tag:blogger.com,1999:blog-17755252571761173352024-03-13T02:50:52.640+01:00Desde mi cátedraJoaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.comBlogger207125tag:blogger.com,1999:blog-1775525257176117335.post-48428558967413811632020-02-26T20:01:00.002+01:002020-02-26T20:01:51.086+01:00LA DEROGACIÓN DE ART. 52 d) ET CONLLEVA LA NULIDAD DEL DESPIDO QUE INVOQUE AQUELLA CAUSA<div class="MsoNormal" style="font-family: Calibri, sans-serif; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman", serif;">Tras la publicación por el BOE del RDL 4/2020 por el que se deroga el art. 52 d) ET, que permitía al empresario despedir como despido objetivo por determinado número de faltas al trabajo por enfermedad, aún justificadas, se ha suscitado un debate sobre la calificación que merecería un despido que a partir de ahora se haga alegando esta causa. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Algún sector doctrinal ha venido a sostener que, ante el silencio de la norma, si tal despido se siguiese utilizando la calificación que merecería sería la de improcedente, con lo que la única consecuencia sería que si no hubiese readmisión la indemnización pasaría a ser de 33 días por año se servicio con el máximo de 24 mensualidades, en lugar de los 20 días del despido objetivo. Es una interpretación que ha hecho suya el Secretario General de la UGT suscitando sorpresa entre propios y extraños, parece que para pedir mayor activismo legislativo del Gobierno y tal vez como crítica. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">No parece que esta interpretación sea correcta por las razones que a modo de intervención de urgencia se exponen a continuación. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Hay, ante todo, que destacar que en nuestro sistema no está reconocido el despido sin causa, que sería lo que aquí ocurría de modo radical. No es que se trate de una insuficiencia de causa o que esté incorrectamente alegada, es que tras la lapidaría afirmación: “</span><i><span style="font-family: "Times New Roman", serif;">Queda derogado el apartado d) del <a href="http://noticias.juridicas.com/base_datos/Laboral/561075-et-2015.html#I501"><span style="color: black; text-decoration: none;">artículo 52 del texto refundido de la Ley del Estatuto de los Trabajadores, aprobado por el Real Decreto Legislativo 2/2015, de 23 de octubre</span></a></span></i><span style="font-family: "Times New Roman", serif;">” las ausencias justificadas por enfermedad están expulsadas de nuestro ordenamiento como causa de despido y si el empresario las utiliza es un acto de contumaz rebeldía y desprecio del ordenamiento jurídico que pudiera ser constitutivo de una infracción muy grave sancionable, entre otros preceptos, <i>ex</i> art. 8. 13 bis LISOS, e incluso dar lugar a una responsabilidad penal en determinadas situaciones, con la consecuencia, en todo caso, de la nulidad del despido.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Bien es sabido que en los últimos tiempos hay una tendencia a banalizar la exigencia de causa que es sustituida por la indemnización, una banalización que ha sido duramente criticada por la doctrina, pero es que en este caso no se trata de banalizar la causa sino que expresamente el legislador ha establecido que esa concreta causa no puede estar en el ordenamiento. Otra cosa es el debate que tiene que abrirse ante el nuevo Estatuto de las personas que trabajan del siglo XXI sobre la reparación de los daños en su totalidad causados por el despido, más allá de las indemnizaciones tasadas. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Pero hay más. Un despido de estas características afecta a derechos fundamentales, en concreto al derecho a la vida (art. 15 de la Constitución) y a la prohibición de discriminación. La protección de la salud está reconocida en el art. 43.1 CE como una manifestación del derecho a la vida. El binomio salud y vida es inseparable, porque la ausencia de salud compromete la vida y por eso mismo la Constitución impone a los poderes públicos el deber de velar por la salud e higiene en el trabajo. La ligazón entre salud y la vida está claramente reconocida en las SSTC 62/2007 y 160/2007. El acto de despido por esta causa debe ser calificado nulo pues compromete el cuidado de la salud y por ende, la vida. Tampoco puede olvidarse el art. 6 del Convenio 158 OIT que establece que la ausencia temporal del trabajo por lesión o enfermedad no debe ser causa para terminar la relación de trabajo. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">La nulidad del despido también se impone si se tiene en cuenta que despedir a las personas enfermas constituye un trato peyorativo en relación a las no enfermas que debe estar sometido a un escrutinio muy estricto para encontrar una justificación razonable. En este punto la exposición de motivos del RDL 4/2020 es particularmente ilustrativa y recordemos que la exposición de motivos debe integrarse en la interpretación de la norma. <o:p></o:p></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-77381548474715405412020-02-24T18:15:00.001+01:002020-02-24T18:15:22.726+01:00¿DEBE SER DECLARADO IMPROCEDENTE EL DESPIDO POR ENFERMEDAD TRAS LA DEROGACIÓN DEL ART 52 D) DEL ESTATUTO DE LOS TRABAJADORES? <br />
<b>ANTONIO BAYLOS</b> DICE:<br />
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<span style="color: red; font-family: "Times New Roman", serif;">La derogación de la causa de despido recogida en el art. 52 d) del Estatuto de los Trabajadores sobre la acumulación de faltas de asistencia por enfermedad, ha originado una respuesta crítica por parte de sectores muy cualificados de lo que podríamos llamar la izquierda laboralista y sindical, que han expresado severos reproches al RDL 4/2020 desde distintos puntos de vista. Como quiera que la derogación del art. 52 d) ET ha sido un compromiso político del gobierno progresista muy resaltado en la opinión pública, es oportuno proceder a efectuar algunas reflexiones sobre la base precisamente de estos análisis críticos de la norma en lo que se podría definir como un diálogo con estas opiniones doctrinales y sindicales.</span><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">En efecto, el profesor <b>Molina Navarrete, </b>el 19 de febrero, es decir el propio día de la publicación en el BOE del RDL 4/2020, publicó lo que será el editorial de la Revista de Trabajo y Seguridad Social. CEF de la que es director en el que se desgranan las principales observaciones al respecto (el editorial se puede consultar aquí <a href="https://www.laboral-social.com/adios-despido-absentismo-justificado-rdl-4-2020.html?fbclid=IwAR0cOUWJV5Vx6JxNE8Bho1_PdxtURD0JAqQZbYM0DisUxR9wIIx3N5iy5Sk"><span style="color: blue;">Adios al despido por absentismo</span></a>) la más importante de las cuales, la relativa a la “incoherencia e ineficacia finalista y valorativa” de la medida, en el sentido de que el despido por bajas médicas se reconduce a la declaración de improcedencia, ha sido recogida como un elemento crítico al máximo nivel por la UGT, en la valoración que su Secretario general, <b>Pepe Álvarez, </b>ha efectuado en su blog en la entrada del 22 de febrero según la cual, “según la opinión de muchos juristas”, es posible todavía el despido de un trabajador por enfermedad común o accidente no laboral, aunque tras el RDL 4/2020, lo que sucede es que “ el despido será calificado como improcedente, y el trabajador tendrá derecho a una indemnización mayor” <a href="https://www.blogger.com/(http:/www.josepmariaalvarez.cat/no-pararemos-en-la-derogacion-del-52-d/"><span style="color: blue;">No pararemos en la derogación del art, 52 d) ET</span></a>). Esta valoración suscita sin embargo algunas dudas, como se verá seguidamente a lo largo del texto que reflexiona sobre este análisis.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">A nadie se le oculta que la derogación de la causa de despido del art. 52 d) ET es un acto legislativo excepcional, en la medida en que ningún legislador desde 1980 ha eliminado causas de despido, antes al contrario, las ha aumentado o facilitado como sucedió últimamente con la propia reforma laboral del 2012. Y, más en concreto, el artículo único del RD 4 /2020 supone una corrección y una refutación de la doctrina que fijó el Tribunal Constitucional en su STC 118/2019, que por cierto está en la base del rechazo social que generó la declaración de constitucionalidad de esta figura, y que, con cuatro magistrados disidentes en dos votos particulares muy interesantes, afirmaba la preponderancia de la defensa de la productividad por parte de la empresa frente al respeto a la salud del trabajador. <o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman", serif;">Justificación de la medida y de su urgencia</span></b><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;"> Eso explica, a mi juicio, que la Exposición de Motivos sea extraordinariamente completa y procure explicar el proceso que lleva a la derogación de una causa de despido y a la vez a fundamentar la urgencia dela disposición tanto en motivos objetivos como de oportunidad, de manera que los objetivos de garantizar el cumplimiento de la normativa comunitaria, evitar la inseguridad jurídica que provoca las interpretaciones divergentes por parte de la jurisprudencia ordinaria española de las decisiones del Tribunal de Justicia, y asegurar la protección especial de colectivos vulnerables, como sujetos preferentes de la aplicación del precepto derogado, sean elementos a los que necesariamente se les tiene que dar una gran relevancia frente a la más que segura impugnación ante el propio Tribunal Constitucional de esta norma a través del recurso directo de inconstitucionalidad por carecer del requisito de urgente necesidad, como tendremos ocasión de comprobar una vez el Decreto-Ley sea convalidado en el Parlamento tanto por obra de Vox como posiblemente del Partido Popular, ya que ambos poseen la cifra de 50 diputados o Senadores para acudir al TC para que anule la norma que contradice la doctrina sentada en la STC 118/2019. En este sentido, <b>Eduardo Rojo </b>ha realizado en su blog, siempre atento a la actualidad laboral, una descripción exhaustiva de la Exposición de Motivos bajo esta óptica, valorando muy positivamente el esfuerzo realizado por el legislador de urgencia ( <a href="http://www.eduardorojotorrecilla.es/2020/02/derogacion-del-art-52-d-let-un-articulo.html"><span style="color: blue;">Derogación del art. 52 d) ET</span></a>) y <b>Molina Navarrete</b> resalta que la “evanescencia” de los criterios de la jurisprudencia del TC presente en su última jurisprudencia hace que se priorice el juicio de oportunidad política sobre la justificación de la causa de urgencia excepcional, lo que puede condicionar favorablemente la respuesta del TC a un recurso directo de inconstitucionalidad. <o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman", serif;">Aplicación retroactiva</span></b><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Se cuestiona asimismo si los procesos de despido ya iniciados conforme al art. 52 d) ET deben resolverse conforme a la legislación hoy derogada o si debe entenderse que la supresión de la causa de despido se aplica retroactivamente a éstos. El RDL 4/2020 no establece una prescripción expresa al respecto, pero la supresión de una causa de despido no sólo supone la eliminación de una acción típica que ya no puede amparar la facultad de rescisión unilateral del contrato por parte del empresario, sino que además y por ello mismo implica un incremento de las garantías individuales del trabajador, conectadas de forma indudable con el derecho a la salud del mismo, de forma que a los procesos en marcha se debe aplicar la nueva normativa, sin posibilidad de negar efectos retroactivos a la norma prevista en el RDL 4/2020. <o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman", serif;">No improcedencia, sino nulidad del despido por enfermedad.