesionalidad que corresponda en fecha:</b></span><br />
<br />
<span style="font-family: Verdana,sans-serif;">a) Para nuevas contrataciones: 01/01/2016</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">b)
Para personas en activo (en categorías de Gerocultor/a; Cuidador/a
mayores, Asistente personal a personas en situación de gran
dependencia)31/12/2017</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">c) Para personas que estén cursando la
formación requerida o participando en un procedimiento de acreditación
de la experiencia laboral 31/12/2017 o cuando finalice el curso o
procedimiento en el que estén inscritas.</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><b><a href="https://drive.google.com/file/d/0B2ByDwjeYYCbOHMtZ00xOTJYdGc/view?usp=sharing">Aqui tienes</a></b> una ficha técnica que te amplia esta información:</span><br />
<span style="font-family: Verdana,sans-serif;">- Fuentes legislativas.</span><br />
<span style="font-family: Verdana,sans-serif;">- Habilitación excepcional para mayores de 55 años</span><br />
<span style="font-family: Verdana,sans-serif;">- Vías de obtención del CERTIFICADO DE PROFESIONALIDAD o ACREDITACIÓN PARCIAL ACUMULABLE</span>Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-44589003020327959462015-12-13T11:33:00.002+01:002015-12-13T11:36:22.892+01:00Repertorio Nacional de Certificados de Profesionalidad<img alt="" 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<![endif]-->Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-50311820556334879102015-12-02T23:30:00.002+01:002015-12-02T23:36:06.285+01:00¿CÓMO ME PUEDE AYUDAR UN/A ORIENTADOR/A LABORAL?<br />
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<br />
<div class="MsoNormal" style="margin-bottom: 10.0pt; margin-left: 10.7pt; margin-right: 10.3pt; margin-top: 0cm; text-align: justify;">
<span style="color: black;">La figura
de los orientadores laborales es clave dentro de las estructuras de los
servicios públicos de empleo siendo uno de los servicios más demandados por los
ciudadanos.</span></div>
<div class="MsoNormal" style="margin-bottom: 10.0pt; margin-left: 10.7pt; margin-right: 10.3pt; margin-top: 0cm; text-align: justify;">
<span style="color: black;">Muchas
personas cuestionan su trabajo porque desconocen en muchos casos las
ventajas que puede tener el hecho de recurrir a ellos. </span></div>
<div class="MsoNormal" style="margin-bottom: 10.0pt; margin-left: 10.7pt; margin-right: 10.3pt; margin-top: 0cm; text-align: justify;">
<span style="color: black;">….continua
leyendo en <a href="http://blogs.lasprovincias.es/buscando-empleo/2015/12/01/como-me-puede-ayudar-un-orientador-laboral/">Las
Provincias</a></span></div>
<div class="MsoNormal" style="margin-bottom: 10.0pt; margin-left: 10.7pt; margin-right: 10.3pt; margin-top: 0cm; text-align: justify;">
<span style="color: black;"> <img alt="" 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" 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Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-76928572491576274732015-11-23T20:31:00.001+01:002015-11-23T20:31:31.455+01:00LOS PARADOS CADA VEZ SE ENCUENTRAN MÁS DESPROTEGIDOS<!--[if gte mso 9]><xml>
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</o:OfficeDocumentSettings>
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<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Los
parados cada vez se encuentran más desprotegidos. <b>Sólo cuatro de cada 10
cobran una prestación contributiva.</b> El resto tiene que <b>sobrevivir con la
ayuda de subsidios asistenciales, </b>según denuncia</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://www.ccoo.es/"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> CCOO</span></a></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> en </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://www.ccoo.es/cms/g/public/o/4/o60496.pdf"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">un informe</span></a></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">, en el que analiza los recortes que ha sufrido la
protección por desempleo en España.</span></div>
<div style="text-align: justify;">
<br /></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><img alt="" 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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Así, mientras que la tasa de cobertura frente al
desempleo (cociente entre el número de beneficiarios y el de desempleados
potencialmente con derecho a prestación) era de un 79,8% en 2010, ahora es del<b>
58,5%. </b>, 21 puntos menos. De este modo, si hace cinco años eran 993.740 las
personas que quedaban excluidas de la protección, en 2015, la cifra se ha duplicado
hasta los 1.839.217.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El sindicato asegura que el aumento del paro de larga
duración y la precariedad "creciente" del mercado laboral son los
principales responsables de que los parados estén cada vez más desprotegidos.
