tag:blogger.com,1999:blog-33931457388404542672024-02-07T06:14:35.513+00:00REDESSCANRed Canaria en Defensa del Sistema Público de Servicios Sociales.http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.comBlogger328125tag:blogger.com,1999:blog-3393145738840454267.post-74577683727679547302023-12-11T16:59:00.004+00:002023-12-11T16:59:27.332+00:0022 MILLONES MENOS PARA SERVICIOS SOCIALES: SUSPENSO EN DERECHOS<p style="text-align: center;"> 22 MILLONES MENOS PARA SERVICIOS SOCIALES: SUSPENSO EN DERECHOS<br /><br />ESTOS PRESUPUESTOS PERPETÚAN LAS DESIGUALDADES E INCUMPLEN LA LEY DE SERVICIOS SOCIALES DE CANARIAS<br /><br />LOS SERVICIOS SOCIALES NO SON ESENCIALES PARA ESTE GOBIERNO.<br /></p><p><br /><br /></p><p style="text-align: justify;">Desde REDESSCAN y la Asamblea Canaria por el Reparto de la riqueza comunicamos:<br /><br /><br />REALIDAD CANARIA Y PRESUPUESTOS OPACOS<br /><br />En Canarias, seguimos en confinamiento; la riqueza la siguen acaparando unas 6000 personas ultraricas, el 0,6% de la población acumula el 56% del PIB, mientras que casi 800.000 personas están con el “todo excluído”, desposeídas de poder acceder a las condiciones básicas para vivir y por tanto con miseria, empobrecimiento y precariedad. Destacar especialmente la situación de la infancia, con más de 150.000 niños y niñas en esta situación y en una situación de pobreza severa casi 300.000 personas, en nuestro archipiélago. Desde estos datos, estudiando la propuesta de presupuestos del Gobierno de Canarias,para el 2024, que no están al alcance de todas, con una dedicación de 715 millones para Servicios Sociales, lo primero que planteamos es que no nos van acercar a la Justicia social, ni a garantizar derechos para todas, y dan la espalda a las personas, en nuestra tierra.<br /><br />Nos tocará, al año, 340 euros por persona residente en las islas para Servicios Sociales y si solo se dedicara a las personas en situación de riesgo y exclusión en Canarias, sería 907 euros por habitante en estas condiciones. Ridículas e insuficientes cifras económicas, que no nos igualan, sino que agrandan las brechas entre los pocos que más tienen y las muchas que están desposeídas.<br /><br />Con todas las inversiones en Servicios sociales en Canarias, solo llegamos a invertir el 2,6% del PIB; y el dato nos habla de la escasez y la no redistribución de la renta por esta vía privilegiada en un Estado social y de derecho como se define el Estado español.<br />PRESUPUESTO RECORTADO E INCUMPLIMIENTO DE LEYES<br /><br />El aumento de 33 millones de euros del presupuesto del 2023 en Servicios Sociales, incumple la disposición adicional duodécima de la ley de Servicios Sociales de Canarias, que expone en este apartado sobre financiación el aumento en cada año de 55 millones, al menos, cifra que además hemos denunciado repetidas veces, que tampoco alcanzaría para satisfacer las necesidades y los derechos de toda la población.<br /><br />En el presupuesto del 2024 se asignan sólo 22 millones menos de aumento, incumpliendo esta ley consensuada en el Parlamento de Canarias.<br /><br />Señalamos que solo hay subidas, insuficientes en todo caso, de 7 millones para la Renta Canaria de Ciudadanía,de 82 a 89 millones, cuando actualmente sólo llega al 4,8% de las personas en situación de pobreza y exclusión social y el resto para Dependencia,26 millones, en prestaciones económicas que aporta el estado y en el sistema de prestaciones de dependencia; quedando el resto de servicios y derechos congelado, cuando no recortado, con respecto al 2023.<br /><br />Entre los programas que se estancan financieramente están:<br /><br />-Infancia y familia.Plan concertado de Servicios sociales.(La financiación por habitante en Servicios sociales municipales, según el ISTAC, fue de 43.98Euros)<br /><br />- Fondos para proyectos del 3º sector.<br /><br />- Prestaciones a mujeres víctimas de violencia de género.<br /><br />-Servicios de atención a la inmigración.<br /><br />-Inclusión social para personas mayores.<br /><br />- Acción institucional para la integración.<br /><br />Sigue sin realizarse un diagnóstico, ni un mapa de los servicios sociales, ni un plan estratégico. Sin embargo, el primer decreto es el de conciertos sociales.<br /><br />Por tanto, son unos presupuestos insuficientes, no llegando a las personas que tendrían derecho con más urgencia para sobrevivir ,no llegando a estabilizar plantillas, y no protegiendo, ni respetando, ni garantizando derechos para todas las personas.<br /><br />Los Servicios Sociales no son esenciales para este Gobierno.retroceso”, con el incumplimiento de las leyes de educación, servicios sociales y sistema público de cultura,cooperación Internacional; ya no son prioridad los derechos de la ciudadanía y han considerado que con unas cuentas que superan los 11.300 millones de euros, es “significativo” el aumento en un 30 por ciento asignado a la estructura del Gobierno y cargos de confianza.<br /><br /><br />CAMINANDO A LA EXTERNALIZACIÓN Y LA PRIVATIZACIÓN<br /><br />En Canarias se ha dado un ligero aumento de la financiación hasta la legislatura anterior, pero con una situación que no mejora. Lo que se echó de menos, fue una apuesta más sólida en el fortalecimiento del sistema público de servicios sociales. Porque al apostar por la externalización, los recortes en la financiación son más fáciles de llevar a cabo.<br /><br />Sin un gran pacto por la mejora de los servicios sociales de todos los partidos que gobiernan en ayuntamientos, Cabildos y gobiernos,no esperamos una mejora sustancial. sino el deterioro del sistema.<br />PACTO POR LOS SERVICIOS SOCIALES Y MOVILIZACIÓN<br /><br />Constatamos que hay una falta de movilización por parte de l@s profesionales de los servicios sociales y el resto de la ciudadanía. La situación no cambiará sin esta movilización, ya que los partidos políticos no cumplen lo que han prometido.<br /><br />Sin una movilización de la ciudadanía y l@s profesionales que exijamos un pacto por el desarrollo de la ley de servicios sociales en los distintos niveles de la administración (ayuntamientos, cabildos y comunidad autónoma) que obligue todos los partidos políticos de las distintas administraciones regionales la situación no mejorará.<br /><br />Y qué menos que cumplir la ley de Servicios sociales de Canarias, la Ley de la Renta Canaria de Ciudadanía, La ley de Promoción de la Autonomía y atención a la dependencia y demás marcos normativos que protegen y garantizan derechos. Todo acompañado de una propuesta de presupuestos que no deje las intenciones en palabras vacías de verdad.</p>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-3523910677700723282022-02-19T19:24:00.008+00:002022-02-19T19:25:29.270+00:00Pan y Rosas. 14-02-2022<p>Celebrando el día de la Justicia social contamos en este programa por un
repaso de los 11 años de redesscan, nos acercaremos a algunas de las
luchas en las que somos parte, como el proceso de la ILP Regularización
ya, con Vicky, nos acercaremos a conocer la experiencia de Info PCI, una
iniciativa de apoyo mutuo sobre la mejora del acceso a los derechos de
todas, de la voz de Arabita y Anna; entrevistaremos a Fernanda de
espacio de confluencia de Gran Canaria para conocer esta propuesta de
trenzado de luchas y por último, desde la voz de Claudia conoceremos la
campaña Una nueva mirada de los Servicios Sociales. El programa
acompañado de dos canciones cambia todo y sacar la rabia, ambos títulos
lo dicen todo.</p><p> </p><p>Aquí enlace: <a href="https://www.ivoox.com/pan-rosas-noticias-paz-2022-02-14-audios-mp3_rf_82214622_1.html">https://www.ivoox.com/pan-rosas-noticias-paz-2022-02-14-audios-mp3_rf_82214622_1.html</a> <br /></p>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-26518878244635709812021-06-01T19:13:00.001+01:002021-06-01T19:15:11.140+01:004ª Escuela de Acción Social crítica y transformadora<p> </p><div style="color: black; font-family: verdana,sans-serif;"><span dir="auto"><div dir="auto" style="text-align: start;">La
4ª Escuela de Acción Social Crítica y Transformadora que se va a
celebrar en Gran Canaria los días 9-10-11 de Julio, ya con
pre-inscripción y pre-programa...¿Te la vas a perder?</div></span><div style="text-align: center;"><span dir="auto"><div dir="auto" style="text-align: start;"><span style="font-size: medium;"> Apúntate</span></div><div dir="auto" style="text-align: start;"><span style="font-size: medium;"> </span>Ya es posible preinscribirse a nuestra cuarta edición de la Escuela de
Acción Social crítica y transformadora. Ayudanos a organizar la escuela
apuntándote antes del 20 de junio en <a href="https://rentabasicadelasiguales.coordinacionbaladre.org/inscripcion-escuela" rel="external noopener noreferrer" target="_blank" title="Se abrirá en una ventana nueva">este formulario</a>.</div><div dir="auto" style="text-align: start;"><span style="font-size: medium;"> </span><h2>4ª ESCUELA ACCIÓN SOCIAL CRÍTICA Y TRANSFORMADORA</h2>
<h3>9-10-11 julio | Las Palmas de Gran Canaria- Gran Canaria- Canarias</h3>
<p><strong><em>Ellos vienen con la muerte, nosotras respondemos con la vida. Compartiendo alternativas ante las necropolíticas sociales.</em></strong></p>
<p><strong>Lugar del encuentro:</strong> Salón de actos del edificio de los sindicatos. Calle 19 de Mayo-Las Palmas de Gran Canaria.</p>
<h3>Pre-Programa:</h3>
<p><strong>VIERNES 9 JULIO 17ha 17:30h | Acogida e inscripciones</strong></p>
<ul><li><strong>17:30h a 18h | Presentación de la cuarta edición de la escuelita:</strong> “Ellos vienen con la muerte, nosotras respondemos con la vida”<br /><br /></li><li><strong>18 a 18:30 | Taller:</strong> Encuentro con nuestra Voz. Facilita Irenela Franquiz López<br /><br /></li><li><strong>19h a 20:30h | Ellos viene con la muerte:</strong> “Conocer la NO Vida”
<ul><li><strong>10'-</strong> La No Vida en el archipiélago canario: El todo excluido.</li><li><strong>10'-</strong> La No Vida en nuestros barrios y pueblos. Securitización y necropolíticas.</li><li><strong>10”-</strong> La No Vida de este sistema Capitalista, Patriarcal y Colonial-Racista</li><li><strong>30" - Trabajo de grupos:</strong> Nuestras experiencias de espacios, acciones, políticas, miradas de “No vida”. Llamados a nuestra acción socio-educativa.<br /><br /></li></ul>
</li><li><strong>20:30 | Cena<br /><br /></strong></li><li><strong>21h15 | Cine:</strong> Precaristas - Sindicato de Inquilinas de G.C.<br /><br /></li></ul>
<p><strong>SÁBADO 10 JULIO: Nosotras respondemos con la vida </strong></p>
<ul><li><strong>9:45 a 10 | Dinámicas de Calentamiento...</strong> Incorporando... entrando a la VIDA<br /><br /></li><li><strong>10h a 11h30 | “Alimentar y Cuidar la Vida ”</strong></li><li style="list-style-type: none;">
<ul><li><strong>10'-</strong> Qué comen las que mal comen. Presentación reflexiones baladrinas. (Baladre)</li><li><strong>10'-</strong> Soberanía alimentaria y comunidad. Agroecología comunitaria. Iniciativa de Rehoyando.</li><li><strong>10'-</strong> Cuidados en revolución. Otras propuestas no mercantiles. Reflexiones desde el colectivo Harimaguada.</li><li><strong>30"</strong> Trabajo de grupos: Cómo alimentamos la vida y los cuidados desde nuestras acciones . Llamados a nuestra acción socio-educativa.<br /><br /></li></ul>
</li><li><strong>12h a 12h40 | Taller:</strong> Teatro y acción Comunitaria.(Grupo de Teatro social Rebumbio y Escuela Libre de Teatro)<br /><br /></li><li><strong>12h40 a 13h40 | “Embellecer la Vida:</strong>arte y acción social”
<ul><li><strong>10'-</strong>El teatro foro, experiencias de concienciación y lucha. Redes de teatro comunitario. Grupo de Teatro social Rebumbio.</li><li><strong>10'-</strong> Hilo musical de la acción social crítica. Todas contamos y cantamos. (Barrios orquestados)</li><li><strong>10”-</strong> Circo y artes varios. La experiencia de Mojo de caña.</li><li><strong>30"</strong> Trabajo de grupos: Cómo embellecemos la vida desde nuestras acciones. Llamados a nuestra acción socio-educativa.<br /><br /></li></ul>
</li><li><strong>13h30 a 14h Taller:</strong> “Artes urbanas, acción en movimiento, movimiento en acción” ( Taller de Arte Urbano)<br /><br /></li><li><strong>14h30 | Comida<br /><br /></strong></li><li><strong>16h30 a 18h “Mover la Vida:</strong> migraciones, muros y antirracismo. Puentes para otra acción”
<ul><li><strong>10'-</strong> Acción social antirracista, experiencias en movimiento. Canarias libre de CIE/ RedRais</li><li><strong>10'-</strong> Acciones y experiencias de acompañamiento, apoyo mutuo e incidencia</li><li>política. Redes por los derechos de migrantes en Canarias</li><li><strong>10"-</strong> Acciones y experiencias desde los recursos institucionales: Experiencia de Stop rumores en Santa Lucía de Tirajana.</li><li><strong>30"-</strong> Trabajo de grupos: Cómo Movemos la vida desde nuestras acciones. Llamados a nuestra acción socio-educativa.<br /><br /></li></ul>
</li><li><strong>18h20 a 19h | Taller:</strong> Bailes urbanos, bailando la rebeldía. Davinia Saray Ojeda Martín.<br /><br /></li><li><strong>19h a 20h30 | “Comunicar la Vida: comunicación y redes comunitarias”</strong>Facilita y dinamiza: Radio Pimienta y espacios comunitarios de comunicación.