</span></b><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">El reproche más importante estriba en que lo único que se ha efectuado es transformar un despido procedente, el previsto en el art, 52 d) ET, en otro improcedente, de manera que siempre el empresario podrá seguir despidiendo por acumulación de faltas justificadas de asistencia por enfermedad con la única variación que en este caso deberá proceder a una indemnización de 33 días por año de servicio con un tope máximo de 24 mensualidades. El problema se desplazaría por tanto al carácter disuasorio de las indemnizaciones por despido improcedente y su incremento respecto de las previstas para la extinción por causas objetivas, es decir, 13 días más por año de servicio y un año más de tope máximo resarcitorio como sanción por la conducta ilegítima del empleador al proceder a despedir al trabajador por enfermedad.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Sin embargo, estas afirmaciones tan taxativas plantean algunas dudas. En primer lugar, porque con la desaparición de la causa de despido, el acto empresarial aparece despojado de cualquier vestigio de licitud y por tanto se refuerzan ciertos elementos concomitantes que insertan el despido entre los comportamientos discriminatorios o vulneradores de derechos fundamentales, en especial la discriminación indirecta por motivos de género y la conducta antisindical como elementos típicos. De hecho lo que justamente se ha denunciado como “cosificación del estado de salud” (<b>Molina Navarrete, </b>en el imprescindible libro <i>Violencia y acoso de persecución sindical: nuevas perspectivas de tutela a la luz del Convenio 190 OIT, </i>Bomarzo, 2019) a través de la figura de despido por absentismo justificado, hoy derogada, ha sido utilizado como forma de acoso antisindical en múltiples ocasiones, algunas de ellas documentadas judicialmente, y el propio supuesto de hecho de la STC 118/2019, un despido de la presidenta del Comité de Empresa y sindicalista a raíz de sus ausencias justificadas de 18 días en dos meses, sería hoy seguramente nulo por parte de los tribunales de lo social ante la presencia de indicios suficientes de discriminación antisindical y por motivos de género.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Es decir, que la supresión de una causa de despido enerva la facultad del empresario de rescindir unilateralmente el contrato de trabajo por ese motivo. La importancia constitutiva de este efecto derogatorio es tal que tampoco se puede recuperar esa causa de despido semejante por la vía de la negociación colectiva, como recientemente ha establecido el Tribunal Supremo a propósito del Convenio colectivo de Contact Center, en su STS 62/2020, de 24 de enero (comentada en el blog de <b>Eduardo Rojo Torrecilla <a href="http://www.eduardorojotorrecilla.es/2020/02/an-si-ts-no-si-y-al-final-el-ts-sento.html"><span style="color: blue;">STS 62/2020 de 24 de enero</span></a></b>). Por lo tanto, se reabre el tema de la afectación concreta del derecho fundamental de las y los trabajadores al cuidado y preservación de su salud ante el poder disciplinario del empresario, puesto que ya no cabe hablar de una causa objetiva que legitime su acto rescisorio. El despido por absentismo justificado es, por tanto, a partir de la derogación de la causa de despido, un despido disciplinario que castiga una conducta, la atención de los servicios de salud derivada de la enfermedad del trabajador, y que consecuentemente debe ser calificado como despido nulo al vulnerar el derecho a la vida y a la salud del trabajador que ha requerido de cuidados médicos ante su enfermedad. Ya no existe el título jurídico de lucha contra el absentismo que dio pie a la intervención del Tribunal Constitucional, de forma que decae también la justificación legal del “gravamen económico” que amparaba la causa de extinción objetiva recogida en la ley.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Reivindicar la nulidad del despido por acumulación de faltas de asistencia justificadas por baja médica autorizada por los servicios de salud es una conclusión a mi juicio más razonable que la de insistir en el mantenimiento de la improcedencia del despido. Posiblemente en esa opinión ha influido la importante Sentencia del TSJ de Catalunya 274/2020, de 17 de enero (de la que fue ponente el magistrado <b>Carlos H. Preciado</b>) que ejercita un control de convencionalidad para eludir el juicio positivo de constitucionalidad que había establecido la STC 118/2019, y aplica el Convenio 158 OIT, además del convenio 155 OIT y el art. 24 de la Carta Social Europea, sobre cuya base declara el despido efectuado con arreglo al art. 52 d) ET improcedente. Una sentencia valiosa y también valiente, que tendría posiblemente pocas probabilidades de subsistir ante la casación por unificación de doctrina en el Tribunal Supremo, pero que estaba condicionada por la existencia de una causa justa de despido objetivo regulada en el art 52 d) ET. Al decaer este motivo, la decisión empresarial no se sostiene y supone un acto de retorsión contra el ejercicio del derecho fundamental a la salud de las personas que trabajan que garantiza nuestra Constitución.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Es evidente que la solución habría sido más clara si el RDL 4/2020 hubiera incluido el despido por enfermedad entre los despidos vedados o prohibidos, y por tanto la reivindicación sindical al respecto habría permitido una plena seguridad al respecto. Seguramente habría permitido completar la excepcional acción política de eliminar una causa de despido que la opinión pública y el movimiento sindical había considerado insostenible en democracia. Pero me parece que hay los suficientes motivos para sostener la misma conclusión a partir del propio hecho de la desaparición de la causa de despido por obra de la norma citada, por las razones antes señaladas. Es más, señalar, sobre la base de la crítica a la insuficiencia de ésta, una conclusión que posibilita el mantenimiento de las conductas empresariales que utilizan las situaciones de baja por enfermedad como amenaza para el mantenimiento del empleo, aunque sea a costa de incrementar el coste del despido, es una operación de política del derecho equivocada porque consolida indirectamente estas prácticas odiosas de retorsión frente al derecho a la salud y la vida de los y las trabajadoras y no abre espacio para la actuación de los juzgados y tribunales en consonancia con la función constitutiva que pretende la derogación de la causa de despido tantas veces citada.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman", serif;">Revisitar el marco regulador del despido en nuestro sistema jurídico</span></b><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Otra cuestión es el problema de fondo que está presente en este debate con el que esta entrada del blog pretende intervenir, que me parece que es el de la sanción que el ordenamiento debe dar al despido ilegítimo, más allá del caso concreto que nos ocupa. Es obvio que la readmisión del trabajador es el resultado más acorde y respetuoso con el derecho al trabajo reconocido en la Constitución, y que no se debe limitar tan sólo a los supuestos de despidos vedados o prohibidos por ser discriminatorios o vulnerar derechos fundamentales. Una línea de debate volcada sobre todo en la interpretación de los jueces y tribunales, reivindica la nulidad por fraude de ley como una forma de incrementar el efecto de la restitución plena en el puesto de trabajo del despedido ilegítimamente, al menos en supuestos muy claros de despidos arbitrarios o despidos sin causa, <i>at will</i>, para evitar la idea de un despido libre indemnizado, una regla de conducta inadmisible en un sistema de derechos fundados en el respeto al derecho al trabajo.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Pero la segunda cuestión planteada es la de sustituir la obligación de readmisión por una indemnización que de un lado compense el daño o lesión infligido al derecho al trabajo, contextualizado en función de las condiciones subjetivas del trabajador y las objetivas de la situación concreta en la que se produce el despido y de otro que sea lo suficientemente potente como para producir el efecto disuasorio que requiere la sanción civil frente a un comportamiento ilegítimo. En este punto se juega la consideración mercantilizada de la fuerza de trabajo, comprendida por el sistema jurídico exclusivamente en cuanto coste económico de su valor. Este segundo punto ha sido abierto por el Comité Europeo de Derechos Sociales interpretando el art. 24 de la Carta social europea, y a su vez ha sido recogido en otros ordenamientos, como el italiano, por su Corte Constitucional. Es contrario a la exigencia de indemnización sustitutoria de la readmisión frente al despido ilegítimo que éstas tengan un límite o tope máximo – no así que tengan un suelo o tope mínimo – y que no reúnan las características de ser suficientes, proporcionales y disuasorias, lo que lleva a reconsiderar el marco institucional español que desde luego no cumple con estos parámetros. En el mismo sentido, la eliminación de los salarios de tramitación en los supuestos de no readmisión en el despido improcedente supone un agravamiento de esta consideración garantista y disuasoria del resarcimiento económico ante el despido ilegítimo o improcedente. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Ambas cuestiones parece que deben esperar al debate que a partir del verano e deberá iniciar sobre el “nuevo estatuto de los Trabajadores” del siglo XXI. Pero no está de más comenzar a plantear estas cuestiones y adelantar los términos del debate en instituciones esenciales como el despido. Como señala el profesor <b>Rojo Torrecilla </b>en el debate que se ha iniciado a través delas páginas de las redes sociales, “apasionante tarea la del mundo jurídico, que no quita un ápice de importancia a empezar a introducir cambios en la normativa laboral que refuercen los mecanismos de equilibrio en las relaciones de trabajo, actualmente, es bien sabido, muy desequilibrados”. Seguiremos dialogando en ese mismo sentido.<o:p></o:p></span></div>