Un número cada vez más elevado de desempleados no tiene derecho a prestación al
haber tenido contratos de escasa duración, que les impiden el acceso al
segmento contributivo. Y otros, por el contrario, agotan sus dos años de paro
sin encontrar un empleo, pero tampoco pueden acceder ayuda asistencial al no
cumplir los requisitos necesarios. Además, la cuantía media de la prestación
contributiva ha pasado de 843 euros mensuales en 2012 a los 779 de 2015.<b> Y
el gasto en protección por desempleo, de 31.678 millones de euros de hace tres
años a 24.569 en 2014.</b></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><b><a href="https://lnkd.in/d92ZRWf"><span style="color: red;">Bajate el informe aqui</span></a> </b></span></div>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-62372691635380922492015-11-09T19:19:00.002+01:002015-11-09T19:20:21.116+01:00Garantía Juvenil de Madrid<b><span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">El 80% del plan de Garantía Juvenil de Madrid no se ejecuta.</span></span></b><br />
<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"></span></span><span style="font-family: "verdana" , sans-serif;">(El Pais) </span><br />
<span style="font-family: "verdana" , sans-serif;">Hasta el pasado septiembre tan solo se había ejecutado el 20% de las contrataciones que prevé el Plan de Garantía Juvenil para el Empleo de 2015 en la Comunidad de Madrid.</span><br />
<span style="font-family: "verdana" , sans-serif;">Esta iniciativa europea pretende facilitar el acceso de los jóvenes al mercado de trabajo a través de la formación y la contratación. En esa fecha tan sólo se había contratado por un importe de 10,6 millones de euros y apenas había habido 1.431 solicitudes de subvención para contratar.</span><br />
<br />
<span style="font-family: "verdana" , sans-serif;">Leer más en</span><br />
<span style="font-family: "verdana" , sans-serif;"><a href="http://ccaa.elpais.com/ccaa/2015/11/02/madrid/1446496405_951573.html">http://ccaa.elpais.com/ccaa/2015/11/02/madrid/1446496405_951573.html</a></span>Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-36108578415848409352014-09-23T20:53:00.004+02:002014-09-23T20:57:28.861+02:00<!--[if gte mso 9]><xml>
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<o:Author>MINISTERIO DE EMPLEO Y SEGURIDAD SOCIAL</o:Author>
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<br />
<h3 class="MsoNormal">
<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="color: red;">ESTRATEGIA ESPAÑOLA DE ACTIVACIÓN PARA EL EMPLEO 2014-16. </span></b><span style="mso-bidi-font-weight: normal;"></span><span style="font-weight: normal;"><span style="mso-bidi-font-weight: normal;"><span style="color: red;">Publicada
hoy en el <a href="http://www.boe.es/boe/dias/2014/09/23/pdfs/BOE-A-2014-9623.pdf">RD
751/2014</a> de 5 de septiembre de 2014</span></span></span></span></h3>
<div class="MsoNormal">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">El mismo viernes, 5 de septiembre, el Consejo de Ministros
aprobó tambien otras materias básicas e importantísimas de la política de empleo en España:</span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">- Plan Anual de Políticas de Empleo 2014 (PAPE)</span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">- Fondos para la ejecución de las políticas activas 2014.</span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">- Cartera común de servicios de empleo.</span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">- Reforma del sistema de formación para el empleo.</span></div>
<div class="MsoNormal">
<br /></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b style="mso-bidi-font-weight: normal;">Alguien sabe por qué
aún no se han publicado en el BOE ?</b></span></div>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-78024872834526746122014-09-21T09:42:00.000+02:002014-09-21T09:42:49.304+02:00<h4>