<ul><li><strong>10”-</strong> Radios comunitarias y redes sociales para ser
altavoz. 10'- Medios de comunicación y medios para partirnos. 10' -
Mirada a la comunicación en nuestras organizaciones y colectivos.</li><li><strong>30"</strong> Trabajo de grupos: Cómo Comunicamos la vida desde nuestras acciones. Llamados a nuestra acción socio-educativa.<br /><br /></li></ul>
</li><li><strong>20h30 | Cena<br /><br /></strong></li><li><strong>21h30 | Festival iniciativas artísticas “ Por la Vida”<br /><br /></strong></li></ul>
<p><strong>DOMINGO 11 JULIO</strong></p>
<ul><li><strong>10h30 a 12h | Organizar la Vida:</strong>Alimentar, Cuidar,
Embellecer, Mover y Comunicar la VIDA en la acción social . Relato de
las aportaciones colectivas y pasos siguientes.<br /><br /></li><li><strong>12h | Evaluación y despedida</strong></li></ul></div><div dir="auto" style="text-align: start;"><span style="font-size: medium;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTpCfQr5O9YTPwU4Ang2smGe6fkUe1lKBPKvjx6SvPjnaGanoLWQtkOgj2u9aIqVhXFgI2EUCu49JfzvwvrW1lpGhbd2Og9-9vXHGuTqQ8ebADV2R-jTksq028vQSXu6xFem5xXDFpRg7X/s1280/400186300406_153323.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="424" height="1292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTpCfQr5O9YTPwU4Ang2smGe6fkUe1lKBPKvjx6SvPjnaGanoLWQtkOgj2u9aIqVhXFgI2EUCu49JfzvwvrW1lpGhbd2Og9-9vXHGuTqQ8ebADV2R-jTksq028vQSXu6xFem5xXDFpRg7X/w428-h1292/400186300406_153323.jpg" width="428" /></a></div><br /> </span></div></span></div></div>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-84393023057951905192021-03-10T20:06:00.001+00:002021-03-10T20:06:21.373+00:00Pan y Rosas 22-02-2021<p style="text-align: justify;"><span style="font-size: medium;"> En este programa compartimos miradas sobre la situación de Canarias, las
desigualdades, la situación de violencia contra las personas que
habitamos esta tierra o están recién llegadas, exponemos nuestro
análisis del presupuesto en Servicios Sociales para el 2021 del Gobierno
de Canarias, también dialogamos sobre la garantía de renta en el
archipiélago y la alternativa de la renta Básica de las Iguales, la
situación, tras 15 años de la ley de promoción de la autonomía y
atención a la dependencia en nuestras islas, todo aderezado por
canciones maravillosas: Desaprendiendo de Pedro Pastor, de Ketecalles y
la Otra la canción pa'dentro y pa'fuera y la de despedida, por que no
hay Justicia social sin derechos, libertades y sin servicios públicos,
especialmente los Servicios Sociales y la salida es organización y
lucha, con esperanza, o más contracultural que hay en esta barbarie. </span></p><p style="text-align: justify;"><span style="font-size: medium;"><a href="https://www.ivoox.com/pan-rosas-noticias-paz-2021-02-22-audios-mp3_rf_65797525_1.html">https://www.ivoox.com/pan-rosas-noticias-paz-2021-02-22-audios-mp3_rf_65797525_1.html</a><br /></span></p>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-8590746153525602032021-02-04T18:33:00.000+00:002021-02-04T18:33:15.909+00:00REDESSCAN APOYA LA LUCHA POR UNOS SERVICIOS PÚBLICOS DE CALIDAD<p class="MsoNormal" style="text-align: justify;"> <span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">La Red Canaria en Defensa del Sistema Público de
Servicios Sociales, se une a las reivindicaciones de la Plataforma de Empleadas
Públicas en Fraude de Ley de la Administración General de la Comunidad Autónoma
de Canarias y denuncia a los sucesivos responsables del Gobierno de Canarias
por el abuso cometido desde hace décadas<span style="mso-spacerun: yes;">
</span>con miles de trabajadores y trabajadoras que se han visto sometidas a
encadenar contratos temporales en plazas que tendrían que haber sido
estructurales (imprescindibles para la prestación de un servicio público de
carácter permanente ). <br /></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">El funcionamiento de la Educación, Sanidad, Servicios
Sociales, Vivienda, Servicio Canario de Empleo, Agricultura, Justicia, Cultura,
Deportes, y un largo etcétera de departamentos que se ocupan de la atención
pública de los distintos ámbitos de nuestra vida cotidiana han estado
sometidos, no solamente a los sucesivos recortes presupuestarios en la dotación
de medios materiales, sino en la supresión de plazas públicas absolutamente
necesarias, la nula reposición del personal jubilado y la práctica fraudulenta
de una contratación temporal para puestos de trabajo que tendrían que haber
salido a oferta de empleo público muchos años atrás. <br /></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">No es de recibo que ahora se pretenda hacer borrón y
cuenta nueva y se denomine proceso de consolidación a una nueva oferta de
empleo público que obligue a más de 4000 trabajadoras a presentarse como si
fueran “nuevas aspirantes”, cuando en algunos casos superan los 20 años de
prestación de servicio en sus puestos de trabajo, vulnerando además de sus
derechos (trayectoria profesional, formación, estabilidad, años de servicio en
contacto con la ciudadanía, etc), la sentencia del Tribunal Europeo del 19 de
marzo de 2020, que considera que si hay un fraude en la contratación y ésta se
extiende en el tiempo de manera ilegal, la forma de atajarlo no es penalizar a
las trabajadoras sino más bien sancionar a la administración que lo ha causado
dictando la fijeza de estos trabajadores. <br /></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">En los últimos 10 años, Redesscan ha venido planteando
a través de estudios, comunicados, encuentros y acciones diversas, nuestra
defensa de los Servicios Públicos como garantía de derechos para todas las
personas. La accesibilidad, universalidad, responsabilidad pública, la
Igualdad, equidad, solidaridad, entre otros principios inspiradores de estos
servicios, solo pueden estar garantizados a través de la fortaleza de los
Sistemas Públicos, con medios materiales, económicos y personales suficientes
que puedan hacer frente a situaciones de crisis, como la que vivimos en la
actualidad con la pandemia , y las que vivimos a diario en un sociedad como la
nuestra en la que la desigualdad, el riesgo de exclusión social<span style="mso-spacerun: yes;"> </span>y la pobreza severa, alcanzas cifras
intolerables e injustas desde hace tiempo. <br /></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">El Gobierno de Canarias no puede poner en riesgo a
miles de trabajadoras y trabajadores públicos<span style="mso-spacerun: yes;">
</span>por la ineficacia, irresponsabilidad y fraude que han provocado durante
años desmantelando lo público en favor de externalizaciones y privatizaciones
que han precarizado y convertido en negocio empresarial necesidades
fundamentales de toda la población. Las y los trabajadores públicos son
necesarios y los Servicios Públicos tienen que recuperarse y fortalecerse, no
solamente consolidando y asegurando la fijeza<span style="mso-spacerun: yes;">
</span>a las empleadas temporales sino aumentando urgentemente las plantillas
que han mermado drásticamente en toda la Administración Pública de
Canarias.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;"> </span></p>
<p class="MsoNormal" style="text-align: right;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">En Canarias a 4 de Febrero del 2021</span></p>
http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-42454296935015751542020-12-14T11:27:00.009+00:002020-12-14T11:30:14.085+00:00 Redesscan denuncia que los presupuestos del Gobierno de Canarias mantienen a los Servicios Sociales en la cola<p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><span><span><i>Los colectivos sociales
denuncian que en unas cuentas que aumentan 350 millones solo haya 4
más para Servicios Sociales;</i></span> <span><i><b>1 </b>euro de cada 100 del
crecimiento del presupuesto va a Servicios Sociales.</i></span></span></span></span>
</p><p style="color: #00000a; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span><span><b>La Red Canaria en Defensa
del Sistema Público de Servicios Sociales (Redesscan), la Asamblea
Canaria por el reparto de la Riqueza y el Colegio Oficial de Trabajo
Social de Las Palmas</b></span><span>,
denuncian que el proyecto de presupuestos de 2021 remitido por el
Gobierno canario al Parlamento autonómico mantiene al Sistema
Público de Servicios Sociales en la cola de los sistemas de
protección, garantía y respeto a los Derechos. La Consejería de
Derechos Sociales, Igualdad y Juventud es la segunda por debajo que
menos porcentaje de crecimiento en la financiación recibe, de entre
las 20 áreas que han visto aumentada su financiación en este
proyecto presupuestario.</span></span></span></span></p><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span><span>Las organizaciones sociales
entienden, a pesar del discurso que repiten los portavoces
gubernamentales, que hablan de </span><span style="color: black;"><span>un
aumento del 75% en gasto social, los números no engañan y el dato
objetivo es que </span></span><span style="color: black;"><span><b>el
área más directamente relacionado con la protección social no está
siendo reforzada en su financiación, ya que sólo aumenta su
presupuesto en un 0,8%.</b></span></span><span style="color: black;"><span>
</span></span></span></span></span>
</p><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span><span style="color: black;"><span>Para
Redesscan resulta chocante que los autores de estos presupuestos sean
los mismos que en la legislatura pasada recordaban que Canarias
estaba a la cola del estado en materia de inversión en Servicios
Sociales, y solicitaban en el Parlamento, un día sí y otro también,
un incremento sustancial en los presupuestos del área de Servicios
Sociales.</span></span></span></span></span></p><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span><span>Redesscan considera una
injusticia que se siga infradotando económicamente el sistema
encargado de la atención a la dependencia, de la atención a la
infancia y familias en situaciones de vulnerabilidad, el encargado de
atender a las personas en situación de pobreza, encargado de las
políticas de inclusión e inserción social. Los últimos datos
conocidos del desempleo en Canarias, con el mayor incremento desde la
crisis del año 2008 (con más de 262.487 personas en desempleo y más
de 84.000 en Erte) provocan que se esté incrementando también el
número de personas con problemas para tener cubiertas las
necesidades básicas, tener autonomía personal y tener una
participación ciudadana activa en la sociedad en la que se vive.</span></span></span></span></p><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span><span>Las previsiones de la OCDE
señalan que se puede llegar al 40% de desempleo o tasas de pobreza
actuales del 35% según el informe Arope y su previsible aumento por
las consecuencias de la COVID-19. Con estos datos l</span><span style="color: black;"><span>as
organizaciones sociales canarias ven muy preocupante la reducción
de la partida destinada a prestaciones y otras ayudas sociales en un
7% con respecto al año pasado, el presupuesto del programa de
Fomento de la Inclusión Social se reduce en un 38% y la completa
desaparición de la partida destinada a la integración social de
personas migrantes, en un momento tan crucial como se está viviendo
en Canarias ante el actual proceso migratorio. Así mismo, no se
entiende cómo partidas tan importantes como la atención a las
personas en situación de dependencia, que no llega ni a un 1% de
subida.</span></span></span></span></span></p><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><span><span><span style="color: black;">Existe
en esta propuesta de presupuestos un claro </span><span style="color: black;"><b>incumplimiento
de la Ley de SS.SS. ,</b></span><span style="color: black;">que
se aprobó por unanimidad por todos los partidos políticos el pasado
año, en el que acordaron un aumento de la financiación mínima
anual del sistema público de SS.SS. a razón de 55 millones al año,
para el presupuesto de este año no se realizó dicho aumento y para
el 2021 el aumento reflejado en el proyecto de presupuesto es sólo
de 4 millones.</span></span></span></span></span></p><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span><span style="color: black;"><span><b>No</b></span></span><span style="color: black;"><span>
se ha concretado para el 2021 una </span></span><span style="color: black;"><span><b>ficha
de financiación del catálogo de servicios</b></span></span><span style="color: black;"><span>
que haga efectivo el cumplimiento de la Ley de servicios sociales,
que tenía que estar en seis meses y aún no ha salido la propuesta.</span></span></span></span></span></p><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><span>
<span>Por otra parte, se considera
muy grave que en estos presupuestos se mantenga la tendencia de
seguir con el </span><span><b>proceso
de privatización</b></span><span>
iniciado desde las últimas décadas, ya que mientras la partida para
la contratación pública de personal sólo sube un 2%, la partida