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<br />Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-89639749741443110032020-01-07T20:37:00.002+01:002020-01-07T20:37:55.451+01:00NUEVOS Y ESPERANZADOS TIEMPOS DE TEJEDORES <div class="MsoNormal" style="font-family: Calibri, sans-serif; margin: 0cm 0cm 0.0001pt; text-align: justify;">
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<img alt="Resultado de imagen de fotos investidura Pedro Sanchez"" class="n3VNCb" data-noaft="1" jsaction="load:XAeZkd;" jsname="HiaYvf" src="https://imagenes.heraldo.es/files/image_990_v3/uploads/imagenes/2020/01/07/pedro-sanchez-investido-presidente-del-gobierno-en-segunda-votacion-3.jpeg" style="height: 329.669px; margin: 0px; text-align: start; width: 587px;" /></div>
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<span style="font-family: "Times New Roman", serif; font-size: 11pt;">Joaquín Aparicio Tovar<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">El gran historiador Josep Fontana advertía contra una ingenua confianza, tal vez heredada de la Ilustración, de ver la historia como una marcha constante en el progreso. No ha sido nunca así y, en concreto, en la historia de España ha habido demasiados retrocesos como nos dijo el maestro D. Ramón Carande. No puede negarse que desde la Constitución de 1978 ha habido un indudable progreso en todos los órdenes de la vida social de la mano del reconocimiento y disfrute de derechos de ciudadanía negados en la dictadura franquista, pero no es menos cierto que en el ocaso de siglo XX y en esta primera veintena del XXI el deterioro de esos derechos, y en particular los derechos sociales, esta llevando a una brutal regresión del principio democrático. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Cuando los derechos de la persona que trabaja son sacrificados en el ara de una idea de la productividad de la empresa interpretada unilateralmente por el empresario, la democracia languidece porque se abandona y rompe en favor de este último la aspiración a un cierto equilibrio que el Derecho del Trabajo trata de alcanzar en la relación entre quien no tiene poder (la persona que trabaja) y el titular de los medios de producción (que si lo tiene), y eso, no solo tiene consecuencias en el relación privada entre esas dos partes, sino que se proyecta sobre el orden constitucional al negar el valor político del trabajo que hace entrar en la esfera de la ciudadanía a la persona titular de aquellos derechos. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Con algunas excepciones, las reformas del Derecho del Trabajo (y las de Seguridad Social), marcadamente a partir de los años 90 del pasado siglo, han traído un recorte progresivo de los derechos de las personas trabajadoras, pero ninguna tan agresiva (el ministro De Guindos <i>dixit</i>) como la del PP de 2012. Uno de los efectos más terribles de estos recortes continuos es que se ha ido instalando en una gran parte de la población una resignación basada en la creencia de la imposibilidad de la vuelta atrás, es decir, frente a la irregresividad de los derechos se acepta su regresividad por la irreversibilidad de las reformas y, con ello, se extiende un desanimo (desencanto, se decía ya a mediados de los años 80) que corroe la confianza en la política como instrumento de mejora de las condiciones de vida de los comunes mortales, corroe la confianza en la democracia misma, que queda secuestrada en las manos de los poderes económicos y los medios de comunicación por ellos controlados. Este es el caldo de cultivo de las políticas de fascismo difuminado que se extienden por el mundo y aherrojan en el miedo a los jóvenes en el paro o en precario con salarios miserables, a los mayores amenazados con pensiones de mera supervivencia, a las personas que trabajan sufridoras de la “devaluación salarial” y sobre las pende la espada de Damocles del despido o el cambio a peor de condiciones de trabajo, a la ciudadanía que contempla y sufre el deterioro progresivo de la sanidad pública y el avance de una educación segmentada entre ricos y pobres, y un escandaloso aumento de la desigualdad.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">El acuerdo entre PSOE y Unidas Podemos que hoy ha permitido obtener la confianza del Congreso para tener un nuevo gobierno, es histórico, no solo porque da lugar al primer gobierno de coalición en España desde la Segunda República (algo usual en otros países europeos), sino porque trae un cambio de tendencia que insufla vitalidad al principio democrático. Son muchos los temas en él acordados, pero aquí solo nos referiremos a algunos sobre el trabajo. Lo primero a destacar es que ¡por fin! al trabajo se le da la relevancia que ha ido perdiendo en estos últimos años. No es por casualidad que se dedique el primer capítulo de dicho acuerdo a las políticas laborales y lo haga con meridiana claridad. Después de anunciar que las partes firmantes pondrán en marcha los mecanismos para aprobar un Estatuto de los Trabajadores del siglo XXI, en su punto 1.3 se lee: <o:p></o:p></span></div>
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<b><i><span style="font-family: "Times New Roman", serif;">Derogaremos la reforma laboral. Recuperaremos los derechos laborales arrebatados por la reforma de 2012</span></i></b><span style="font-family: "Times New Roman", serif;">. Y añade:<o:p></o:p></span></div>
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<i><span style="font-family: "Times New Roman", serif;">Impulsaremos en el marco del dialogo social la protección de las personas trabajadoras y recuperaremos el papel de los convenios colectivos. En concreto y con carácter urgente: <o:p></o:p></span></i></div>
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<i><span style="font-family: "Times New Roman", serif;">Derogaremos la posibilidad de despido por absentismo causado por bajas por enfermedad.<o:p></o:p></span></i></div>
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<i><span style="font-family: "Times New Roman", serif;">Derogaremos las limitaciones al ámbito temporal del convenio colectivo, </span></i><i><span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: -0.75pt; padding: 0cm;">haciéndolo llegar más allá de las previsiones contenidas en el mismo, tras la finalización de su vigencia y hasta la negociación de uno nuevo. </span></i><i><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></i></div>
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<i><span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: -0.75pt; padding: 0cm;">Derogaremos la prioridad aplicativa de los convenios de empresa sobre los </span></i><i><span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; padding: 0cm;">convenios sectoriales. Asimismo, </span></i><i><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></i></div>
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<i><span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; padding: 0cm;"> Modificaremos el art. 42.1 del Estatuto de los Trabajadores sobre contratación y <span style="letter-spacing: -0.75pt;">subcontratación laboral a efectos de limitar la subcontratación a servicios especializados ajenos a la actividad principal de la empresa. </span></span></i><i><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></i></div>
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<i><span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: -0.75pt; padding: 0cm;">Limitaremos la capacidad de modificación unilateral de las condiciones del contrato </span></i><i><span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; padding: 0cm;">por parte de la empresa. </span></i><i><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></i></div>
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<i><span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: -0.75pt; padding: 0cm;">Revisaremos el mecanismo de inaplicación de los convenios colectivos, orientándolo a descuelgue salarial vinculado a causas económicas graves. </span></i><i><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></i></div>
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<i><span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: 1.5pt; padding: 0cm;">1.4.- <b>Subiremos el Salario Mínimo Interprofesional </b></span></i><i><span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; padding: 0cm;">hasta alcanzar progresivamente el 60% <span style="letter-spacing: -0.75pt;">del salario medio en España tal y como recomienda la Carta Social Europea.</span></span></i><i><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></i></div>
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<span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: -0.75pt; padding: 0cm;">Hay otras muchas medidas encaminadas a encarar el deterioro de los valores democráticos y de las condiciones de trabajo producidas por la confusa regulación legal que permite un uso fraudulento de algunas figuras normativas en materias tales como el tiempo de trabajo, las modalidades contractuales, o los falsos becarios y autónomos. <o:p></o:p></span></div>
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<span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: -0.75pt; padding: 0cm;">En materia de Seguridad Social es de destacar que los firmantes del acuerdo se comprometen a derogar el Factor de Sostenibilidad y el Índice de Revalorización de las pensiones introducidos en la reforma de 2013 cuya aplicación produciría una reducción considerable de la cuantía inicial de la pensión. <o:p></o:p></span></div>
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<span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: -0.75pt; padding: 0cm;">Para quienes creen en la capacidad de transformación social del derecho y en la vigencia del principio democrático es este un acuerdo esperanzador. Es pertinente ahora recordar lo enseñado por dos grandes juristas del trabajo europeos, Umberto Romagnoli y G. Lyon-Caen. Para el primero el Derecho del Trabajo se ha caracterizo por sus micro discontinuidades, rupturas, (aunque las de los últimos años han sido más bien macro) que han precisado de tejedores para recomponer el gran tapiz de derechos y obligaciones. El segundo nos recordaba que el Derecho del Trabajo está constituido por reglas e instituciones reversibles, que hay avances y retrocesos y que estos últimos permiten la recuperación de la marcha hacia delante. Es Penélope convertida en jurista, decía. <o:p></o:p></span></div>