<span style="color: red;"><b><span style="font-family: Arial,Helvetica,sans-serif;">Se ha publicado el<a href="http://www.bocm.es/bocm/Satellite?c=CM_Orden_BOCM&cid=1340455429923&idBoletin=1340455429764&idSeccion=1340455429792&language=es&pagename=Boletin%2FComunes%2FPresentacion%2FBOCM_popUpOrden"> D 107/2014</a> por el que se regula la FP Básica en la
Comunidad de Madrid y se aprueba el Plan de Estudios de veinte títulos.</span></b></span></h4>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">¿Qué opinas sobre la nueva FORMACION PROFESIONAL BASICA?</span>Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-49494359502918962482014-03-10T22:38:00.000+01:002014-03-10T22:50:23.301+01:00LA NUEVA<h2 style="clear: both; text-align: center;">
<span style="color: #cc0000; font-family: Verdana, sans-serif; font-size: x-large;"><b>FORMACIÓN PROFESIONAL BÁSICA</b></span></h2>
<div class="MsoNormal" style="background-color: white; margin-bottom: 0.0001pt; text-align: justify; vertical-align: middle;">
<a href="http://www.boe.es/boe/dias/2014/03/05/pdfs/BOE-A-2014-2360.pdf"><span style="font-family: "Verdana","sans-serif"; font-size: 12pt;">http://www.boe.es/boe/dias/2014/03/05/pdfs/BOE-A-2014-2360.pdf</span></a><span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 12pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-color: white; margin-bottom: 0.0001pt; text-align: justify; vertical-align: middle;">
<i><span style="color: #222222; font-family: Verdana, sans-serif; font-size: x-small;">Real Decreto 127/2014, de 28 de febrero, por el que se regulan aspectos específicos de la Formación Profesional Básica de las enseñanzas de formación profesional del sistema educativo,</span></i><br />
<i><span style="color: #222222; font-family: Verdana, sans-serif; font-size: x-small;"><br /></span></i></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large; margin-left: 1em; margin-right: 1em;"><a href="http://1.bp.blogspot.com/-AT-x6Ntg_yc/Ux4vY9Wc0EI/AAAAAAAAALQ/o0GJF-rSaVY/s1600/4cv.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-AT-x6Ntg_yc/Ux4vY9Wc0EI/AAAAAAAAALQ/o0GJF-rSaVY/s1600/4cv.gif" height="276" width="400" /></a></span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #222222; font-family: Verdana, sans-serif; font-size: 12pt;"><br /></span></div>
<div style="text-align: justify;">
<div class="MsoNormal" style="background-color: white; margin-bottom: 0.0001pt; vertical-align: middle;">
<br /></div>
<div class="MsoNormal" style="background-color: white; margin-bottom: 0.0001pt; vertical-align: middle;">
<span style="color: #222222; font-family: Verdana, sans-serif; font-size: x-small;">La última gran modificación de la formación Profesional: La Formación
Profesional Básica, da sustento legal a la exclusión en el marco de la
escolaridad obligatoria de nuestro sistema educativo:</span></div>
</div>
<div class="MsoNormal" style="background-color: white; margin-bottom: 0.0001pt; text-align: justify; vertical-align: middle;">
<b><span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El texto no aporta soluciones a la transitoriedad entre los actuales
Programas de Cualificación Profesional Inicial (PCPI) y la FP Básica</span></b><span style="color: #222222; font-family: Verdana, sans-serif; font-size: 10pt;"> que entrará en vigor en 2014/2015. Se provoca así un conflicto sobre la
continuidad de la oferta existente, que afecta a alumnado y profesorado y que
puede suponer la pérdida irreparable de una parte fundamental de la oferta
educativa que no tiene repuesto inmediato.</span></div>
<div class="MsoNormal" style="background-color: white; margin-bottom: 0.0001pt; text-align: justify; vertical-align: middle;">
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; vertical-align: middle;">
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; vertical-align: middle;">
<span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Además, la primera reválida prevista en la LOMCE se hará en el curso
2017/18, por lo que los primeros alumnos que estudien FP Básica <b>podrían
quedarse un año entero sin posibilidad de obtener la titulación,</b> y tampoco
tendrían los 18 años que se requieren para presentarse a la prueba de obtención