destinada a la externalización de servicios lo hace casi en un 20%.</span></span></span></span></p><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span><span>Redesscan afirma que </span><span><b>no
financiar de manera suficiente el Sistema Público de Servicios
Sociales es dejar en la estacada a decenas de miles de personas y
familias</b></span><span>, así como
una manera de colaborar desde las políticas institucionales en
aumentar el colapso que ya existe en este sistema, mientras se
utilizan a los y las trabajadoras sociales como parapetos y agentes
de contención del malestar y las situaciones desesperadas a las que
no se les da respuesta desde dichas políticas institucionales.</span></span></span></span></p><div style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><span><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 115%; margin-bottom: 0.35cm; text-align: right;"><span style="font-size: medium;"><span style="font-family: inherit;"><span>
En Canarias a 14 de Diciembre del 2020</span></span></span></p><span style="font-size: medium;"><span style="font-family: inherit;"><span>
</span></span></span><p style="color: #00000a; line-height: 115%; margin-bottom: 0.35cm; text-align: right;"><span style="font-size: medium;"><span style="font-family: inherit;"><span>
REDESSCAN, Asamblea Canaria por el reparto de la Riqueza y Colegio
Oficial de Trabajo Social de Las Palmas.</span></span></span></p><span style="color: #888888;">
<span></span>
</span>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-64861320670604779082020-10-25T13:46:00.000+00:002020-10-25T13:46:06.961+00:00 NO ES PLAN PARA LA JUSTICIA SOCIAL EN CANARIAS <p style="text-align: center;">NO ES PLAN PARA LA JUSTICIA SOCIAL EN CANARIAS </p><p style="text-align: center;">El Gobierno de Canarias no tiene Plan para la Justicia Social en nuestra tierra.</p><p style="text-align: justify;">La normalidad en nuestro archipiélago canario es empobrecimiento, explotación, sufrimiento, precariedad, desigualdad. La distancia social es abismal, los ricos más ricos y las empobrecidas cada vez con más situaciones de precariedad y miseria, desigualdad que, según el informe de Intermón Oxfam “Una reconstrucción justa es posible y necesaria”, nos sitúa al archipiélago con un incremento de más de 47.000 personas que entrarán en la situación de pobreza, la 2º CCAA con más impacto en la desigualdad de todo el estado y con más de 800.000 personas en situación de empobrecimiento y exclusión social. Con unas respuestas desde la responsabilidad pública, que no salen de la cuarentena, siendo la 3º comunidad, a la cola en menos inversión por habitante en políticas sociales.<br />El confinamiento de la riqueza en Canarias no se toca, ninguno de los mecanismos que permiten fraude, evasión y paraíso fiscal, se transforma en este plan, por lo tanto, se continúa priorizando que pocos tengan mucho a costa de que muchas tengamos poco y apenas pueda la mayoría de gente sobrevivir. Con un modelo social asistencialista y que no llega sino a una mínima parte de las personas que tendrían derecho, manteniéndolas en situación de miseria y semi esclavitud.<br />Y nos presentan un plan, desde el Gobierno de Canarias, para no variar de modelo de crecimiento económico en las islas, que no redistribuye ni reparte renta, riqueza, propiedad. Que no va a generar Justicia social ni ecológica.<br />Un viejo modelo que no solo queda intacto, sino que además se refuerza un sistema económico que necesita de la desigualdad y la acumulación de la riqueza de pocos, para vivir matando oportunidades, derechos y libertades para la mayoría. Un Plan que refuerza la acumulación de la riqueza en pocas manos y no toca ni la RIC, ni el REF.<br />Un Plan con procesos de participación con dinámicas pervertidas que no escuchan ni acogen las medidas que no están avaladas por los lobbies (presiones) de las cámaras de comercio y las grandes empresas en el archipiélago.<br />Un Plan donde llama la atención las diferencias entre las supuestas prioridades: mientras hay 105 instrumentos previstos para el “impulso de la actividad económica, con 2.061 millones para los tres años, para la atención a los colectivos vulnerables, hay 33 instrumentos y 75 millones, desde el 2020 al 2023. Concluyendo: el Objetivo de Desarrollo Sostenible de poner fin a la pobreza no se prioriza, no se cumplirá.<br />Para el mantenimiento de los servicios públicos fundamentales, se plantean 6 instrumentos y un total de 429 millones, en Servicios Sociales sin partida para el desarrollo de la Ley de Servicios Sociales y la mayoría de los millones (424 millones) para coordinación entre AAPP. Y convenios con el tercer sector.<br />Un Plan donde se plantea como una prioridad la “Atención y apoyo a las personas vulnerables”, con tres campos de acción: la lucha contra la violencia de género, sin partida concreta; La agilización de la PCI y demás rentas en Canarias, con 45 millones para el 2020 y en tercer lugar las medidas de atención a colectivos especialmente vulnerables, sin partida concreta. En total 45 millones, para el 2020, centrado en facilitar rentas, que repartido ese dinero entre las personas en situación de riesgo y exclusión toca a 58 euros al año por persona.<br /></p><p style="text-align: center;"><b>Un Plan donde No tienen partida:</b><br /></p><p style="text-align: justify;">- Ninguna de las medidas de Servicios sociales del eje del mantenimiento de los servicios públicos esenciales.<br />- Proyecto de Ley de Renta Canaria, para el 2020.<br />- Desarrollo de la ley de Servicios Sociales de Canarias.<br />- Plan de inclusión y lucha contra la pobreza.<br />- Convenios plurianuales para el desarrollo del Plan Concertado.<br />- Dependencia.<br />- Vivienda social.<br /></p><p style="text-align: center;"><b>Un Plan donde se dan estas comparaciones:</b><br /></p><p style="text-align: justify;">• Se plantean 140 millones de euros para el Plan de infraestructuras turísticas y 72 millones Plan de infraestructuras socio-sanitarias:(2021-2023). El doble para el sector turístico.<br />• Programa de apoyo a creación y mejora de la competitividad de PYMES: 103 millones. Para Desarrollo ley de Renta Básica (2021-2023): 67 millones.<br />• Campañas de promoción turística 40 millones. 49 millones en total. Menos de la mitad para Ingreso canario de emergencia: 16 millones de euros y programas para Menores migrantes no acompañadas: 8 millones de euros.<br />• Para Laboratorio de protocolos turísticos: 2 millones 800.000 euros. Y adaptación infraestructuras turísticas a nueva normalidad: 9 millones de euros. (12 millones). Diez millones más que lo dedicado a Planes integrales en la comunidad: 800.000 euros; Personas sin hogar:900.000 euros; Algunas partidas para Violencia de Género: 560.000 euros (2020) y Soberanía alimentaria: 750.000 euros.</p><p style="text-align: justify;"><br /><b>Exigimos:</b><br />- Que las organizaciones firmantes exijan unos servicios sociales universales, públicos, gratuitos y con financiación suficiente, para dar cobertura a la garantía de derechos por parte de la CC.AA. de Canarias.<br />- Reactivación de la dimensión social del Plan, desde el incremento y mejora de las políticas públicas, los servicios públicos que garanticen, protejan y respeten los derechos y libertades; priorizando el cumplimiento de una renta básica para todas las personas, comenzando con urgencia por las más de 773.000 personas en riesgo de exclusión social.<br />- Cambios de modelo de desarrollo para las islas, justo, ecológico, feminista, antiracista, antimilitarista...que ponga en el centro la vida de todas las personas y no las dinámicas de acumulación de capital en pocas manos.<br />- Desarrollo de procesos de Participación de verdad, no figurativa.<br />Queremos un plan de cambio de modelo, no de apoyo y fortalecimiento de las desigualdades en Canarias. Este no es plan de reactivación de la Justicia y la Igualdad en Canarias. Esto no es Plan.</p><p style="text-align: right;">[REDESSCAN] Red Canaria en Defensa del Sistema Público de Servicios Sociales.<br />[ACRR] Asamblea Canaria por el Reparto de La Riqueza.<br /></p>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-9638449447035003942020-05-26T12:09:00.001+01:002020-05-26T12:46:56.427+01:00¿DÓNDE ESTÁN LOS SERVICIOS SOCIALES EN CANARIAS? DESNUDOS, DESGARRADOS Y REPARTIDOS AL MEJOR POSTOR<div style="text-align: justify;">
<span style="font-size: large;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">¿Dónde
están las llaves? ¿Dónde están los servicios sociales en Canarias?
desnudos, desgarrados y repartidos al mejor postor - REDESSCAN</span></b></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<br /></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Como
en la canción infantil del “Matarile rile rile”, desde REDESSCAN nos
preguntamos ¿Dónde están las llaves para que este Sistema Público de
Servicios Sociales salga a flote después de tantos años en ahogamiento
presupuestario, legislativo y organizativo por parte de las
Administraciones Públicas responsables?</span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Hemos
buscado en la aplicación de la Ley de Servicios Sociales de Canarias
aprobada desde hace un año y no encontramos esas llaves.</b></span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Buscamos en los compromisos adquiridos para hacerla efectiva y nos preguntamos:</span></span></div>
<span style="font-size: large;">
</span><br />
<ul>
<li>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¿Dónde
está el llamado Plan de Inclusión Social y contra la Pobreza o como
planteamos desde Redesscan un Plan para la Justicia Social, que tenían
que presentar en un año?</span></span></div>
</li>
<li>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¿Dónde
está el primer diagnóstico de los Servicios Sociales que tenía que
hacer el Observatorio de los Servicios Sociales? ¿Existe?</span></span></div>
</li>
<li>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¿Y el Catálogo de Servicios y Prestaciones que debía estar listo en noviembre de 2019?</span></span></div>
</li>
<li>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">En
un año tenía el Gobierno de Canarias que hacer una previsión de
relaciones de puestos de trabajo para reforzar la plantilla de personal
de los servicios de inspección, ¿se ha realizado?</span></span></div>
</li>
<li>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¿Entrará
en vigor la Ley de Renta Básica en septiembre?, ¿cómo va este proceso
que aparece también en el artículo 24 del estatuto de Autonomía de
Canarias?</span></span></div>
</li>
<li>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">En
seis meses se tenían que elaborar criterios para la determinación de la
capacidad económica de las personas participantes del Sistema Público
de Servicios Sociales. ¿dónde están estos criterios?</span></span></div>
</li>
<li>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Del Plan de Servicios Sociales cuatrienal, ¿se ha elaborado el del año en curso?, ¿se está diseñando el del curso que viene?</span></span></div>
</li>
<li>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¿Cómo
va la puesta en marcha de herramientas básicas como el sistema
unificado de información, la historia social única o el registro único
de entidades a un año de que tengan que estar plenamente operativas?</span></span></div>
</li>
<li>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¿Se va a repetir la misma historia que con la anterior ley?</span></span></div>
</li>
</ul>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">En
el primer aniversario no podemos entonar el “Cumpleaños Feliz” a esta
Ley que se presentó en la pasada legislatura como el paladín que
resolvería los problemas más acuciantes de la ciudadanía. No lo podemos
celebrar porque seguimos con <b>un Sistema Público de Servicios Sociales cada vez más desnudo y abandonado</b>,
al que quieren despojar de derechos como servicio público esencial para
reducirlo, fragmentarlo y repartir entre distintos lobbies interesados,
prestaciones y servicios públicos, en ocasiones rozando el populismo y
la propaganda política.</span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Hemos
buscado también en la propuesta de Pacto de Reactivación Social y
Económica en Canarias tan anunciada por el Gobierno de Canarias y
tampoco aparecen las llaves.</b></span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Por
no aparecer, ni siquiera se nombra en ningún lado la palabra "Servicios
Sociales". Lo que sí se nombra son los "Derechos Sociales" pero
cualquiera que sepa, un poquito, sabe que los "Derechos Sociales" son
aquellos que facilitan a la ciudadanía desarrollarse en autonomía,
igualdad y libertad y los Servicios Sociales son el conjunto de
actuaciones, servicios, y prestaciones orientados a mejorar el bienestar
social de las personas. Pero lo más preocupante que hemos detectado
desde Redesscan es cómo están desgarrando y separando las escasas
vestimentas que tiene este Sistema para repartirlas entre unos y otros.