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<span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: -0.75pt; padding: 0cm;">Es llegado el tiempo de recomponer como modestos tejedores los destrozos causados por las políticas neoliberales y dar cumplida cuenta de las exigencias de la cláusula social del Estado Democrático de Derecho en que España se constituye según el art. 1.1 de la Constitución, tan olvidada por las derechas españolistas demoledoras de la cohesión social de nuestro país, que es lo que rompe en verdad España. No va a ser tarea fácil vista de la furia desplegada por los medios de comunicación con mayor difusión y los representantes de las derechas minoritarios en el parlamento. Esperemos que la poderosa oligarquía que detenta enormes poderes económicos se resigne, ahora ella, ante las futuras leyes que se van a ir elaborando que modestamente buscaran mejorar las cotas de libertad y de igualdad para la inmensa mayoría de la ciudadanía española, en especial aquella que más ha sufrido las consecuencias de la crisis del 2008 de la que no fue causante. <o:p></o:p></span></div>
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<span style="border: 1pt none windowtext; font-family: "Times New Roman", serif; letter-spacing: -0.75pt; padding: 0cm;">Bien se sabe que no todo depende de las leyes, pero las buenas leyes, acompañadas de otras acciones ciudadanas contribuirán a mejorar la cohesión social y una convivencia más saludable. </span><span style="font-family: "Times New Roman", serif;"><o:p></o:p></span></div>
Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-62620016296888717072019-11-10T18:54:00.001+01:002019-11-10T18:54:20.052+01:00VOX ESTÁ FUERA DE LA CONSTITUCIÓN
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FUERA DE LA CONSTITUCIÓN</span></b><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></div>
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<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Los
partidos que se denominan a sí mismos “constitucionalistas” son los que, sin
hacerse problema alguno, están validando como democrático a un partido como Vox
que tiene un discurso situado claramente fuera de la Constitución. Un discurso
que mezcla opiniones y juicios de valor con datos para su justificación. Nada
habría que oponer a esa operación, aparentemente protegida por el artículo 20
de la Constitución, si no fuera porque utiliza datos falsos y con esas
opiniones agrede al honor y dignidad de algunos grupos sociales, como
inmigrantes, mujeres que han sufrido violencia de genero, colectivos con
identidades sexuales diferentes al patrón patriarcal tradicional o ciudadanía con
opiniones diferentes a la suya como, por ejemplo, las que tienen que ver con el
problema de las nacionalidades, y todo esto es ir contra el Estado Social y
Democrático de Derecho en que España se constituye según el art.1.1 de la
Constitución. <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Llama
la atención que los partidos “constitucionalistas” olviden las normas
constitucionales y la interpretación que de las mismas ha hecho el Tribunal
Constitucional. Sería bueno que recordasen <span style="mso-spacerun: yes;"> </span>la STC 214/1991, de 11 de noviembre, que dio
amparo, tras negárselo la jurisdicción ordinaria, a la Sra. Violeta Friedman quién,
junto con su hermana, fue <span style="mso-spacerun: yes;"> </span>la única
superviviente de toda su familia del campo de exterminio de Auschwitz y se
sintió agredida en su dignidad y honor por unas declaraciones públicas brutales
del ciudadano belga León Degrelle, miembro en su día de las Waffen SS nazis, quién
frente a su búsqueda internacional al final de la segunda guerra mundial para
que respondiera de los crímenes que perpetró encontró refugio y vivió
plácidamente en España bajo la protección del dictador Franco, protegido, a su
vez, por las “democracias de la libre empresa”. </span></div>
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<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Dejemos
hablar al Tribunal Constitucional cuando nos dice que <span style="mso-spacerun: yes;"> </span>tiene legitimación para pedir tutela ante los
tribunales toda persona “<i>miembro de un grupo étnico o social determinado,
cuando la ofensa se dirigiera contra todo ese colectivo, de tal suerte que, menospreciando
a dicho grupo socialmente diferenciado, se tienda a provocar del resto de la
comunidad social sentimientos hostiles o, cuando menos, contrarios a la
dignidad, estima personal o respeto al que tienen derecho todos los ciudadanos
con independencia de su nacimiento, raza o circunstancia personal o social
(arts. 10.1 y 14 C.E.)”</i> y, añade, que de no hacerlo así “<i>no sólo
permanecerían indemnes las lesiones a este derecho fundamental que sufrirían
por igual todos y cada uno de sus integrantes, sino que también el Estado
español de Derecho permitiría el surgimiento de campañas discriminatorias,
racistas o de carácter xenófobo, contrarias a la igualdad, que es uno de los
valores superiores del ordenamiento jurídico que nuestra Constitución proclama
(art. 1.1 C.E.) y que el art 20.2 del Pacto Internacional de Derechos
Civiles y Políticos expresamente proscribe («toda apología del odio nacional,
racial o religioso que constituya incitación a la discriminación, la hostilidad
o la violencia estará prohibida por la ley»)”. </i><span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
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<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Pero el
Tribunal Constitucional <span style="mso-spacerun: yes;"> </span>va más allá y,
entrando en el fondo del asunto, nos dice: </span></div>
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<br /></div>
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<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">“<i>Ha
de considerarse que las libertades del art. 20 de la Constitución no sólo son
derechos fundamentales de cada ciudadano, sino también condición de existencia
de la opinión pública libre, indisolublemente unida al pluralismo político, que
es un valor fundamental y requisito de funcionamiento del Estado democrático,
que por lo mismo trascienden el significado común y propio de los demás derechos
fundamentales[….]</i></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<i><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">No
obstante lo dicho, el valor preponderante de las libertades del art. 20 de la
Constitución sólo puede ser apreciado y protegido cuando aquéllas se ejerciten
en conexión con asuntos que son de interés general, por las materias a que se
refieren y por las personas que en ellos intervienen, y contribuyan, en
consecuencia, a la formación de una opinión pública, libre y plural, alcanzando
entonces un máximo nivel de eficacia justificada frente a los derechos de la
personalidad garantizados por el art. 18.1 C.E., en los que no concurre esa
dimensión de garantía de la opinión pública libre y del principio de
legitimidad democrática<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>[…]</span></i></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Ni la libertad ideológica (art. 16 C.E.) ni la libertad de expresión
(art. 20.1 C.E.) comprenden el derecho a efectuar manifestaciones, expresiones
o campañas de carácter racista o xenófobo</span></i></b><i><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">, puesto que, tal como dispone el art. 20.4, no
existen derechos ilimitados y ello es contrarío no sólo al derecho al honor de
la persona o personas directamente afectadas, sino a otros bienes
constitucionales como el de la dignidad humana (art. 10 C.E.), que han de
respetar tanto los poderes públicos como los propios ciudadanos, de acuerdo con
lo dispuesto en los arts. 9 y 10 de la Constitución. La dignidad como
rango o categoría de la persona como tal, del que deriva y en el que se
proyecta el derecho al honor (art. 18.1 C.E.), no admite discriminación alguna
por razón de nacimiento, raza o sexo, opiniones o creencias. El odio y el
desprecio a todo un pueblo o a una etnia (a cualquier pueblo o a cualquier
etnia) son incompatibles con el respeto a la dignidad humana, que sólo se
cumple si se atribuye por igual a todo hombre, a toda etnia, a todos los
pueblos.</span></i></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<i><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Por
ello, las expresiones y aseveraciones proferidas por el demandado también
desconocen la efectiva vigencia de los valores superiores del ordenamiento, en
concreto la del valor de igualdad consagrado en el art. 1.1 de la
Constitución, en relación con el art. 14 de la misma, por lo que no pueden
considerarse como constitucionalmente legítimas. En este sentido, y aun cuando,
tal y como se ha reiterado, el requisito constitucional de la veracidad
objetiva no opera como límite en el ámbito de las libertades ideológica y de
expresión, tales derechos no garantizan, en todo caso, el derecho a expresar y
difundir un determinado entendimiento de la historia o concepción del mundo con
el deliberado ánimo de menospreciar y discriminar, al tiempo de formularlo, a
personas o grupos por razón de cualquier condición o circunstancia personal,
étnica o social, pues sería tanto como admitir que, por el mero hecho de
efectuarse al hilo de un discurso más o menos histórico, la Constitución
permite la violación de uno de los valores superiores del ordenamiento
jurídico, como es la igualdad (art. 1.1 C.E.) y uno de los fundamentos del
orden político y de la paz social: la dignidad de la persona (art. 10.1 C.E.).</span></i></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<i><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Así
pues, de la conjunción de ambos valores constitucionales, dignidad e igualdad
de todas las personas, se hace obligado afirmar que ni el ejercicio de la
libertad ideológica ni la de expresión pueden amparar manifestaciones o
expresiones destinadas a menospreciar o a generar sentimientos de hostilidad
contra determinados grupos étnicos, de extranjeros o inmigrantes, religiosos o
sociales, pues en un Estado como el español, social, democrático y de Derecho,
los integrantes de aquellas colectividades tienen el derecho a convivir
pacíficamente y a ser plenamente respetados por los demás miembros de la
comunidad.”</span></i><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Ni el
agua es más clara que lo dicho. </span></div>
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<br /></div>
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</style>Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com2tag:blogger.com,1999:blog-1775525257176117335.post-61658163216905174082019-11-04T20:51:00.001+01:002019-11-04T20:51:13.246+01:00<h3 class="post-title entry-title" itemprop="name">
</h3>
<h3 class="post-title entry-title" itemprop="name">
Acogemos aquí, con gran satisfacción, esta estupenda entrada del blog hermano <i>Según Antonio Baylos</i></h3>
<h3 class="post-title entry-title" itemprop="name">
</h3>
<h3 class="post-title entry-title" itemprop="name">
ECONOMIA DE PLATAFORMAS Y RELACIONES LABORALES: UN DEBATE ABIERTO
</h3>