de la ESO para adultos.<o:p></o:p></span></div>
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; vertical-align: middle;">
<b><span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La oferta seguirá dependiendo de las comunidades autónomas</span></b><span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">, a las que la norma, como novedad, les ha conferido la facultad de poder
establecer criterios de admisión adicionales: la edad, la situación de estudios
y las posibilidades de continuación en el sistema educativo. Habrá que esperar
a que se instrumenten efectivamente en los procesos de admisión
correspondientes para valorar si suponen un nuevo factor de discriminación o
no.<o:p></o:p></span></div>
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; vertical-align: middle;">
<span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El texto no establece ninguna condición de escolaridad específica ni prevé
ratios menores a las fijadas con carácter general para la Secundaria (30
alumnos con posibilidad de incremento hasta un 10%). Tampoco se contempla una
consideración especial a la tutoría, para la que se proyecta, al igual que en
otras enseñanzas, una hora semanal.<o:p></o:p></span></div>
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; vertical-align: middle;">
<span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Por su parte, el Real Decreto que fija los contenidos del <b>currículo de
Primaria</b>, publicado unos días antes que el Real Decreto de Formación
Profesional Básica, <b>no aporta novedades significativas</b> respecto a lo
reseñado en la Ley Orgánica 8/2013 de Mejora de la Calidad Educativa (LOMCE).
[Ver documento sobre la </span><span style="font-size: 10.0pt;"><a href="http://www.fe.ccoo.es/comunes/recursos/25/pub115480_Educacion_Primaria__asignaturas_y_evaluaciones.pdf"><span style="color: #0066cc; font-family: "Verdana","sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Educación
Primaria</span></a></span><span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> elaborado por la Federación de
Enseñanza de CCOO].<o:p></o:p></span></div>
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; vertical-align: middle;">
</div>
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; vertical-align: middle;">
<span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La entrada en vigor de este RD precede a la publicación en cascada de los
respectivos decretos autonómicos, que han de adaptarlo a sus <b>realidades
territoriales en el marco de unas competencias que, como ha establecido la
LOMCE, se ven ampliamente limitadas</b>, especialmente en cuanto a concreción
del currículo y a la evaluación. Aun así, deberemos esperar a su publicación
para poder valorar algunos aspectos, por ejemplo, cómo se acaba configurando la
oferta de asignaturas específicas y de libre configuración, que puede resultar
determinante para materias como Educación Artística, “devaluada” a asignatura
optativa, a pesar de que está directamente vinculada a una de las competencias
clave del aprendizaje establecidas en la propia norma.<o:p></o:p></span></div>
</div>
</div>
<span style="color: #222222; font-family: Verdana, sans-serif; font-size: 12pt;">
</span>Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-19475122738571376292014-01-20T21:02:00.001+01:002014-01-20T21:14:06.207+01:00<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-H8kd4W2FV50/Ut1-WzSVusI/AAAAAAAAAKc/Hqa6S81UHdc/s1600/Sin+t%25C3%25ADtulo.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-H8kd4W2FV50/Ut1-WzSVusI/AAAAAAAAAKc/Hqa6S81UHdc/s1600/Sin+t%25C3%25ADtulo.gif" height="314" width="320" /></a></div>
<h2 style="text-align: left;">
<span style="font-size: large;"><span style="color: blue; font-family: Arial, Helvetica, sans-serif;">EMPLEO Y FORMACIÓN</span></span></h2>
<h2 style="text-align: left;">
<span style="font-size: large;"><span style="color: blue; font-family: Arial, Helvetica, sans-serif;">RECOPILACION NORMATIVA </span><span style="color: blue; font-family: Arial, Helvetica, sans-serif;">DE LA COMUNIDAD DE MADRID</span></span></h2>