Seguimos reiterando que la promoción de la autonomía y la atención a las
situaciones de dependencia es competencia de los Servicios Sociales, no
es un sistema aparte, que han dado por llamar sistema sociosanitario.
Se está desvistiendo a un santo para vestir a otro con los ropajes del
primero. También decimos nuevamente desde Redesscan que los SS.SS. no
son las prestaciones económicas como la PCI, las ayudas puntuales de
emergencia y menos aún el reparto de alimentos.</span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Seguimos buscando y preguntándonos</b>:</span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¿De
verdad a estas alturas nadie les ha explicado qué son y para qué tienen
que estar realmente los Servicios Sociales como sistema y como
estructura integral?</span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">El
Pacto para la Reactivación Social y Económica de Canarias lo presentan
como un acuerdo excepcional y extraordinario con una serie de medidas
que parecen más un brindis al sol que concreciones con partidas
presupuestarias que acompañen a cada medida y en el que, además, se ha
excluido socialmente como prioridad estratégica el refuerzo del Sistema
Público de Servicios Sociales.</span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>¿Cómo se puede entender una alternativa de cambio sin cambiar nada?</b></span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Seguimos buscando y solo encontramos ausencias, incumplimientos, invisibilidad, desinversión…</b></span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">No hay Derechos Sociales, ni Justicia Social sin Servicios Sociales.</span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Nos dejan desnudas...y hace frío, mucho frío.</span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Compartimos
junto a otras iniciativas y colectivos la defensa de los Servicios
Públicos Universales y de Calidad. Es necesario ser conscientes de la
importancia que tiene en estos momentos la unidad en la acción. Para
gran parte de la sociedad canaria supone luchar por la supervivencia;
pero hemos de ir más allá: se trata de un cambio rotundo de modelo en
los diferentes ámbitos de nuestra vida.</span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Seguro que ahí encontraremos algunas de las llaves y fortalezas que tanto buscamos.</b></span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>REDESSCAN (Red Canaria en Defensa del Sistema público de Servicios Sociales)</b></span></span></div>
<span style="font-size: large;">
</span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>25 DE MAYO DE 2020</b></span></span><br />
<br />
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<![endif]-->http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-49551748314881313952020-04-29T18:53:00.001+01:002020-04-30T16:38:19.464+01:00LOS SERVICIOS SOCIALES EN CANARIAS EN TIEMPO DE CORONAVIRUS: UN SISTEMA PÚBLICO ESENCIAL Y SIN EMBARGO INVISIBLE Y DESMANTELADO.<div style="text-align: justify;">
En la situación de emergencia sanitaria tan especial que estamos viviendo, REDESSCAN y muchos de las y los profesionales de los Servicios Sociales, asistimos con estupor a la aplicación de diferentes medidas que pretenden paliar el enorme impacto que produce en la población el confinamiento, el paro laboral, social, económico, y en general, el parón en el conjunto de los ámbitos de nuestra vida cotidiana.<br />
Asistimos a declaraciones, ruedas de prensa y publicaciones de las y los responsables públicos sobre los recursos que se ponen en marcha para cubrir las necesidades más apremiantes que garanticen la subsistencia de las familias, de las personas que se encuentran en situación de vulnerabilidad, y en definitiva que intentan resolver en un tiempo récord una avalancha de situaciones de emergencia que afectan y comprometen la vida de miles de personas en los distintos pueblos, barrios y ciudades de Canarias.<br />
Muchas de esas medidas son competencia del Sistema Público de Servicios Sociales y no podemos dejar de preguntarnos si se tiene conciencia real en esos estamentos de la situación de los Servicios Sociales en Canarias y del desmantelamiento de sus estructuras especialmente en los últimos 10 años.<br />
El Sistema Público de Servicios Sociales es un pilar fundamental de la garantía de Derechos Sociales y por ende del Estado de Bienestar como lo son también la Sanidad, la Educación y la Garantía de Rentas. Las funciones y competencias que le corresponden acompañan y ofrecen sus prestaciones a las personas en toda su trayectoria vital (como la Sanidad, la Educación y la Garantía de Rentas) y tiene que estar dotado, por tanto, de estructuras y servicios estables y suficientes para dar la respuesta que necesitan los distintos sectores de la población y los diferentes ámbitos territoriales (locales, autonómicos y estatales).<br />
Las diferentes leyes de Servicios Sociales (en Canarias tenemos una recién aprobada que aún no se ha desarrollado en la práctica), recogen en sus preámbulos y en su articulado la estructura, los principios, objetivos, organización, etc., del Sistema Público de Servicios Sociales, además de un catálogo de Servicios y Prestaciones, que implican la existencia de equipamientos, programas, servicios, unidades administrativas y equipos multiprofesionales,entre otros, para garantizar una atención integral, de carácter individual, familiar, grupal o comunitaria, a las personas que accedan a los Servicios Sociales, que dé cobertura a sus necesidades sociales.<br />
Pero ¿qué sucede en la realidad?, que desde 2009, la financiación de este Sistema Público, tan esencial para que las personas tengan una vida digna de ser vivida, se ha visto mermada hasta límites insostenibles, desenfocando su función al mero asistencialismo y a la concepción de que los Servicios Sociales son para las situaciones de extrema necesidad y fundamentalmente para gestionar ayudas. Se ha revertido la responsabilidad reduciendo la intervención pública al mínimo y delegando en Entidades del Tercer Sector, a través de externalizaciones y/o privatizaciones a Empresas, servicios esenciales como son la autonomía personal y prevención de la dependencia o la atención a la infancia y la familia, a modo de ejemplo.<br />
En Canarias, una parte muy importante de la población ya estaba en situación de emergencia desde antes del COVID 19. Si recordamos las cifras del Informe sobreEL ESTADO DE LA POBREZA:SEGUIMIENTO DEL INDICADOR DE POBREZA Y EXCLUSIÓN SOCIAL EN ESPAÑA publicado en 2019 por EAPN (Red Europea de Lucha contra la Pobreza y la Exclusión Social), Canarias se sitúa en la última década siempre en puestos de cola en relación con la media del Estado, a modo de ejemplo, solo tres datos: algo más de 770.000 personas están en riesgo de pobreza y/o exclusión social (36,4% de la población). 195,000 personas en situación de pobreza severa. La PCI (Prestación Canaria de Inserción) sólo llega al 3´4% de la población que la necesita.<br />
Detrás de estas cifras hay rostros que reflejan no sólo necesidades económicas, son muchos otros servicios y prestaciones a los que tienen derecho y, mientras tanto, los Servicios Sociales colapsados tramitando ayudas como tarea fundamental en el día a día. La prevención, la promoción de la autonomía, los programas de acompañamiento, la gestión de los cuidados, la investigación, la innovación y la digitalización del Sistema para evitar burocracia y duplicidad de trámites, los programas de formación grupal y comunitaria, la formación en valores, la unificación de criterios herramientas y protocolos, etc. etc., se ha quedado en la letra de las normativas sin que se hayan desarrollado como un derecho fundamental y universal de toda la ciudadanía.<br />
Esta nueva emergencia sanitaria viene por tanto a redoblar necesidades y a buscar respuesta profesional en un Sistema Público doblegado y obligado a ser subsidiario, en manos de la improvisación, la descoordinación, el echar mano del voluntariado, las donaciones y como no de “garantizar financiación a las entidades del Tercer Sector que atienden a los más vulnerables” según manifestación de la propia Consejera de Derechos Sociales del Gobierno de Canarias. ¿Dónde queda ante todo esto las cientos de propuestas y alternativas que las profesionales de los Servicios Sociales y otras agentes socio-educativos han hecho llegar al Gobierno de Canarias en todos estos años en la línea de caminar hacia un verdadero Sistema Público de Servicios Sociales?<br />
Ante todo ello nos preguntamos ¿Para cuándo garantizamos la financiación del Sistema Público de Servicios Sociales? ¿Cuándo le vamos a considerar de verdad un Servicio Público esencial? Ya hemos visto como esta crisis sanitaria ha puesto al descubierto en España el deterioro al que ha estado<br />
sometida la Sanidad Pública en la última década, y lo que ha significado para la vida de las personas cuando se nos viene encima una emergencia de esta envergadura (el nº de personas susceptibles de ser atendidas por un/a Trabajadora Social se sitúa alrededor de las 16 mil por profesional. Prácticamente se multiplica por seis la tasa recomendada por profesional que son 3.000 personas). En Gran Canaria esta cifra aumenta a los 25.000.<br />
Desde REDESSCAN seguimos denunciando la precariedad del Sistema Público de Servicios Sociales de Canarias, las condiciones de vida de personas y hogares que producen vulneración de derechos y la necesidad de Inversión Social en equipamientos, programas y equipos profesionales públicos que puedan llevar cabo la labor social que la Realidad Canaria de antes y la de ahora con esta nueva emergencia sanitaria nos exige y decidirnos claramente por un Sistema Público de Servicios Sociales con todas las consecuencias.<br />
REDESSCAN. En Canarias a 29 de Abril del 2020</div>
http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-68755330208838210122020-03-27T12:48:00.001+00:002020-03-27T12:50:08.148+00:00CLECE Y EL ÁREA DE SERVICIOS SOCIALES DEL AYUNTAMIENTO DE LAS PALMAS SIGUEN SIN DAR UNA SOLUCIÓN A LAS TRABAJADORAS DEL SERVICIO DE AYUDA A DOMICILIO<div style="text-align: justify;">
Las cuatrocientas empleadas del servicio de ayuda a domicilio de Las Palmas de Gran Canaria muestran su preocupación por la falta de medidas del ayuntamiento para la contención del coronavirus. No hay que olvidar que la mayoría de las personas que disfrutan de este servicio son personas mayores y con situaciones de enfermedad crónica y son más de 3.000 en la actualidad. Estas personas son de alto riesgo y las más vulnerables frente al Covid-19.<br />
La empresa, responsable en primera instancia, de dotar a las trabajadoras con el material adecuado para desempeñar su labor de asistencia y cuidados en domicilio, ha mostrado su absoluta desidia, no ya ante esta emergencia sanitaria, sino ante el desempeño cotidiano de una tarea tan esencial como el<br />
cuidado de nuestros mayores de forma que se esté llevando a cabo sin ofrecer las máximas garantías de seguridad para la salud y el bienestar de trabajadoras y personas atendidas.<br />
Por otro lado, el Ayuntamiento de Las Palmas como responsable máximo de proveer a la ciudadanía los Servicios Sociales que respondan a sus necesidades, viene haciendo oídos sordos a las demandas planteadas por la falta de material, (mascarillas, guantes, delantales plásticos, calzas), así como la falta de un protocolo de emergencia en el que se establezcan los servicios mínimos, para evitar posibles contagios de las personas mayores que disfrutan de este servicio, sin exigir a la empresa que tiene adjudicada la prestación de este Servicio que cumpla la normativa vigente y en su defecto rescindir de forma inmediata su contrato y asumirlo como propio.<br />
También las organizaciones sindicales muestran una implicación y compromiso insuficiente con la defensa de los derechos laborales y sociales de las trabajadoras, y por ende también con el derecho de las personas mayores en situación de vulnerabilidad cada vez más intolerable, a tener una respuesta de la Administración Pública y de la empresa que garantice una atención digna y en óptimas condiciones de cuidados.<br />
Desde REDESSCAN denunciamos está situación y apoyamos las demandas de las trabajadoras del servicio, exigiendo se desarrollen las medidas adecuadas para proteger a las personas atendidas y las auxiliares que las cuidan: materiales, protocolos...<br />
Nuestra razón de ser es la defensa del Sistema Público de Servicios Sociales y desde nuestro nacimiento hemos venido ofreciendo análisis y datos sobre la precariedad crónica de los Servicios Sociales en Canarias por la progresiva externalización y privatización de los mismos, por la ínfima dotación presupuestaria y la escasa prioridad que los distintos responsables públicos le han dado a los Servicios Sociales (Gobierno Central, Gobierno Canario, Cabildos y Ayuntamientos) y por el desmantelamiento de todos los Sistemas Públicos que se viene produciendo a nivel de todo el Estado a partir de 2010.<br />