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<a href="https://1.bp.blogspot.com/-Accoa_G262Y/Xb8KVFN5VLI/AAAAAAAAJRc/FTLep-O4BpUyphDaeRRpWZH8VnN7dlr0gCLcBGAsYHQ/s1600/IMG_20191004_090405.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://1.bp.blogspot.com/-Accoa_G262Y/Xb8KVFN5VLI/AAAAAAAAJRc/FTLep-O4BpUyphDaeRRpWZH8VnN7dlr0gCLcBGAsYHQ/s320/IMG_20191004_090405.jpg" width="240" /></a></div>
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<span style="color: red;">La
Declaración del centenario de la OIT para el futuro del trabajo aprobada en la
108ª reunión del 2019 coloca en primer lugar los cambios tecnológicos como eje
de las mutaciones que puedan producirse en el futuro sobre el trabajo: “el
mundo del trabajo se está transformando radicalmente impulsado por las
innovaciones tecnológicas, los cambios demográficos, el cambio medioambiental y
climático y la globalización, así como en un momento de desigualdades
persistentes, que tienen<span style="mso-spacerun: yes;"> </span>profundas
repercusiones en la naturaleza y el futuro del trabajo y en el lugar y la
dignidad de las personas que se encuentran en dicho contexto”.</span></div>
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<span style="color: red;"><br /></span></div>
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Esta nueva gran transformación ha
generado un discurso muy extendido según el cual el trabajo desaparecería en su
concepción actual, en la medida en que las nuevas formas de trabajo que se
expresan en nuevas formas de negocio no serían susceptibles de regulación tal
como hoy la conocemos, perdiendo cada vez más intensidad y presencia la
regulación externa y colectiva del mercado de trabajo, a la vez que se
desarrollaría la protección a cargo del Estado del mínimo vital desconectado
del hecho de la actividad productiva. No es una opinión excéntrica o poco
extendida. Por el contrario, está en la base de una narrativa distópica que se
difunde en los medios de comunicación y en otros productos culturales de amplio
impacto en la opinión pública. </div>
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</div>
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En un reciente y muy comentado
artículo publicado en <i>La Vanguardia </i>y que pude leerse en este enlace <a href="https://www.lavanguardia.com/opinion/20191102/471316506901/el-final-del-trabajo.html">El final del trabajo</a>, el filósofo político <b>Daniel Innerarity </b>alertaba sobre el hecho
de que el capitalismo de las plataformas agitaba el fantasma de la
automatización para disciplinar y desvalorizar la fuerza de trabajo, recordando
a sus lectores que la distopía de la sustitución de trabajo humano por trabajo
realizado por las máquinas no tendrá lugar. No se trata de sustituir el trabajo
sino de alterarlo sustancialmente de manera que “tanto el microtrabajo mal
remunerado como el empleo de los datos que los consumidores proporcionan sin
remuneración alguna implican una radical transformación del capitalismo que
puede ahora prescindir de la figura del salariado y sus inconvenientes”.
Condiciones laborales del siglo XIX en un entorno tecnológico del siglo XXI, y
una nueva división internacional del trabajo digital en cadenas globales de
deslocalización en el que se sustituye trabajo humano retribuido según
estándares legales y colectivos por fuerza de trabajo oculta, precaria y mal
pagada. Por otra parte, y como destaca <b>Innerarity, </b>las tecnologías
digitales necesitan el trabajo de los usuarios, en la medida que, de alguna
manera, “toda persona abonada a una red social es un trabajador”. Los
consumidores suministran un trabajo – no pagado – que interactúa con los
dispositivos y los mejoran: “quienes intervienen en una red social ejercen una
gran influencia sobre los algoritmos, los conductores corrigen las rutas que
les sugiere el GPS, los usuarios enmiendan las imprecisiones de la
transcripción automática…”.</div>
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</div>
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Frente a esta revolución
tecnológica disruptiva, en donde la economía digital transforma la organización
del trabajo e impacta en las relaciones laborales, se ha propuesto por la OIT la
idea de una “transición justa”, que supone “aprovechar todo el potencial del
progreso tecnológico y el crecimiento de la productividad, inclusive mediante
el diálogo social, para lograr trabajo decente y desarrollo sostenible y
asegurar así la dignidad, la realización personal y una distribución equitativa
de los beneficios para todos”, un objetivo que en todo caso tiene que pasar por
“promover los derechos de los trabajadores como elemento clave para alcanzar un
crecimiento inclusivo y sostenible, prestando especial atención a la libertad
de asociación y la libertad sindical y al reconocimiento efectivo del derecho
de negociación colectiva como derechos habilitantes”, lo que exige “asegurar
que las modalidades de trabajo y los modelos empresariales y de producción en
sus diversas formas, también en las cadenas nacionales y mundiales de
suministro, potencien las oportunidades para el progreso social y económico,
posibiliten el trabajo decente y propicien el empleo pleno, productivo y
libremente elegido”. La opción de la organización internacional no contempla la
disolución de las instituciones que regulan la relación laboral, sino su
fortalecimiento, preservando en todo caso elementos esenciales de esta
regulación. En efecto, para la Declaración del Centenario, el futuro del
trabajo debe pasar por “el fortalecimiento de las instituciones del trabajo a
fin de ofrecer una protección adecuada a todos los trabajadores y la
reafirmación de la continua pertinencia de la relación de trabajo como medio
para proporcionar seguridad y protección jurídica a los trabajadores,
reconociendo el alcance de la informalidad y la necesidad de emprender acciones
efectivas para lograr la transición a la formalidad. Todos los trabajadores
deberían disfrutar de una protección adecuada de conformidad con el Programa de
Trabajo Decente, teniendo en cuenta i) el respeto de sus derechos
fundamentales; ii) un salario mínimo adecuado, establecido por ley o negociado;
iii) límites máximos al tiempo de trabajo, y iv) la seguridad y salud en el
trabajo”. </div>
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</div>
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La “continua pertinencia” de la
condición de trabajo por cuenta ajena y dependiente como condición de ejercicio
de derechos laborales, que integra a su vez la figura de la ciudadanía social
es por tanto un elemento central en la configuración del tipo de regulación
laboral que se debe mantener en el futuro. Otras propuestas más concretas
respecto de los trabajadores de plataformas se han ido materializando a lo
largo de este debate, en la idea además de construir un sistema de gobernanza
internacional que asegure derechos y prestaciones mínimas para estos
trabajadores, al estilo del Convenio del trabajo Marítimo del 2006, proponiendo
un nuevo convenio internacional para estos trabajadores, como ha recogido en
alguna de sus intervenciones <b>Joaquín Nieto, </b>el director de la oficina de
la OIT en España, o la propuesta de una Garantía Laboral Universal para todo
este personal.</div>
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</div>
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¿Cómo se ha recibido este debate
en España? No ha habido una intervención legislativa sobre estos problemas, y
ha sido el campo de la doctrina científica el que ha anticipado el debate sobre
el tema, posteriormente enriquecido con los sucesivos fallos judiciales al
respecto. La percepción de la utilización de la economía digital como vía para
la degradación de las condiciones laborales se ha ido materializando en una ya
larga discusión doctrinal sesgada a partir de la clasificación jurídica de la
relación de trabajo que se desprende del trabajo en plataformas, comenzando con
lo que se denominó <i>uberización </i>de las relaciones laborales, un tema al
que la <b><i>Revista de Derecho Social</i></b> ha dedicado una amplia atención,
y que se despliega en un contexto<span style="mso-spacerun: yes;"> </span>en el
que cobra un empuje formidable la idea-fuerza de la economía colaborativa, a la
que se le asigna la capacidad de revertir los desmanes económicos, sociales y
políticos del modelo empresarial responsable de la crisis económica basada en
la financiarización global de las relaciones económicas. Las Comunicaciones de
la Comisión Europea realizadas al Parlamento Europeo, al Consejo al Comité
Europeo Económico y Social y al Comité de las Regiones , así como las
conclusiones del Foro Mundial Económico de Davos , entronizaban a los modelos
de negocio basados en plataformas digitales como <i>the only one way</i> para
la recuperación económica, en el que se concentraban la oportunidad de trascender
una situación en crisis y la inevitabilidad de recorrer este camino ante la
progresiva digitalización y automatización del mundo económico. Este impulso
político-institucional buscó su aceptación y legitimación social equiparando
aquellos modelos de negocio a experiencias colaborativas de producción y
consumo surgidas a partir de la etapa más agresiva de la crisis económica ante
la imposibilidad de importantes estratos sociales de población de acceder al
consumo acudiendo a los mercados tradicionales. </div>
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<span style="mso-spacerun: yes;"> </span></div>
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A partir de la reflexión
académica sobre la <i>uberización </i>– no solo europea, sino prácticamente
global – otro tipo de empresas han entrado en el foco de atención doctrinal,
aunque sigue ejercitando una fuerte <i>vis atractiva </i>el problema de la
calificación laboral de estos trabajadores al servicio de plataformas, que en
nuestro país se ha centrado en los casos muy conocidos de <i>Deliveroo </i>o de
<i>Glovo, </i>a través de la intervención de la Inspección de Trabajo tanto en
su actividad sancionatoria como en el impulso del procedimiento de oficio para
la declaración de la laboralidad de la relación de los llamados <i>riders. </i>Es
un debate en curso, puesto que las diferentes soluciones judiciales que se han
ido dando a los casos planteados, permite aventurar que el tema llegará a la
unificación de doctrina del Tribunal Supremo, constituyendo por tanto un
terreno de lucha de intereses extraordinariamente tensionado, puesto que las
presiones contra una solución que considere a estos trabajadores como
trabajadores por cuenta ajena son muy potentes y confían en una composición de
la sala cuarta en la que las posiciones conservadoras allí dominantes den la
razón a la pretensión empresarial. </div>
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</div>
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A través de este prisma, el de la