<div style="text-align: justify;">
<span style="background-color: #f3f3f3; color: #3d85c6; font-family: Arial, Helvetica, sans-serif;"><strong>Elaborado y editado por empleadas y empleados públicos de la Administración de la Comunidad de Madrid.</strong></span></div>
<span style="background-color: #f3f3f3; color: #3d85c6; font-family: Arial, Helvetica, sans-serif;"><strong></strong></span><br />
<span style="background-color: #f3f3f3; color: #3d85c6; font-family: Arial, Helvetica, sans-serif;"><strong>Actualizado en Enero de 2014</strong></span><br />
<br />
<div style="text-align: center;">
<a href="https://drive.google.com/file/d/0B2ByDwjeYYCbbHFzZ1R5blg3Vkk/edit?usp=sharing"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">acceso</span></a></div>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com1tag:blogger.com,1999:blog-1296936800389356702.post-80369633449204759152013-11-27T00:50:00.001+01:002013-12-28T21:10:27.718+01:00<h2>
<span style="color: blue; font-family: Verdana, sans-serif; font-size: x-large;"><span style="color: black; font-family: Times New Roman; font-size: small;">
</span><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<span style="font-size: large;">CERTIFICADOS
DE PROFESIONALIDAD:<o:p></o:p></span></div>
<span style="color: black; font-family: Times New Roman; font-size: small;">
</span><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
TODAS
LAS CLAVES<o:p></o:p></div>
<span style="color: black; font-family: Times New Roman; font-size: small;">
</span><span style="color: black; font-family: Times New Roman; font-size: small;">
</span></span></h2>
<span style="font-family: Verdana, sans-serif;">Este <strong>videodebate</strong> sobre </span><a href="http://www.aristas.org/edufor/2013/11/21/certificados-de-profesionalidad-finalidad-y-estructura/" target="_blank"><span style="font-family: Verdana, sans-serif;">certificados de profesionalidad</span></a><span style="font-family: Verdana, sans-serif;"> organizado por </span><a href="http://eproform.net/" target="_blank"><span style="font-family: Verdana, sans-serif;">eProform</span></a><span style="font-family: Verdana, sans-serif;">. Coordinados por </span><a href="http://www.linkedin.com/pub/fernando-valenzuela-illana/22/6b0/285" target="_blank"><span style="font-family: Verdana, sans-serif;">Fernando Valenzuela Illana</span></a><span style="font-family: Verdana, sans-serif;">, </span><a href="http://www.linkedin.com/pub/celia-ruiz-flores/17/93/769" target="_blank"><span style="font-family: Verdana, sans-serif;">Celia Ruiz Flores</span></a><span style="font-family: Verdana, sans-serif;">, </span><a href="http://www.linkedin.com/in/luislopezalgaba" target="_blank"><span style="font-family: Verdana, sans-serif;">Luis López Algaba</span></a><span style="font-family: Verdana, sans-serif;"> </span><span style="font-family: Verdana, sans-serif;">y Jose Manuel M</span><a href="https://twitter.com/j_martos" target="_blank"><span style="font-family: Verdana, sans-serif;">artos</span></a><span style="font-family: Verdana, sans-serif;"> ,comparten de forma distendida lo que, desde su dilatada experiencia profesional, conocen sobre el tema.</span><br />
<span style="font-family: Verdana;"></span><br />
<span style="font-family: Verdana, sans-serif;">Frente a los aspectos técnicos que comentaron surgió un tema importante, desde mi punto de vista. Me refiero a la necesidad de acometer una <strong>tarea pedagógica</strong> e<strong> informativa</strong> dirigida a los ciudadanos y ciudadanas que son los destinatarios últimos de la<strong> formación</strong> y de los<strong> procesos de evaluación y acreditación de la experiencia profesional</strong>. Los <strong>certificados de profesionalidad</strong> como una oportunidad para el <strong>desarrollo profesional</strong> y<strong> personal.</strong></span><br />
<strong><span style="font-family: Verdana;"></span></strong><br />