En Las Palmas de Gran Canaria a 27 de Marzo de 2020</div>
http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-47642324030661363952020-03-18T20:37:00.000+00:002020-03-18T20:37:58.773+00:00El servicio de ayuda a domicilio de Las Palmas de Gran Canaria no toma medidas de contención ante el Coronavirus<div style="text-align: justify;">
<span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: 14px;">Las
cuatrocientas empleadas del servicio de ayuda a domicilio de Las Palmas
de Gran Canaria muestran su preocupación por la falta de medidas del
ayuntamiento para la contención del coronavirus. No hay que olvidar que
la mayoría de las personas que disfrutan de este servicio son personas
mayores y con situaciones de enfermedad crónica y son más de 3.000 en la
actualidad. Estas personas son de alto riesgo y las más vulnerables
frente al Covid-19. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: 14px;">El
ayuntamiento y los sindicatos han hecho oídos sordos a las demandas de
las trabajadoras por la falta de material (mascarillas, guantes,
delantales plásticos,clazas) , y la falta de un protocolo de emergencia
en el que se establezcan los servicios mínimos, para evitar posibles
contagios de las personas mayores que disfrutan de este servicio.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: 14px;">Desde
REDESSCAN denunciamos está situación y apoyamos las demandas de las
trabajadoras del servicio, exigiendo se desarrollen las medidas
adecuadas para proteger a las personas atendidas y las auxiliares que
las cuidan.</span></span></div>
<div style="text-align: right;">
<span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: 14px;">En Las Palmas de Gran Canaria a 17 de Marzo de 2020</span></span></div>
http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-59188454026664703412020-02-29T12:29:00.003+00:002020-03-01T13:32:13.392+00:00Canarias, paraíso de la precariedad y la exclusión social<div style="text-align: justify;">
Después de diez años del inicio de la Gran Recesión, han proliferado distintas investigaciones sobre el impacto que la crisis de 2008 y las posteriores políticas de austeridad han tenido sobre los distintos modelos de bienestar europeos. Tal es el caso de la investigación, Welfare and the Great Recession: A Comparative Study (2019) de la editorial Oxford University Press, en donde se analiza hasta qué punto los modelos de bienestar europeos se han transformado tras la crisis financiera, con el análisis exhaustivo de nueve países, entre ellos España.</div>
<div style="text-align: justify;">
Por otro lado, algunos/as autores/as, siguiendo la obra La gran transformación (1944) de Karl Polanyi, empiezan a hablar de una “segunda gran transformación” o una “gran transformación recurrente” para examinar los profundos cambios acaecidos después de la Gran Recesión de la cual, para muchos investigadores/as, todavía no hemos salido y que se debe al propio funcionamiento del sistema capitalista, tendente a crisis periódicas.</div>
<div style="text-align: justify;">
En España, es de destacar, Los Estados de Bienestar en la Encrucijada. Políticas Sociales en Perspectiva Comparada (2013-2016), de la editorial Tecnos. Un estudio de los distintos modelos de Estados de Bienestar europeos (Continental, Liberal, Socialdemócrata, Mediterráneo), cuyo análisis se amplía en su segunda edición a los países postcomunistas, América latina, Asia y África. De igual manera, en el mismo, se analizan los cambios que han sufrido las políticas sociales tras la crisis de 2008 (sanidad, pensiones, políticas de lucha contra la pobreza, de atención a las personas en situación de dependencia, familia, igualdad de género y de protección por desempleo) ampliando dicha investigación a otras áreas, tales como la educación, las políticas activas de empleo o la política fiscal.</div>
<div style="text-align: justify;">
Sin embargo, una de las peculiaridades del Estado de Bienestar Español son las grandes diferencias territoriales que existen entre sus autonomías, aspecto muy poco estudiado con la profundidad que se merece.</div>
<div style="text-align: justify;">
Es por ello por lo que, en 2015, un grupo de investigadores e investigadoras de universidades españolas, entre las que se encuentran Ana Cano Ramírez y Miren Koldobike Velasco Vázquez profesoras del Grado en Trabajo Social de la ULPGC, y dirigidos por Manuel Hernández-Pedreño, Doctor en Sociología de la Universidad de Murcia reciben el XX premio de investigación del Consejo Económico y Social de España por su trabajo. Dicha investigación queda plasmada en Los modelos sociales autonómicos en el contexto español (2019), donde se desarrollan entre 2009 y 2016</div>
<div style="text-align: justify;">
distintos índices de exclusión social, compromiso documental y de eficiencia del gasto reflejando grandes diferencias entre las distintas comunidades autonómicas. Para ello utilizaron tres técnicas distintas: análisis estadístico de indicadores de riesgo social multidimensional y de gasto social; análisis documental del compromiso autonómico y estatal, mediante el estudio de los diferentes planes y normativa que conforman cada política sectorial (ingresos, empleo,…) y entrevistas y grupos de discusión con profesionales de la intervención.</div>
<div style="text-align: justify;">
Citando a sus autores/as: “Desde una perspectiva territorial, las repercusiones iniciales de la crisis han sido muy dispares a nivel autonómico, como ya demostraron algunos estudios, advirtiendo de las graves consecuencias del aumento de esta desigualdad autonómica sobre la erosión de la cohesión social. Esta distinta evolución territorial deviene de las diferentes posiciones de partida antes de la crisis, aunque también de las distintas respuestas institucionales ofrecidas desde las autonomías”.</div>
<div style="text-align: justify;">
Además, la investigación constató que existen distintos niveles de eficiencia en la gestión de las políticas sociales en cuanto a las comunidades autónomas. Navarra y Madrid son las autonomías que han resultado eficientes tanto en materia de política sanitaria, como en educación y en protección y promoción social. En tercer lugar, se sitúa el País Vasco, que también podría decirse que resulta eficiente en las tres políticas analizadas, puesto que alcanza una puntuación muy similar a las primeras. En el lado opuesto de la clasificación, con los niveles más bajos de eficiencia, se sitúan Canarias, Extremadura, Castilla-La Mancha y Murcia. En cualquier caso, los niveles medios de eficiencia de los tres modelos realizados para la política social resultan elevados.</div>
<div style="text-align: justify;">
La investigación ofrece diversos puntos de vista sobre la situación social de las comunidades y ciudades autónomas españolas, caracterizando los distintos modelos sociales que coexisten, el español y los autonómicos. En síntesis, de este trabajo se extraen dos conclusiones principales:</div>
<div style="text-align: justify;">
• La existencia de grandes distancias entre los modelos sociales de las autonomías, evidenciadas por los profesionales y constatadas por el análisis documental y estadístico. En este último caso, tanto desde el punto de vista de los resultados en materia de riesgo de exclusión social, como considerando el nivel de gasto social.</div>
<div style="text-align: justify;">
• Los análisis han corroborado la limitada capacidad de las políticas sociales para responder a las nuevas necesidades surgidas con la crisis.</div>
<div style="text-align: justify;">
En este sentido la investigación propone:</div>
<div style="text-align: justify;">
• Avanzar hacia un marco básico común de protección social.</div>
<div style="text-align: justify;">
• Avanzar hacia un modelo de financiación más justo, más social y con más recursos.</div>
<div style="text-align: justify;">
• Mejorar la gestión mediante un uso eficiente de los recursos y el fomento de la participación.</div>
<div style="text-align: justify;">
• Fomentar la coordinación interterritorial.</div>
<div style="text-align: justify;">
• Mejorar la calidad, cantidad y cobertura territorial de los indicadores del sistema nacional de estadísticas sociales</div>
<div style="text-align: justify;">
Este mismo grupo de investigación, profundizando en la línea de éste primer estudio, publica en 2020 Riesgo de exclusión y políticas sociales autonómicas en España, en la editorial Tirant Humanidades. En el mismo, Ana Cano y Miren Koldobike Velasco analizan en el capítulo “Riesgo de exclusión y política social en Canarias” la situación actual de las islas.</div>
<div style="text-align: justify;">
Al hablar del gasto social, se constata que: “Entre 2008-2014, la reducción del gasto social autonómico se produce, en sus tres partidas (Sanidad, Educación y Protección y promoción social) y de forma similar, en Canarias y el conjunto de autonomías, sufriendo los recortes más intensos el gasto en protección y promoción social. Así, en esta comunidad autónoma, los recortes presupuestarios tuvieron una especial incidencia, evidenciándose una disminución de gasto social en todos estos componentes, quedando en 2017 en todas ellas muy por debajo de la media de todas las comunidades autónomas, y sin recuperar o igualar la situación inicial de 2008”.</div>
<div style="text-align: justify;">
Además, “entre 2008 y 2017, la Sanidad canaria sufre un recorte de 135 euros por habitante, mientras que la media del resto de las autonomías ha sufrido una mejora de un 10%; en Educación se produce una reducción de 134 euros menos por habitante, frente a un recorte medio del total de autonomías de 12 euros por habitantes; en Protección y Promoción social, 83 euros menos dedicados por habitante, mientras del total de autonomías sufre una mejora total de 16 euros por habitante. Por tanto, en las islas el recorte en euros por habitante más alto fue en la inversión en Sanidad, seguida de la Educación y la Protección social, y la especial incidencia recae en la dedicada a los Servicios Sociales, en una situación de crisis financiera. En diez años ha descendido la inversión en el modelo social en Canarias unos 352 euros por habitante, hecho que condiciona y rebaja la garantía de derechos y redistribución de la riqueza en las islas”.</div>
<div style="text-align: justify;">
Como resultado de agregar sus tres partidas, el gasto social per cápita en Canarias alcanza una cifra de 2.260 € en 2017, resultando ser unos 234 euros por debajo de la media en el estado español. La combinación que se da es paradójica, situaciones de</div>
<div style="text-align: justify;">
desigualdad más graves y menos inversión en los servicios públicos universales que tienen la obligación de garantizar derechos.</div>
<div style="text-align: justify;">
A modo de resumen, para las autoras: “Se constata una situación por encima de la estatal de desigualdad y empobrecimiento, en número de hogares que no llegan a fin de mes, con la carencia material severa más alta, la tasa de paro por encima de la media estatal, con el número de personas y hogares más precarios, en lo laboral, en lo retributivo, en las condiciones de vivienda, en salud, en tasas de abandono escolar temprano y jóvenes que ni estudian ni trabajan y con las rentas medias más bajas en comparación con el resto de las comunidades autónomas. Acompañando esta situación, brevemente dibujada, un descenso de inversión social en Sanidad, Educación y sobre todo en Protección y Promoción social.</div>
<div style="text-align: justify;">
En palabras de Miren Koldobike, “en Canarias vivimos en un paraíso de la precariedad”. Sin embargo, tal y como afirmaba el relator de la ONU Philip Alston, en su visita a España “la pobreza es una decisión política” y en Canarias desde el inicio de la democracia ha sido y es la decisión política de los distintos partidos políticos que han gobernado.</div>
<div style="text-align: right;">
David Rodríguez Espino, miembro de REDESSCAN,<br />
25 de febrero de 2020, Las Palmas de Gran Canaria.</div>
http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-83777935004732253572020-02-29T12:21:00.000+00:002020-02-29T12:23:41.134+00:00ENLACES PROGRAMAS DE RADIO DE ENTREVISTAS DE LA PRESENTACIÓN DEL LIBRO “RIESGO DE EXCLUSIÓN Y POLÍTICAS SOCIALES AUTONÓMICAS EN ESPAÑA y AUDIO COMPLETO DE LA PRESENTACIÓN EN CANARIAS:<!--[if gte mso 9]><xml>
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UnhideWhenUsed="true" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">CopeDe 7 a 8: La Mañana en Canarias con
Mayer Trujillo</span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">10 minutos, del 46:10 al 56:14h.</span></div>