laboralidad de quienes prestan su actividad en el marco de una economía de
plataformas, se han ido poniendo de relieve consideraciones muy críticas sobre
el modelo de gobernanza de estas empresas, focalizado en el área de la
colaboración empresarial y de las relaciones de trabajo autónomo, donde lo
colectivo se diluye en una consideración del trabajo que prestan las personas a
través de la plataforma digital como individuos que trabajan por cuenta propia
o, últimamente, como trabajadores autónomos económicamente dependientes,
siempre por tanto alejados de la posibilidad de institucionalizar una dimensión
colectiva para estos trabajadores que construya un interés de grupo articulado
a través de la representación legal<span style="mso-spacerun: yes;"> </span>o de
la condición voluntaria de agregación de intereses, que se pretenden siempre
alejados y diferenciados de los que organizan a los trabajadores en general. El
sujeto colectivo de representación de los intereses y derechos de trabajadoras
y trabajadores se ve sometido a un sensible cuestionamiento de la utilidad y
vigencia de su función económico-social y político-democrática.</div>
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</div>
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El siguiente terreno de debate
viene urgido indirectamente por la reflexión doctrinal en torno a la
calificación jurídica de la relación de servicios como laboral, y es la
definición y caracterización de las empresas de plataforma como parte de un
contrato de trabajo, es decir su condición de empleadora, una discusión que se
relaciona necesariamente con la progresiva complejidad de la figura de
empresario más allá de la sencillez (relativa) de su ligamen con la
personalidad jurídica y capacidad de obrar, y que ha dado lugar a propuestas
explicativas muy interesantes. En el centro de esta discusión se encuentra el
problema de la responsabilidad de la empresa y también aquí se enlaza con la
imposición de obligaciones en materia de cotización a la Seguridad Social y de capacidad
tributaria, problemáticas muy interesantes e intercurrentes. Este abordaje más
general sugiere planteamientos más complicados que intenten reflexionar sobre
los cambios y las repercusiones que esta economía digital tiene en el ámbito de
otras formas de organizar la economía y en la propia configuración de derechos
y obligaciones que conforma el sistema de seguridad social. </div>
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</div>
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La economía digital por
consiguiente es un área de fuertes turbulencias en la que convergen no solo las
iniciativas doctrinales y judiciales que reflejan los intereses encontrados de
empresas y trabajadores, sino también formas organizativas que van intentando
agregar un diseño representativo estable para este tipo de trabajo en las que
el sindicalismo está muy interesado en poner en práctica experiencias
organizativas que fructifiquen y permitan desarrollar su presencia en las
nuevas identidades precarias que pueblan el trabajo en esta economía digital.
Posiblemente también sería muy importante favorecer una intervención
legislativa en esta materia, como forma de zanjar de manera clara lo que hoy
por hoy permanece abierto a las distintas resoluciones del momento
interpretativo obra de los jueces. Es por otra parte seguro que en un tiempo
relativamente breve, se conozcan algunos proyectos regulativos fruto de la
propuesta sindical para la solución de este problema. El debate permanece
abierto y seguiremos sus desarrollos. Permanezcan atentos a sucesivas entradas
del blog.</div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-82970680495011886402019-09-15T15:07:00.002+02:002019-09-15T15:07:56.338+02:00OSTRACISMO<div class="MsoNormal" style="font-family: Calibri, sans-serif; margin: 0cm 0cm 0.0001pt;">
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<span style="font-family: "Times New Roman", serif;">Es muy frecuente ver cómo, incluso personas instruidas, analizan o juzgan instituciones y hechos del pasado sin desprenderse de los hábitos mentales y la percepción del mundo de los tiempos actuales sin caer en la cuenta de que los seres humanos de las sociedades europeas de hoy no se colocan en el mundo cómo lo estaban los de otras épocas, en especial los de la antigüedad clásica. Esto provoca errores graves de comprensión y juicios muy equivocados que se hacen particularmente evidentes en las referencias a la cuna de la democracia, a Atenas. La democracia ateniense fue producto de lo que podemos decir lucha de clases. Lucha de los demócratas contra los aristócratas, aunque ambas palabras no tenían exactamente la misma acepción que ahora. Los aristócratas también se opusieron en su momento a los tiranos, o gobierno unipersonal, pero entendían que el gobierno de la ciudad debería quedar en manos de los más preparados que, naturalmente, solía coincidir con los más ricos. Tucídides, en su historia de la guerra del Peloponeso, nos muestra que en aquella guerra civil entre griegos cuando los atenienses entraban en una cuidad que les había sido hostil se apoyaban de inmediato en el partido de los demócratas contra los aristócratas que generalmente estaban aliados con Esparta y, de ese modo, trataban de consolidar más allá de Atenas la <i>polis </i>como sistema político. Pero, por supuesto, todo aquel mundo estaba lleno de complejidades y muchos matices. La <i>polís </i>se estaba inventando. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Con todo no cabe duda de que muchas lecciones podemos seguir sacando de aquel mundo, a sabiendas de que no es posible hacer traslaciones mecánicas, ni de aquí para allá, ni de allá para acá. Uno de los mecanismos más curiosos de que disponía la <i>polis </i>para evitar atisbos de regreso a un sistema aristocrático, o simplemente para evitar que la excesiva presencia (excesiva en la opinión de la mayoría de los ciudadanos) en la vida pública de una personalidad relevante acabase perturbando el bien común, era el ostracismo. Los helenistas nos dicen que si en asamblea solemne, con un quorum de 6000 ciudadanos, y tras votación por mayoría absoluta, alguien era mandado al ostracismo, debería abandonar la ciudad en un plazo de diez días durante diez años. Aunque en otra votación posterior ese plazo podía ser reducido en una especie de amnistía. El ostracismo, en contra de los que hoy suele pensarse, no era algo infamante, no se entendía como una pena por cometer delito y quienes eran mandados al ostracismo no perdían la ciudadanía. Simplemente se entendía por esa mayoría de ciudadanos que determinada persona, generalmente muy relevante, estaba con su papel público conduciendo la vida en común por derroteros que perturbaban el bienestar de la ciudad. Personajes muy relevantes, como Temístocles, el principal estratego que llevó a la victoria sobre los persas en la Segunda Guerra Médica, fueron mandados al exilio mediante el ostracismo. A lo que parece era una llamada a la humildad para aquellos cuyos triunfos les habían hecho arrogantes y se habían alejado del sentir de la mayoría, aunque a veces la mayoría pudiera estar equivocada. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif;">Una institución así es impensable en nuestras democracias parlamentarias, en las que la responsabilidad política se dirime, mayormente, en las elecciones o en las mociones de censura o en las revueltas internas de los partidos, como últimamente hemos visto en el partido conservador de Gran Bretaña o, lo que es peor, en los linchamientos mediáticos. En las circunstancias actuales de la política española es casi inevitable que el ostracismo venga a la mente de la ciudadanía. No estaríá mal que Carmen Calvo, Pablo Echenique, Pedro Sánchez y Pablo Iglesias pensaran un poco si no se están alejando del sentir muy mayoritario de la población española que les votó. En especial Pedro Sánchez, como líder del partido más votado y principal candidato a presidente de Gobierno que es quién, de acuerdo a la Constitución, tendría que haberse ganado los apoyos necesarios y por ello tiene una responsabilidad mayor. No deberían todos ellos olvidar que esa población que les votó puede que muy gustosa les mandara al ostracismo, a un ostracismo suave apartándoles de las negociaciones para formar gobierno, sin por ello desconocer su valía. Un ostracismo menos suave lo pueden tener si hay elecciones en noviembre, lo que sería un desastre. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman", serif; font-size: 11pt;">Joaquín Aparicio Tovar<o:p></o:p></span></div>
Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-46088481032488505832019-07-04T18:43:00.000+02:002019-07-04T18:43:42.949+02:00FURIOSOS Y SECTARIOS. EL DISPARATE DE SUPRIMIR MADRID CENTRAL <br />
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" width="400" /><br />
<br />
<br />
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif;">Joaquín
Aparicio Tovar</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif;">Era
previsible que la soberbia y el autoritarismo del nuevo alcalde de Madrid y de
sus secuaces generase entre algunos sectores de la población respuestas airadas
próximas al insulto. Una de ellas ha venido desde el madrileño barrio de
Vicálvaro en forma de camisetas y pegatinas en las que se hace mofa duramente
de la de la cara del señor Martinez-Almeida a la que relacionan con cierta
parte de la anatomía masculina, lo que ha dado lugar a rápidas intervenciones
de la policía que contrasta con la pasividad frente a los insultos a la
anterior alcaldesa. En la esfera de Parapanda el insulto no está admitido y,
por otro lado, hay que reconocer que cuando uno nace no elige su faz, si bien
no deja de ser algo cierto aquello que escribió Vázquez Montalbán de que a
partir de los 40 años cada uno es responsable de su cara. </span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif;">Una
absurda medida revanchista ha sido la supresión <i>de facto</i> de Madrid
Central. El reciente alcalde por su boquita ha dicho que no ha llegado a la
alcaldía para contentar a la izquierda y, a renglón seguido, añadir que viene a
trabajar para todos los madrileños y cumplir con lo que promete. Esa frase es
clara expresión del tradicional pensamiento reaccionario, ultramontano y lleno
de furia típico de las derechas españolas. </span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif;">Si
se analiza un poco lo que dijo, más allá de la habitual arrogancia, se ve que
para este munícipe “la izquierda” es un ente abstracto, una especie de
fantasma, un espectro que circula por Madrid al que hay que combatir y aplastar
en todas sus manifestaciones, como Madrid Central. Parece que este hombre
todavía está en 1848 sumándose con entusiasmo a la “santa jauría” de la que
hablaba el barbudo de Tréveris<a href="https://www.blogger.com/blogger.g?blogID=1775525257176117335#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">[1]</span></span></span></span></a>.