<strong><span style="font-family: Verdana; font-size: large;"><a href="http://eproform.net/index.php/component/allvideoshare/video/latest/certificados-de-profesionalidad-todas-las-claves">VER VIDEO</a></span></strong>Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-45000816105376567552013-10-15T00:34:00.002+02:002013-10-15T01:13:26.833+02:00<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="font-family: Calibri;"><span style="color: blue;">FORMACIÓN
PROFESIONAL DUAL.<o:p></o:p></span></span></span></b><br />
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="font-size: 12pt;"> Desde diferentes ámbitos se proponen programas de
formación dual. </span></span></span><br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="font-family: Times New Roman;">
</span><span style="font-size: 12pt;">¿Toda la formación con prácticas en empresas, es
Formación Profesional Dual?. Está reglada?. Para desempleados o para ocupados?.</span></span></span><br />
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="font-size: 12pt;"> Seguro que estas y otras preguntas te haces
habitualmente</span></span></span></div>
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"></span></span><br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="font-size: 12pt;"> Adjunto te comparto una recopilación <span style="color: red;"><a href="https://docs.google.com/file/d/0B2ByDwjeYYCbOEFrMEtxZTRwaW8/edit?usp=sharing">normativa por comunidades autónomas y estatal</a></span>.</span>
</span></span></div>
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">
</span></span><div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="font-size: 12pt;"> ¿Y tú qué opinas? Haz un comentario. </span><span style="font-size: 12pt;">Gracias<o:p></o:p></span></span></span></div>
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">
</span></span><br />Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com2tag:blogger.com,1999:blog-1296936800389356702.post-47208322570850621272013-10-04T00:19:00.003+02:002013-10-04T00:24:04.900+02:00<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://docs.google.com/file/d/0B2ByDwjeYYCbOWpNVExXcmhPSU0/edit?usp=sharing" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://1.bp.blogspot.com/-p-I0F22eNNs/Uk3siQ2tI8I/AAAAAAAAAJM/NSzLCuz458s/s200/recopilacion+normativa.png" width="141" /></a></div>
<h2>
<b><span style="background-color: #eeeeee; color: blue; font-family: Verdana, sans-serif; font-size: small;">Recopilación normativa sobre CUALIFICACIONES PROFESIONALES y CERTIFICADOS de PROFESIONALIDAD.</span></b></h2>
<h3>
<span style="color: #3d85c6;">Estatal y por Comunidades Autónomas</span></h3>
<span style="color: #3d85c6;">Elaborado y editado por empleadas y empleados públicos de la Administración de la Comunidad de Madrid</span>Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-29650004602147609462013-09-24T22:21:00.001+02:002013-10-04T00:00:36.673+02:00<div class="separator" style="clear: left; float: left; height: 312px; margin-bottom: 1em; margin-right: 1em; text-align: center; width: 254px;">
<a href="http://unesdoc.unesco.org/images/0021/002180/218083s.pdf"><img border="0" height="320" src="http://2.bp.blogspot.com/-saFHf9GcMpQ/UkHzq1VGi2I/AAAAAAAAAIs/T4Wa6SDpKvs/s320/InformeEPT.png" width="248" /> </a></div>
<strong>LOS JOVENES Y LAS COMPETENCIAS</strong><br />
<span style="font-family: "Arial","sans-serif"; font-size: x-small;"><span style="font-family: Times New Roman; font-size: small;">
</span></span><br />
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: x-small;"><span style="font-family: Calibri, sans-serif; font-size: 11pt;">Este </span><b style="font-family: Calibri, sans-serif; font-size: 11pt;">Informe
de Seguimiento de la Educación Para Todos</b><span style="font-family: Calibri, sans-serif; font-size: 11pt;"> en el Mundo nos recuerda que la
educación no estriba solo en velar por que todos los niños puedan asistir a la
escuela. Se trata de preparar a los jóvenes para la vida, dándoles
oportunidades de encontrar un trabajo digno, ganarse la vida, contribuir a sus