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<a href="https://www.cope.es/emisoras/canarias/la-manana-canarias/audios/manana-canarias-con-mayer-trujillo-20200220_1014224"><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">"En Canarias vivimos en un paraíso dela precariedad" Koldobi Velasco</span></a><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;"> </span></div>
<div class="title">
<span style="font-weight: normal;"><a href="http://www.lacasademitia.es/articulo/economia/canarias-vivimos-paraiso-precariedad-koldobi-velasco/20200220144230096597.html"><span style="font-size: small;">"En Canarias vivimos en un paraíso de la precariedad" Koldobi Velasco en ONDA CERO</span></a><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;"> </span></span></div>
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<a href="https://www.ondacero.es/emisoras/canarias/las-palmas/audios-podcast/canarias-en-la-onda/koldobi-velasco_202002205e4e823d0cf24537a4e75260.html"><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">Koldobi Velasco: "En Canarias vivimosen un paraíso de la precariedad"</span></a></div>
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<a href="https://onedrive.live.com/?authkey=%21AKB80bBFqAahaLs&cid=92DE034E54E778B3&id=92DE034E54E778B3%21201&parId=92DE034E54E778B3%21171&o=OneUp"><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">Audio de la presentación del estudio"Riesgo de exclusión y políticas sociales autonómicas en España"(Capítulo de Canarias)</span></a></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;"><b>FOTOS DEL EVENTO </b></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">Queremos agradecer a </span><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">la presidenta del Colegio Oficial de Trabajo Social de Las Pamas, Laura Monroy Acosta, su participación en la presentación del libro y al Club La Provincia el facilitarnos el espacio y el trato recibido.<b> </b></span></div>
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http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-27957711920449403492020-02-18T12:15:00.000+00:002020-02-18T12:15:50.655+00:00Para el día de la Justicia Social, 20 de febrero de 2020, a las 19h NO SON POLÍTICAS PARA LA JUSTICIA SOCIAL<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhY_zmnKpU-UpR2x3fu47slYjE6UckqfJ9AqHZn6_TTDbl7y9clvGCGQWh5z34LoLTC7AiEXiHtz9R3DGByDLHxgTwDwAXNmR_b5af9vxfHHNRrDDzpV6GclwEwSizUKGMKrVIWm4bnikJ/s1600/Captura+de+pantalla+de+2020-02-13+18-49-49.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="584" data-original-width="404" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhY_zmnKpU-UpR2x3fu47slYjE6UckqfJ9AqHZn6_TTDbl7y9clvGCGQWh5z34LoLTC7AiEXiHtz9R3DGByDLHxgTwDwAXNmR_b5af9vxfHHNRrDDzpV6GclwEwSizUKGMKrVIWm4bnikJ/s640/Captura+de+pantalla+de+2020-02-13+18-49-49.png" width="441" /></a></div>
<br />http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-2936101543015521722019-12-06T10:40:00.000+00:002019-12-06T10:44:15.067+00:00PRECARIEDAD PARA LOS PRESUPUESTOS EN SERVICIOS SOCIALES. REBAJAS EN DERECHOS, PARAÍSO DE LA DESINVERSIÓN SOCIAL<div style="text-align: center;">
<b><span style="font-size: large;">PRECARIEDAD PARA LOS PRESUPUESTOS EN SERVICIOS SOCIALES.<br />REBAJAS EN DERECHOS, PARAÍSO DE LA DESINVERSIÓN SOCIAL</span></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;">Desde Redesscan aportamos las siguientes reflexiones y exigencias para los presupuestos en Servicios sociales en Canarias:</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />En el archipiélago Canario, en 10 años se ha dado un descenso de la inversión en el modelo social de unos 352 euros por habitante; unos 43 millones menos para Sanidad, Educación y Servicios Sociales. Esto contribuye al deterioro de las condiciones de vida de la población y en acrecentar desigualdades.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />En los últimos cinco años, el presupuesto general creció en 3.000 millones y en Políticas de acción social solo aumentó en 49 millones; sólo un 0,6% del crecimiento del presupuesto global va a Servicios Sociales. De cada 100 euros que se aumentaron al presupuesto general, llegó medio euro para fortalecer el sistema público de servicios sociales. Cifra ridícula en un contexto de aumento del empobrecimiento de las mayorías por desposesión y la acumulación de la riqueza cada vez en menos personas.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />En el 2020, de cada 100 euros del presupuesto canario, 5,4 son para políticas de acción social. A todas luces insuficiente para criterios de hacer justicia y equitativa esta sociedad. </span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />En el 2020, de los 6.037 millones para Políticas sociales, el 91,5% son para Educación y Sanidad y el 8,5% para Servicios Sociales. Siendo 244 euros por persona en inversión anual para políticas de acción social en Canarias.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />En el presupuesto previsto para el 2020, de doce programas en Servicios sociales, seis programas bajan su presupuesto, seis lo suben y baja el capítulo de personal.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />La mitad de los programas de Servicios Sociales ha sufrido recortes, a los anteriores se suman disminuciones en atención a la drogodependencia (5,4%), planificación de los SS.SS. (2,2%), Prestaciones y otras ayudas sociales (9,2%). También bajan las partidas para la infancia y la juventud, las peor financiadas en los presupuestos; partidas específicas han sido recortadas en un 7,5% (1,6 % dirección de infancia y familia, 3,7 medidas judiciales, 2,2% fomento de la calidad de vida jóvenes).</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />No se ha concretado para el 2020 una ficha de financiación del catálogo de servicios que haga efectivo el cumplimiento de la Ley de servicios sociales, que tenía que estar en seis meses y aún no ha salido la propuesta.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />Las líneas prioritarias son Fomento de la Inclusión que crece un 43,2% y acciones a favor de Canarias en el exterior 34,4%, y preocupa que para fortalecer unos programas se tenga que debilitar otros que también afectan a colectivos víctimas de la desigualdad.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />Para la Prestación Canaria de Inserción con 40 millones en el 2018 se llegó al 3,4% de la población en situación de pobreza y exclusión social y con el aumento a 89 millones, sólo llegará en previsión al 7,5%. ¿Cómo van a sobrevivir el 93% de personas sin acceso a ese derecho básico?, más de 600.000 personas condenadas presupuestariamente a la miseria.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />En cinco años(2014-2019) el capítulo 1, de personal, crece en 3 millones de euros, cifra totalmente insuficiente y del 2019 al 2020 desciende en 600.000 euros en personal. No se hace una apuesta por reforzar la contratación y la gestión directa de los programas ya que en 7 de los 13 programas existentes en la Consejería no existe partida presupuestaria para personal, lo que supone que la gestión sigue la tendencia de que se realicen a través de asociaciones, fundaciones, ongs o empresas; contribuyendo a desdibujar la responsabilidad pública y la obligación del cumplimiento de derechos por parte de la Administración.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br />Los programas que no cuentan con personal propio son: Coordinación y planificación de políticas para personas mayores, Prestaciones y ayudas sociales, Fomento de la Inclusión Social, Ejecución de medidas judiciales jóvenes infractores, Atención a personas con discapacidad, Promoción Igualdad de oportunidades para mujeres, Planificación y promoción de la diversidad. Se invierte más en altos cargos y en seguridad que en personal para servicios fundamentales.</span></div>
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<span style="font-size: large;"><br />El fortalecimiento de lo público pasa por contar con recursos humanos dentro de la propia consejería que sean los que diagnostiquen, planifiquen, diseñen y ejecuten desde ese ámbito las políticas en materia de Servicios Sociales. Además de personal que evalúe, controle e inspeccione aquellos programas y servicios que se han delegado a terceros. En este primer año de nuevo gobierno se ha perdido una oportunidad para que esto sea posible, manteniendo la misma línea que gobiernos anteriores en esta situación.</span></div>
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<span style="font-size: large;"><br />Los Servicios Sociales además de requerir una mayor financiación, requieren que este pilar del Estado del Bienestar no se convierta en un mercadeo ni en negocio de los derechos. Para ello hay que apostar por la gestión directa de los Servicios Sociales revirtiendo las políticas de externalización y privatización que estamos sufriendo que afectan sobre todo a sectores más precarios por la desigualdades y opresiones como son la infancia, las personas en situación de dependencia y los colectivos en exclusión social.</span></div>
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<span style="font-size: large;"><br />Es urgente reforzar la financiación de los Servicios Sociales contando con más ingresos a través de políticas fiscales progresivas, que paguen más los que más tienen, combatir el fraude fiscal de las grandes empresas, denunciar la corrupción...Recordamos que en el último informe del Foessa sobre Canarias, el 84,4% de nuestra población expresó que optaría por tener más prestaciones y servicios sociales, pagando más impuestos.</span></div>
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<span style="font-size: large;"><br />En Canarias, por tanto, estos presupuestos no garantizan, respetan ni protegen los Derechos sociales de las personas que aquí vivimos. Exigimos una financiación estable, suficiente y adecuadamente gestionada, que realmente redistribuya la riqueza y garantice derechos a todas las personas; donde en el centro esté la sostenibilidad de la vida y no el seguir favoreciendo a los más ricos.</span></div>
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<span style="font-size: large;">Redesscan, a 5 de Diciembre de 2019</span></div>
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http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-58889941775477900182019-04-18T12:13:00.000+01:002019-04-18T12:13:23.928+01:00MESA COLOQUIO ¿Cómo están nuestros derechos en Canarias? Nuestras alternativas. 24 de abril a las19:00 Edificio sindical (Avd. Primero de Mayo, 21. Las Palmas)<img alt="" src="data:image/png;base64,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" />http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-6228302317460681222019-04-09T06:46:00.003+01:002019-04-09T06:46:58.080+01:00Pan y Rosas 08-04-2019PRESENTACIÓN Y EDITORIAL: Nueva Ley de SS.SS. Un barrio para vivir; con
Juan Carmelo y Mónica Rodriguez. Mare Blanca / Asociación para la Defensa
de la Sanidad Pública de Canarias Ricardo Redondas. Próximo Evento ; Cómo
están nuestros derechos en Canarias y nuestras alternativas? Día 24 de
abril.<br />
<a href="https://www.ivoox.com/pan-rosas-noticias-paz-08-04-2019-audios-mp3_rf_34203647_1.html">https://www.ivoox.com/pan-rosas-noticias-paz-08-04-2019-audios-mp3_rf_34203647_1.html</a>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-88878258838133999282019-02-12T10:18:00.000+00:002019-02-12T10:18:46.678+00:00Pan y Rosas 11-02-2019<span><span>Programa de REDESSCAN, hoy educación, sanidad y un barrio
para vivir compartiendo análisis y luchas; tras una mirada de Canarias
desde la asamblea canaria por el reparto de la riqueza y la presentación
del libro si no hubiera privilegios no habría miserias. </span></span><br />
<span><span><a href="https://www.ivoox.com/pan-rosas-noticias-paz-11-02-2019-audios-mp3_rf_32447352_1.html">https://www.ivoox.com/pan-rosas-noticias-paz-11-02-2019-audios-mp3_rf_32447352_1.html</a> </span></span>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-55150694794590799292019-01-30T08:36:00.000+00:002019-02-01T10:01:19.492+00:00Corrupción, calidad institucional y bienestar<!--[if gte mso 9]><xml>
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</xml><![endif]--><span style="font-family: "times new roman" , serif; font-size: large; line-height: 150%;">En 2017 Redesscan presentó
una comunicación en el III Congreso de Trabajo Social de Aragón, bajo el título
“Efectos de la corrupción en el estado de bienestar español. Un acercamiento a
su impacto en los servicios sociales en las comunidades autónomas” ya que percibíamos
que los estudios sobre el impacto de la corrupción sólo estimaban su impacto
económico, pero no sus costes sociales. </span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: large; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Así,