<span style="mso-spacerun: yes;"> </span>Lo que sale de su boca es pura furia y
poco razonamiento porque ¿Cómo es posible que diga que viene a trabajar para
todos los madrileños pero resulta que las medidas para mejorar la calidad del
aire que se respira en la ciudad, que es el mismo para todas las personas,
fueron adoptadas por grupos políticos que incluso en las últimas elecciones
sumaron casi la mitad de los concejales? Puede decirse sin miedo a errar, que, al
menos, casi la mitad de la población está de acuerdo con ellas pero, para el
alcalde eso es intrascendente ya que por encima de las personas lo que pulula
es una “izquierda” que las contamina y a partir de ahí ya no cuentan, es como
si ya no fueran personas.Toma la parte por el todo cuando eleva a la categoría
general de “los madrileños” a quienes le han votado a él y a los grupos afines,
y a esa parte de la población está dirigida su actividad política y fía el
cumplimiento de sus promesas electorales. Como Franco y los facciosos
sublevados en 1936, la anti España son quienes se oponen a sus intereses y,
reducidos a una condición de no españoles, hay que eliminarlos si es necesario,
aunque sean más de la mitad de la población, como dejaron dicho por escrito y
no les tembló la mano para ejecutar. </span></div>
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<span style="font-family: "Times New Roman",serif;">Las
derechas se han apropiado de la palabra sectarismo para estigmatizar cualquier
medida de progreso, no necesariamente de izquierda, que beneficie a una gran parte
de la población, pero sectarismo es lo que practican ellas. Madrid Central es
un buen ejemplo. Es evidente que en los pocos meses que ha estado en funcionamiento,
la calidad del aire ha mejorado, por mucho que mientan, la vida en el centro de
la ciudad con menos coches se ha hecho más amable y de ello no se ha
beneficiado “la izquierda”, ese peligroso ectoplasma que pulula por ahí, sino
todas las personas que se mueven por esas calles, pero parece que ha molestado
a ciertos grupos de la población que, precisamente, son los que menos
frecuentan el área central de tráfico limitado. Es una reacción muy propia del
pensamiento reaccionario que viene de lejos, desde la oposición a los valores
de la Ilustración, de la racionalidad. Mayor sectarismo es difícil de encontrar,
pero es que, además, en términos de conversación castiza, puede decirse que
suprimir Madrid Central es una medida de paleto, entendiendo por tal, no a una
persona de campo que llega a la ciudad con limitados conocimientos, sino a una
que con orejeras no mira al mundo y se obceca contra el signo de los tiempos
que no atisbó desde el ambiente cerrado y asfixiante en el que preparaba
oposiciones. </span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=1775525257176117335#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri",sans-serif; font-size: 10.0pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span></span></span></a> K. Marx
y F. Engels, <i>El manifiesto comunista</i>, Alba, 2000, p. 50. </div>
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<style>@font-face {
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}p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0cm 0cm 0.0001pt; font-size: 12pt; font-family: "Calibri", sans-serif; }p.MsoFootnoteText, li.MsoFootnoteText, div.MsoFootnoteText { margin: 0cm 0cm 0.0001pt; font-size: 10pt; font-family: "Calibri", sans-serif; }span.MsoFootnoteReference { vertical-align: super; }span.TextonotapieCar { }.MsoChpDefault { font-family: "Calibri", sans-serif; }div.WordSection1 { }</style>Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-36414688296911309342019-05-18T13:48:00.001+02:002019-05-18T13:48:50.883+02:00LA BATALLA DE LAS DERECHAS POR MADRID. Y LLEGÓ CAYETANA “LA HECHIZADA”
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<span style="font-family: "Times New Roman",serif;">Joaquín
Aparicio Tovar</span></div>
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" 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<span style="font-family: "Times New Roman",serif;">Madrid
siempre ha sido una pieza codiciada por la derecha, no solo por el valor
simbólico que da ser la sede de la capital del Estado, sino también, y
sobretodo, por las oportunidades de negocio que al socaire de lo público se
ofrecen a la oligarquía de siempre, que junto con otros arribistas, se mueven
con un pie en el fango de la delincuencia económica y el otro en las
instituciones en las que se supone se gestiona la cosa pública. El tamayazo,
que llevó allá por 2003 a Esperanza Aguirre al poder de la Comunidad de Madrid,
mostró que medios torticeros están dispuestos a utilizar si las urnas no dan el
poder político a quienes han sido elegidos previamente en los altos despachos
de los poderes económicos. Eso si, critican de puertas afuera hasta el ridículo
a la burguesía catalana por su inclinación al <i>negoci</i>. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif;">Más
de veinte años lleva el PP gobernando la Comunidad de Madrid y casi otro tanto
el Ayuntamiento de la capital hasta que en 2015 fue desalojado por la
candidatura Mas Madrid con Manuela Carmena al frente. En esos años la
corrupción ha sido rampante. Un alto número de altos cargos de la Comunidad de
Madrid, incluidos presidentes, están investigados en diversos procedimientos
judiciales y tras pasar por la prisión preventiva se hayan en libertad provisional.