comunidades y sociedades y desarrollar su potencial. A nivel más general, se
trata de ayudar a los países a cultivar la fuerza de trabajo que necesitan para
crecer en la economía mundial.</span></span></div>
<span style="font-family: "Arial","sans-serif"; font-size: x-small;">
<span style="font-family: Times New Roman; font-size: small;">
</span></span><br />
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 10.0pt; mso-hansi-theme-font: minor-latin;">Indudablemente se ha avanzado hacia el
cumplimiento de los seis objetivos de la EPT – incluida la ampliación de la
atención y la educación de la primera infancia y las mejoras en la paridad
entre los sexos en la enseñanza primaria. Sin embargo, cuando quedan tres años
para que se cumpla el plazo de 2015, el mundo todavía no va por buen camino. El
progreso hacia el cumplimiento de algunos objetivos está vacilando. El número
de niños no escolarizados se ha estancado por primera vez desde 2000. La
alfabetización de adultos y la calidad de la educación siguen exigiendo
progresos más rápidos todavía.</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></div>
<span style="font-family: "Arial","sans-serif"; font-size: x-small;">
</span><br />
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 10.0pt; mso-hansi-theme-font: minor-latin;">Algunas circunstancias recientes confieren
una urgencia aún mayor al logro de un acceso equitativo a los programas
adecuados de desarrollo de competencias. Con el rápido crecimiento de las
poblaciones urbanas, en especial en los países de ingresos bajos, los jóvenes
necesitan competencias para salir de la pobreza. En las zonas rurales, los
jóvenes requieren nuevos mecanismos para hacer frente al cambio climático y a
la disminución del tamaño de las explotaciones agrarias, y para aprovechar las
posibilidades de trabajo no agrícola. En este Informe se pone de manifiesto que
unos 200 millones de jóvenes necesitan una segunda oportunidad de adquirir las
nociones básicas en lectura, escritura y aritmética, que son esenciales para
adquirir nuevas competencias para el trabajo. En todo ello, las mujeres y los
pobres tropiezan con dificultades particulares.</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 10.0pt; mso-hansi-theme-font: minor-latin;">Debemos percibir el número creciente de
jóvenes que están desempleados o encerrados en la pobreza como un llamamiento a
la acción: se deben satisfacer sus necesidades para el año 2015 y mantener el
impulso después de esa fecha. Podemos lograr que el primer ciclo de la
enseñanza secundaria sea universal para 2030, y tenemos que hacerlo.</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></div>
<span style="font-family: "Arial","sans-serif"; font-size: x-small;">
<span style="font-family: Times New Roman; font-size: small;">
</span></span>Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0tag:blogger.com,1999:blog-1296936800389356702.post-73564628176847213372013-09-11T21:48:00.002+02:002013-10-04T00:00:54.240+02:00Plan Anual de Política de Empleo para 2013.<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="background: white; color: #222222; mso-bidi-font-family: Arial;"><span style="font-family: Calibri;"><span style="color: red; font-size: large;"></span></span></span> </div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="background: white; color: #222222; mso-bidi-font-family: Arial;"><span style="font-family: Calibri;"><b>De obligada lectura para técnicos que trabajen en empleo</b></span></span><br />
<span style="background: white; color: #222222; mso-bidi-font-family: Arial;"><span style="font-family: Calibri;">Resolución de 28 de agosto de 2013, de la Secretaría de Estado de Empleo, por la que se publica el Acuerdo del Consejo de Ministros de 2 de agosto de 2013, por el que se aprueba el<a href="http://www.boe.es/diario_boe/txt.php?id=BOE-A-2013-9464"> Plan Anual de Política de Empleo</a> para 2013.<o:p></o:p></span></span></div>
Antonio Prieto Clementehttp://www.blogger.com/profile/00401508739171306606noreply@blogger.com0