algunos estudios estiman el coste económico de la corrupción en España en
10.500 millones de € anuales y otros en torno a los 47.500 millones en
sobrecostes por</span><span style="font-size: large;"> <span style="font-family: "times new roman" , serif; line-height: 150%;">un deficiente sistema de contratación
pública que no garantiza la competencia, entendiendo la dificultad de distinguir
entre sobrecoste y corrupción. Desde REDESSCAN estimamos el coste en 87.002
millones de € anuales, pero el informe “The Costs of Corruption Acroos the EU” publicado
por el Grupo de los Verdes/Alianza Libre Europea, cuyos datos se basan en el
informe “The Cost of Non-Europe in the area of Organised Crime and Corruption” (que
estima el impacto a través de diferentes modelos econométricos en tres escenarios
diferenciados), aumentaban la cifra a 90.000 millones de euros anuales en el
peor escenario, que estima su impacto en relación a la perdida en el PIB debido
a los niveles de la misma.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: large; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Por
otro lado, para la Fundación BBVA y el Instituto Valenciano de investigaciones
económicas (Ivie), en su informe “Los costes económicos del déficit de calidad
institucional y la corrupción en España” aumentar la calidad institucional en
España aumentaría el PIB per cápita alrededor del 20% en un período de unos 15
años.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "times new roman" , serif; font-size: large; line-height: 150%;">Sin embargo, estas cifras
por sí solas no aclaran el impacto que la corrupción tiene en los estados del
bienestar. Sí bien, para el FMI, en su informe “Corruption: Costs and
Mitigating Strategies”, los efectos sociales de la corrupción son los
siguientes: Bajos resultados en las Políticas Sociales; Niveles bajos en los
indicadores de educación y salud, ya que la corrupción puede distorsionar la
asignación de fondos dentro de los sistemas de salud y educación; Ineficiencias
en la prestación de servicios sociales, debido al desvío de fondos de programas
contra la pobreza tanto hacía grupos de la población relativamente ricos como a
individuos y grupos bien conectados, disminuyendo el impacto de los programas
sociales en la distribución del ingreso y la pobreza.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "times new roman" , serif; font-size: large; line-height: 150%;">Por otra parte, para Bo
Rothstein, responsable del Quality of Government Institute, en uno de los
documentos del instituto (2010) diferencia entre los distintos países (regiones),
agrupándolos en: los que cuentan con programas estatales de bienestar amplios y
sobre todo universales, bajos niveles de corrupción, alto grado de confianza
social y altos niveles de felicidad y bienestar social; y, viceversa, países
con sistemas de bienestar más restrictivos, con mayores niveles de corrupción,
menores niveles de confianza social, bienestar social y felicidad. Para el
mismo autor la calidad institucional es una variable a tener en cuenta ya que
las instituciones públicas deberían de ser las encargadas de realizar un control
sobre el ejercicio de los políticos.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "times new roman" , serif; font-size: large; line-height: 150%;">En este sentido, el Quality
of Government Institute de la Universidad de Gotemburgo ha realizado tres
estudios sobre la calidad institucional, en 2010, 2013 y 2017 respectivamente. Para
ello elaboraron el European Quality of Government Index (EQI). Un índice que calcula
la calidad de 21 países europeos y 202 regiones. El EQI se subdivide en tres
indicadores: calidad de los servicios públicos, el grado de imparcialidad de
las instituciones y el grado de corrupción. En él último índice Canarias retrocedía
hasta el puesto 152, con datos similares a Eslovaquia y Hungría, pero, además,
lo hacía en todos los indicadores: calidad de los servicios públicos,
imparcialidad de las instituciones y en el grado de corrupción, donde obtenía
la peor puntuación, 35,2 sobre 100, en niveles muy similares a regiones de la República
Checa. Además, según el estudio “Relación entre corrupción y satisfacción” el
coste de la corrupción per cápita mensual en Canarias es 79,07 €.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: large; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Pero
volviendo a la pregunta, ¿cómo afecta la corrupción a nuestro estado del
bienestar? Si volvemos a los datos del informe “The Costs of Corruption Acroos
the EU” que sitúa el coste económico para España en 90.000 millones de euros
anuales, el impacto de la corrupción en nuestras políticas sociales es de: 4
veces el tamaño del presupuesto anual para desempleados; más del 90% del
presupuesto total de sanidad; el 88% del gasto en personas mayores; casi 295
veces más grande que la cantidad gastada por el gobierno en el presupuesto de
vivienda; más de 11 veces el tamaño de todo el presupuesto para la familia y
los niños; más de 3 veces el presupuesto para enfermedad; por último, España
gasta 43 mil millones de euros en educación, y más del doble de esta cantidad
se pierde por corrupción cada año. De hecho, el dinero perdido por la
corrupción es casi la mitad del presupuesto anual total del gasto social.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: large; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Para
Canarias no existen datos, sobre qué impacto tiene la corrupción en nuestras
políticas sociales. Empero, según el premio de investigación del CES “Los
Modelos Sociales Autonómicos en el contexto español”, donde colaboraron las
profesoras de la ULPG, Ana Cano Ramírez y Miren Koldobike Velasco Vázquez, Canarias
presenta un contexto favorable para aumentar sus políticas sociales, sin
embargo, ocupa una posición considerada como muy mala, teniendo los peores
indicadores en políticas sociales de todo el país. Tampoco hay que olvidar que
Canarias tiene los peores datos en casos de corrupción de España.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: right;">
<span style="font-family: "times new roman" , serif; font-size: large; line-height: 107%;">David Rodríguez Espino, Miembro de Redesscan, 29 de enero de 2019</span></div>
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<![endif]-->http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-76479586265013495642019-01-15T10:37:00.000+00:002019-01-15T10:55:53.173+00:00Pan y Rosas 14-01-2019<div style="text-align: justify;">
<span style="font-size: large;"> En este programa de REDESSCAN, nos acercamos a la situación de la infancia en Canarias, los presupuestos,la situación de las personas con dependencia, contra las privatizaciones, por los derechos, ni un paso atrás...desde el feminismo y poniendo el drama del hambre en el centro, para denunciar las injusticias y anunciar una nueva sociedad que ya asoma...Con música y colaboraciones varias. Nuestro agradecimiento a todas las participantes: Nayra,Domingo, David, Bea, Mari Carmen, Ibra y Aday....con la voz conductora de Koldobi<br /><br />Pincha acá:</span></div>
<div style="text-align: justify;">
<a href="https://www.ivoox.com/pan-rosas-14-01-2019-audios-mp3_rf_31473470_1.html"><span style="font-size: large;">https://www.ivoox.com/pan-rosas-14-01-2019-audios-mp3_rf_31473470_1.html</span></a></div>
http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-15150315086384981712018-12-18T19:04:00.002+00:002018-12-18T19:04:43.651+00:00DIGAN EL PRESUPUESTO CANARIO MIRANDO A LOS OJOS DE LA INFANCIA EMPOBRECIDA DE NUESTRA TIERRA<div style="text-align: justify;">
<span style="font-size: large;">Imagina que llega la hora del almuerzo y no hay para comer,<br />imagina que llega la noche y no hay luz que poder encender,<br />imagina que quieres lavarte y no hay agua,<br />imagina que llegas de la calle a la calle, y es que no cuentas con vivienda,<br />imagina que quieres leer y no tienes acceso a ningún libro,<br />imagina que no tienes salud y no tienes posibilidad de ser atendida por un servicio público…<br />imagina que tienes hechos y no derechos…<br />Imagina un presupuesto del Gobierno de Canarias que no cuenta en sus cuentas con las personas<br />que sufren las desigualdades, esa violencia de las estructuras que no te permiten satisfacer tus<br />necesidades por que te coloca en las clases populares,<br />imagina que lo que se dedica a un colectivo como las personas empobrecidas es un dinero que<br />muchas veces no llega y si lo hace no siempre si invierte en ellas, sino se desvía a negocio con los<br />derechos, imagina que estás cobrando una renta y se corta el acceso al dinero que tienes por derecho<br />porque se acaba la fuente que emana recursos para las transferencias…<br />Imagina que estás en un quirófano, en plena operación social y educativa y te dejan abierta como<br />una jarea y cierran las puertas del mismo dejándote en la mesa de operaciones sin alternativa…<br />imagina las circunstancias violentas de falta de derechos que viven más de una cada tres personas<br />en las islas Canarias, mientras otras, muy pocas, acumulan con codicia lo de todas, a través de<br />mecanismos de fraude fiscal, legal o no legal, con dinámicas de favorecer a quienes más tienen, a<br />los que se pueden gastar con el dinero que tienen 5 millones de euros cada día…<br />Imagina para quién está hecho el presupuesto, a quiénes miran para colocar los números…<br />qué presupuestos saldrían si se atrevieran a mirar a los ojos a las personas, cada vez más numerosas,<br />que ya no aguantan los párpados de los golpes de unos gobiernos que sostienen el sufrimiento y no<br />responden a sus obligaciones de redistribución de la riqueza ni de garantía de derechos…<br />Digan el presupuesto canario mirando a los ojos de la infancia empobrecida de nuestra tierra...<br />Imaginamos, bregamos y exigimos que esto cambie y ya.<br />M.Koldobike Velasco Vázquez- REDESSCAN-Asamblea Popular de Gran Canaria<br />18 de Diciembre de 2018</span></div>
http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-61901949381957538052018-12-18T17:02:00.000+00:002018-12-18T17:02:59.448+00:00La nueva Ley de Servicios Sociales de Canarias abre la puerta a la privatización<div class="mce-body mce">
<div class="mce" style="text-align: justify;">
<span class="mce"> <span class="mce">
<span style="font-size: large;">Antes de que España fuera una democracia no existían los servicios
sociales, sino que la beneficencia a través de las autoridades
eclesiásticas y la caridad privada era la respuesta a lo que se llamó
“la cuestión social” fruto de la transición del feudalismo al
capitalismo y la aparición de nuevas pobreza y epidemias.</span></span></span></div>
<div class="mce" style="text-align: justify;">
<span style="font-size: large;"><span class="mce"> <span class="mce">
En España distintas leyes, como la Ley de Beneficencia de 1821 o la Ley
de Beneficencia de 1849 regularon la beneficencia pública y privada.</span></span></span></div>
<div style="text-align: justify;">
<section class="md-advertisement md hspace no-adv-socios" id="edi-ad-slot-intext" role="marquee">
</section></div>
<span style="font-size: large;">
</span><div class="mce" style="text-align: justify;">
<span style="font-size: large;"><span class="mce"> <span class="mce"> Tendríamos que esperar a la </span></span><span class="mce"> <span class="mce"> C</span></span><span class="mce"><span class="mce">onstitución española de 1978, dentro de un estado social democrático y
de derecho, para la aparición de políticas sociales modernas. Sin
embargo, los </span></span><span class="mce"> <span class="mce"> S</span></span><span class="mce"><span class="mce">ervicios </span></span><span class="mce"> <span class="mce"> S</span></span><span class="mce"><span class="mce">ociales no han llegado a tener una ley estatal, tales como las distintas leyes de </span></span><span class="mce"> <span class="mce"> E</span></span><span class="mce"><span class="mce">ducación y </span></span><span class="mce"> <span class="mce"> S</span></span><span class="mce"><span class="mce">anidad y su desarrollo ha quedado en un segundo plano.</span></span></span></div>
<div class="mce" style="text-align: justify;">
<span style="font-size: large;"><span class="mce"> <span class="mce">
Es durante la década 1982-1992 cuando aparecen las primeras leyes
autonómicas sobre acción social y servicios sociales. La “Ley 9/1987, de
28 de abril, de </span></span><span class="mce"> <span class="mce"> S</span></span><span class="mce"><span class="mce">ervicios </span></span><span class="mce"> <span class="mce"> S</span></span><span class="mce"><span class="mce">ociales” es la primera y única ley de Canarias mientras que otras
Comunidades Autónomas ya cuentan con leyes de segunda y tercera
generación. Además, la ley de 1987 nunca tuvo un desarrollo
reglamentario posterior, y la nueva cuestión social se dejó en manos del
sistema mixto de servicios sociales (colaboración público-privada)
limitando la responsabilidad pública de los mismos. Aunque el objetivo
prioritario de la ley de 1987 fuera “la prevención y eliminación de los
factores etiológicos que conducen a situaciones de marginación social”
Canarias ha seguido contando con indicadores sociales (pobreza,
desigualdad, desempleo) muy por encima de la media estatal. A nuestro
entender, los </span></span><span class="mce"> <span class="mce"> S</span></span><span class="mce"><span class="mce">ervicios </span></span><span class="mce"> <span class="mce"> S</span></span><span class="mce"><span class="mce">ociales y las políticas públicas encaminadas a crear una sociedad más
igualitaria y justa no han sido una prioridad de los distintos gobiernos
de Canarias. Es más, el gran peso de las políticas encaminadas a la
creación de empleo ha sido insuficiente sin el papel redistribuidor de
la riqueza que debe tener el estado.</span></span></span></div>
<div class="mce" style="text-align: justify;">
<span style="font-size: large;"><a class="mce" href="https://www.blogger.com/null"> </a><span class="mce"> <span class="mce">
Ya desde la década de los noventa se empezó a hablar de la crisis del
Estado de Bienestar y en un proceso lento pero constante la
responsabilidad pública fue diluyéndose en el tercer sector
(Asociaciones, ONG y empresas de iniciativa social) en un proceso de
mercantilización que a través de la competencia se presenta como la
solución capaz de disminuir el coste de los servicios, pero que en
realidad contribuye, a largo plazo, a transferir los costes desde el
conjunto de la comunidad hacia </span></span><span class="mce"> <span class="mce"> las personas</span></span><span class="mce"> <span class="mce"> </span></span><span class="mce"> <span class="mce"> a título</span></span><span class="mce"> <span class="mce"> individual. Para Alston, en el informe “La extrema pobreza y los </span></span><span class="mce"> <span class="mce"> D</span></span><span class="mce"><span class="mce">erechos </span></span><span class="mce"> <span class="mce"> H</span></span><span class="mce"><span class="mce">umanos” de Naciones Unidas “Es mucho menos probable que servicios como
los servicios sociales se presten de manera adecuada o tengan buena
calidad para las personas pobres (privatizados). Lo que sucede es que
esas personas acaban prescindiendo de esos servicios o pagan precios
incluso mayores por servicios sustitutivos”.</span></span></span></div>
<div class="mce" style="text-align: justify;">
<span style="font-size: large;"><span class="mce"> <span class="mce">
Desde Redesscan, nos hemos pronunciado a través de varios artículos de
opinión en la prensa local sobre el anteproyecto de Ley de Servicios
Sociales de Canarias, ante la que afirmamos que en caso de aprobarse tal
como está, generará mucha confusión, limbos e incertidumbres en su
funcionamiento. Además, de que en la misma se da un desmantelamiento
encubierto, ya que da un mayor protagonismo al tercer sector y a la
empresa privada en los Servicios Sociales. En otras palabras, la nueva
Ley de Servicios Sociales de Canarias es, de hecho, una puerta a la
privatización de los servicios sociales autonómicos que tendrá un
impacto negativo tanto en la respuesta a las personas empobrecidas, que
residen en Canarias, como a la defensa de los derechos humanos de los
mismos.</span></span></span></div>
<div class="mce" style="text-align: justify;">
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<![endif]--><span style="font-size: large;"><span style="font-family: "Times New Roman", serif; line-height: 107%;">David Rodríguez Espino, miembro de REDESSCAN, 18 de diciembre de 2018</span></span></div>
<div class="mce" style="text-align: justify;">
<br /></div>
<div class="mce" style="text-align: justify;">
<br /></div>
</div>
http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-39111391607993201802018-12-11T04:41:00.000+00:002018-12-11T04:41:33.112+00:00Programa de radio Pan y Rosas 10-12-2018Hoy en el programa hablamos del Colectivo Gamá: Grupo Sáfores y entrevistamos a sus coordinadoras.<br />
<a href="https://www.ivoox.com/pan-rosas-10-12-2018-audios-mp3_rf_30686354_1.html">https://www.ivoox.com/pan-rosas-10-12-2018-audios-mp3_rf_30686354_1.html</a>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-72636820037196657642018-11-13T12:48:00.000+00:002018-11-13T12:49:47.094+00:00Programa de radio Pan y Rosas 12-11-2018<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;">Programa de radio de REDESSCAN, con el tema de las jornadas de Servicios Sociales en Canarias
Pan y Rosas 12-11-2018. </span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"> </span></span><br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
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<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><span style="line-height: 150%;">Los días 8 y 9 de
noviembre se llevaron a cabo las Jornadas “Los Servicios Sociales en Canarias:
Los retos del Trabajo Social ante la nueva Ley” en Gran Canaria. En dicho
evento, promovido por el Colegio de Trabajo Social de Las Palmas, participaron:
Dª Beatriz Guedes Martel, Gerente del Colegio Oficial de Trabajo Social de Las
Palmas, con la ponencia “Proceso y aportaciones desde los Colegios
Profesionales de Trabajo Social al Proyecto de Ley de Servicios Sociales de
Canarias”; D. Joaquín Santos Martí, Director Gerente del Instituto Aragonés de
Servicios Sociales, con la ponencia “¿Por qué necesitamos más que nunca un
sistema público de SS.SS?”; Dª Miren Koldobike Velasco Vázquez, Vocal de la
Junta de Gobierno del Colegio Oficial de Trabajo Social de Las Palmas, docente
de la ULPGC y activista social, con la ponencia "</span><span style="line-height: 150%;"><span style="color: black; font-family: "Arial", "sans-serif";">Ponencia: El Modelo de Servicios Sociales desde el Trabajo
Social"</span>; La Red de Solidaridad Popular de Jinámar, la Red Feminista de Gran Canaria, el representante del Diputado del Común y REDESSCAN,
en la mesa debate “¿El proyecto de Ley da respuesta a las necesidades de la
población?”; Además, de a los distintos grupos parlamentarios en una mesa de
debate sobre las “Enmiendas presentadas al proyecto de ley de Servicios
Sociales de Canarias”.</span></span></span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><br /></span></span>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><a href="https://www.ivoox.com/pan-rosas-12-11-2018-audios-mp3_rf_30006420_1.html">https://www.ivoox.com/pan-rosas-12-11-2018-audios-mp3_rf_30006420_1.html</a></span></span>http://blogredess.blogspot.com/http://www.blogger.com/profile/00638367210761550395noreply@blogger.com0tag:blogger.com,1999:blog-3393145738840454267.post-74884839687709800532018-10-12T13:32:00.002+01:002018-10-12T13:32:56.301+01:00Jornadas: Los Servicios Sociales en Canarias: Los retos del Trabajo Social ante la nueva Ley<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUoNP-jIod_xVJVA3_jkmmMzsxt_6dHk2gLI9wE6FBLDHM0HeefphhUU6h_qzjd7Q5yyBVZpbXaGdtuw0b-Ir5QF6E83mJxYydfwqMzdYEbXSCCI2CIB9LnNbpd5ubTolAHjiIhv13WJrT/s1600/thumb.large.CARTELdefinitivo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="354" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUoNP-jIod_xVJVA3_jkmmMzsxt_6dHk2gLI9wE6FBLDHM0HeefphhUU6h_qzjd7Q5yyBVZpbXaGdtuw0b-Ir5QF6E83mJxYydfwqMzdYEbXSCCI2CIB9LnNbpd5ubTolAHjiIhv13WJrT/s640/thumb.large.CARTELdefinitivo.jpg" width="453" /></a></div>
<br />
<br />
<span style="color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt;">Estimada/o compañera/o:</span><br />
<div style="margin-bottom: .0001pt;">
<span style="color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt;">Les informamos que los próximos días 8 y 9 de noviembre, tendrá lugar las <span style="border: none windowtext 1.0pt; padding: 0cm;">Jornadas: Los Servicios Sociales en Canarias: los retos del trabajo social ante la nueva Ley.</span></span></div>
<div style="margin-bottom: .0001pt;">
<strong><u><span style="border: none windowtext 1.0pt; color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt; padding: 0cm;">Lugar:</span></u></strong><span style="border: none windowtext 1.0pt; color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt; padding: 0cm;"> CEP Las Palmas (Centro del Profesorado - C/Padre Pedro Sanz Sainz, 60)</span></div>
<div style="line-height: 10.5pt; margin-bottom: .0001pt;">
<strong><u><span style="border: none windowtext 1.0pt; color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt; padding: 0cm;">Programación:</span></u></strong></div>
<div style="line-height: 10.5pt; margin-bottom: .0001pt;">
<u><span style="border: none windowtext 1.0pt; color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt; padding: 0cm;">*DIA 8 DE NOVIEMBRE*</span></u><span style="color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt;"><br /> 8:30.- Acreditación y entrega de material<br /> 9:00.- Acto de apertura<br />
9:15.-Ponencia: Proceso y aportaciones desde los Colegios Profesionales
de Trabajo Social al Proyecto de Ley de Servicios Sociales de Canarias.
Dª Beatriz Guedes Martel. Gerente del Colegio Oficial de Trabajo Social
de Las Palmas.<br /> 10:00.- Trabajo en grupos.<br /> 11:00.- Descanso<br />
11:30.- Mesa debate con representantes de la ciudadanía: ¿El proyecto
de Ley da respuesta a las necesidades de la población? Red de
Solidaridad Popular de Jinámar. Red Feminista de Gran Canaria.
REDESSCAN. Representante del Diputado del Común.<br /> 12:30.- Mesa debate con grupos parlamentarios: Enmiendas presentadas al proyecto de ley de Servicios Sociales de Canarias<br /> 13:30.- Debate<br /> 14:00.- Fin de la sesión<br /> <br /> <u><span style="border: none windowtext 1.0pt; padding: 0cm;"><br /> *DIA 9 DE NOVIEMBRE.*</span></u><br /> 9:00.- Acreditación<br />
9:30.- Ponencia: ¿Por qué necesitamos más que nunca un sistema público
de SS.SS? D. Joaquín Santos Martí. Director Gerente del Instituto
Aragonés de Servicios Sociales, autor de los libros “El Cuarto Pilar: Un
nuevo relato para los Servicios Sociales” y “El Síndrome de Katrina.
Por qué no sentimos la desigualdad como un problema”<br /> 10:30.- Debate<br /> 11:00.- Descanso<br />
11:30.- Ponencia: El Modelo de Servicios Sociales desde el Trabajo
Social. Dª Miren Koldobike Velasco Vázquez. Vocal de la Junta de
Gobierno del Colegio Oficial de Trabajo Social de Las Palmas, docente de
la ULPGC, activista social.<br /> 12:30.- Trabajo en grupos<br /> 13:30.- Conclusiones<br /> 14:00.- Cierre de Jornadas<br /> <br /> <strong><span style="border: none windowtext 1.0pt; padding: 0cm;">Precio: </span></strong><br /> Personas colegiadas: 0€<br /> Personas no colegiadas: 10€</span></div>
<div style="line-height: 10.5pt; margin-bottom: .0001pt;">
<span style="color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt;">Puedes inscribirte a través del apartado de eventos, de nuestra Web.</span></div>
<div style="line-height: 10.5pt; margin-bottom: .0001pt;">
<span style="border: none windowtext 1.0pt; color: #e3703b; font-family: 'Arial','sans-serif'; font-size: 10.0pt; padding: 0cm;"><a data-saferedirecturl="https://www.google.com/url?q=http://www.cgtrabajosocial.es/las-palmas/eventos&source=gmail&ust=1539433692072000&usg=AFQjCNH_ulwBou-vWtmCv8DZ3_HmvehcNQ" href="http://www.cgtrabajosocial.es/las-palmas/eventos" target="_blank">www.cgtrabajosocial.es/las-<wbr></wbr>palmas/eventos</a></span></div>
<div style="line-height: 10.5pt; margin-bottom: .0001pt;">
<span style="color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt;">Recibe un saludo,</span></div>
<div style="line-height: 10.5pt; margin-bottom: .0001pt;">
<span style="color: black; font-family: 'Arial','sans-serif'; font-size: 10.0pt;">COTSLP</span></div>
<div style="margin-bottom: .0001pt;">
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Colegio Oficial de Diplomados en Trabajo Social y AA.SS. de Las Palmas.<br /> C/ Luis Doreste Silva, 107- 1º A<br /> 35004 Las Palmas de Gran Canaria<br /> tlf. 928292610 fax 928234660<br /> <a href="mailto:info@trabajosocialcanarias.org" rel="noopener" target="_blank">info@trabajosocialcanarias.org</a><wbr></wbr>; <a href="mailto:administracion@trabajosocialcanarias.org" rel="noopener" target="_blank">administracion@<wbr></wbr>trabajosocialcanarias.org</a>; <a data-saferedirecturl="https://www.google.com/url?q=http://www.trabajosocialcanarias.org&source=gmail&ust=1539433692072000&usg=AFQjCNE9_GGUXclt4BoFExU7PO4E4xZIaQ" href="http://www.trabajosocialcanarias.org/" rel="noopener" target="_blank">www.trabajosocialcanarias.org</a></div>
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