El PP venía acusando un desgaste tan alarmante que las élites a las que sirve
decidieron que era hora de ir preparando un recambio, y ahí están ahora las
tres derechas. Las dos nuevas derechas no ha tenido tiempo de meterse de lleno
en grandes operaciones de corrupción (aunque sí alguna menor, como que algún
dirigente haya cobrado sueldos públicos sin justificación alguna), de ahí que
una de sus banderas (a parte de agitar el espantajo de la ruptura de
España)<span style="mso-spacerun: yes;"> </span>sea la de presentarse como gente
“limpia”. Ahora bien, en lo que toca al <i>negoci</i>,<span style="mso-spacerun: yes;"> </span>que es sobretodo lo importa a sus patrones,
las tres derechas tienen claras coincidencias. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif;">La
Comunidad de Madrid es una de las más ricas de España, si no la que más, pero
es la menos invierte en educación pública y la que, en consecuencia, tiene
mayor segregación escolar entre ricos y pobres. Eso es gravísimo porque una
educación igualitaria es una base esencial de la democracia, del estado social
y democrático de derecho. “<i>Puesto que toda ciudad tiene un solo fin, es
claro que también la educación tiene que ser una y la misma para todos los
ciudadanos”, </i>nos recuerda Aristóteles en su <i>Política</i>, pero aunque no
se llegue a realizar por completo la propuesta aristotélica, parece claro que
la segregación trae un empobrecimiento de la vida colectiva, mayor desigualdad
y perpetuación de las diferencias de clase. No se puede enclaustrar a los seres
humanos en el estrecho espacio social de la familia en la que nacen, y es ahí
donde la escuela, la educación pública, abre un espacio a la sociabilidad y la
libertad. En el deterioro de la escuela pública y por tanto en sus
consecuencias, las tres derechas coinciden y, por cierto, este es un terreno en
que la corrupción ha florecido. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif;">También
la Comunidad de Madrid es una de las que menos invierte en sanidad pública, lo
que lleva a un deterioro de la otrora muy buena red sanitaria, especialmente
acusado en la atención primaria, que es pieza central de un buen sistema
sanitario. En coherencia con esa política, desde lo público se incentiva el
negocio privado sanitario. Ahí también coinciden las tres derechas y ahí
también hay un nido de corrupción. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif;">La
política fiscal del PP ha convertido a la Comunidad de Madrid en un paraíso
fiscal para las clases más pudientes. Ha reducido al mínimo o ha hecho
prácticamente inexistente la tributación por sucesiones, donaciones y
patrimonio que a quien más beneficia es esas clases precisamente. También es
una de las que menos recauda por el tramo autonómico del IRPF, lo que da lugar
a que sea una comunidad con una deuda superior a la que por su riqueza podría
tener de haber puesto en marcha una política fiscal más justa y menos complaciente
con los ricos. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif;">El
caso de Ayuntamiento de Madrid es paradigmático. En 2015 los gobiernos de
Gallardón y Botella dejaron una disparatada deuda de más de 5.600 millones de
euros, vendieron viviendas sociales a fondos buitres a precios irrisorios,
contrajeron deudas con entidades financieras mediante mecanismos complejos que
beneficiaban a esas entidades a costa de lo público (estas dos últimas
operaciones están hoy, por cierto, bajo la lupa de los tribunales), firmaron
contratos de alquiler de edificios con entes privados sin que se les diese un
uso para satisfacer una necesidad pública, se pagaban cantidades exorbitantes a
determinadas compañías para el mantenimiento de los túneles de la M 30, y
resultó que ese mantenimiento no se hacía. Al cierre del ejercicio de 2018 el
Ayuntamiento de Carmena había rebajado la deuda a ¡2.700! millones y eso sin
que se haya parado en el esfuerzo, con magnificas realizaciones, de hacer una
ciudad más humana. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman",serif;">No
es extraño en este panorama que las derechas estén dando una gran batalla por
retener la Comunidad de Madrid y recuperar el Ayuntamiento. Ahora ha entrado en
liza la sra. Álvarez de Toledo, marquesa de no se sabe qué, cuya arrogancia es
tan fuerte que la ignominiosa derrota sufrida en Cataluña, en vez de cura de
humildad, no la ha hecho modificar un ápice de sus modos de comportamiento.
Esta señora cuando habla, más bien ordena. Es como si cuando se dirige a la
ciudadanía se estuviese dirigiendo al servicio, sobre el que ella, <i>of course,</i>
está por encima. Entre otras lindezas, ha llamado senil a Manuela Carmena.
Manuela siempre ha estado orgullosa de su edad, de lo que ha vivido,
precisamente porque con el paso del tiempo ha aprendido a ser paciente y a
escuchar a los demás, sin dejar de seguir luchando por el ideal de una ciudad
amable, inclusiva, tolerante, que se refleje en la estatura de Juan Genovés “<i>El
abrazo”</i>, que está en Antón Martín, frente al despacho de abogados de Atocha
55, en donde unos pistoleros fascistas asesinaron a algunos de sus compañeros.
Cayetana Álvarez de Toledo<span style="mso-spacerun: yes;"> </span>representa
bien a esa derecha española que hace ascos de aquel proceso de la Grecia
clásica de la formación del ser humano, la <i>paideia</i>, en el que las
personas mayores de la ciudad tenían un papel relevante en la educación de los
jóvenes. De Cayetana se dice que es experta en la historia española del siglo
XVII, ¿será por eso que tiene un notable parecido con el Carlos II, “el
hechizado”, que retratara Carreño de Miranda? </span></div>
<div class="MsoNormal">
<br /></div>
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</style>Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-85360072307340296412019-03-12T00:24:00.000+01:002019-03-12T00:24:07.689+01:00
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" 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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif;">FUERON LAS MUJERES…Y AHORA TAMBIÉN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman",serif;">Joaquín Aparicio Tovar</span></b></div>
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<span style="font-family: "Times New Roman",serif;">En
la lucha por la igualdad y la libertad, por los derechos, por la democracia <span style="mso-spacerun: yes;"> </span>la mujeres han tenido un papel decisivo. Luchas
recientes lo muestran, y también la señora Historia. Un 8 de marzo de 1857, en
New York, salieron a la calle miles de mujeres con el lema “pan y rosas” para
protestar contra las penosas condiciones de trabajo, los salarios de miseria,
la explotación a la que eran sometidas y contra el trabajo infantil. En 1910 la
2ª Conferencia Internacional de Mujeres Socialistas, reunida en Copenhague, a
iniciativa de Clara Zetkin, aprobó declarar un día internacional de la mujer
trabajadora en el mes de marzo. Un año después, el 25 de marzo de 1911, 123
mujeres y 23 hombres murieron, la mayoría inmigrantes de Europa del Este e
italianas, en un incendio en la fabrica de camisas para hombres <i style="mso-bidi-font-style: normal;">Triangle Shirtwaist</i> en New York cuyas
causas no quedaron muy claras. Un suceso que trae a la memoria la reciente
muerte (en 2013) <span style="mso-spacerun: yes;"> </span>de más de 1200
personas, la mayoría mujeres, por el derrumbamiento del edificio Plaza Rana, en
Bangladés, donde se albergaban importantes empresas textiles que venden sus
productos en las calles más comerciales de nuestras ciudades. En el capitalismo
global liberal la explotación no ha desaparecido, es más, hechos como este
muestran que en tantos modos se amplifica. <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "Times New Roman",serif;">El
23 de febrero de 1917, que equivalía al 8 de marzo en el actual calendario
gregoriano, en Petrogrado, las trabajadoras del textil declararon una huelga en
todo el sector en protesta por la miseria de los salarios, la carestía los
alimentos, la corrupción y contra la guerra que desangraba Rusia. Exigían la
paz. <span style="mso-spacerun: yes;"> </span>La mujeres organizaron una gran
manifestación y el 25 de aquel mes se declaró una huelga general. Aquello fue
el desencadenante el proceso que acabó en la revolución de Octubre. Alejandra
Kolontai, la primera mujer en el mundo en ocupar un cargo ministerial, impulsó
una serie de medidas como el divorcio, el derecho al aborto y el derecho al
sufragio de la mujer, siendo la Unión Soviética uno de los primeros países en
reconocerlo (y el primero entre los grandes).<span style="mso-spacerun: yes;">
</span>Desde entonces los avances en el camino de la igualdad han sido
evidentes, pero no se puede ocultar que en la historia también hay retrocesos,
como el largo periodo franquista que hemos sufrido en España, en donde hasta
bien entrados los años 70 del siglo pasado, por ejemplo, las mujeres casadas no
podían abrir una cuenta bancaria sin permiso de sus maridos. Las regresiones,
como en la actualidad se está viendo, siempre pueden darse, pero aquí está el
vigor del feminismo alzándose en contra. </span></div>
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<span style="font-family: "Times New Roman",serif;">La
lucha por la igualdad es un largo camino a recorrer pero ya no puede entenderse,
ni pensarse, sin la riqueza que aporta el movimiento feminista, que está
haciendo ver que el patriarcado es incompatible con la igualdad y, por tanto,
con la democracia. Puede haber varias tendencias en el movimiento feminista,
porque la construcción de ese mundo en igualdad se esconde “entre las nieblas
del futuro”, como dijera Rosa Luxemburgo, pero es claro que son incompatibles
con el feminismo las propuestas de los partidos que defienden la sociedad
clasista y el poder del dinero sobre las personas. La igualdad entre hombres y
mujeres no es posible en una sociedad en la que el privilegio económico separe
a hombres y mujeres, a mujeres y hombres según la clase en la que las fuerzas
del mercado y la cuna en la que nacieron les sitúen. </span></div>
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</style>Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-4700057140418060982018-09-08T13:06:00.000+02:002018-09-08T13:06:24.464+02:00<h3 class="post-title entry-title" itemprop="name" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(51, 51, 51); color: #333333; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 30px; font-stretch: normal; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0px; orphans: auto; position: relative; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
<a href="http://baylos.blogspot.com/2018/09/repensando-el-temario-del-derecho.html" style="color: #993322; text-decoration: none;">REPENSANDO EL TEMARIO DEL DERECHO LABORAL: INMIGRACIÓN Y TRABAJO</a></h3>
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<span style="color: red;">No es de extrañar que en la cultura jurídica laboralista el tema de la inmigración destaque como una materia central sobre la que se debe reflexionar tanto en relación con las políticas que disciplinan el flujo migratorio como sobre las condiciones concretas que se aprecian en el trabajo materialmente prestado por los inmigrantes, su relación con el llamado trabajo irregular o informal, y la necesidad de no separar a este colectivo del resto de identidades que pueblan el espacio del trabajo asalariado. Sobre esta tema se ha discutido también en el campo de verano “<b><i>Trabajando el futuro del derecho del trabajo”<span class="Apple-converted-space"> </span></i></b>que se comentaba en el post anterior del blog, y también en esta ocasión nuestro cronista es el profesor de la UCLM<span class="Apple-converted-space"> </span><b>Antonio García-Muñoz Alhambra.<span class="Apple-converted-space"> </span></b>En ese debate hay que tener en cuenta que las sensibilidades del sur y del norte pueden variar a la hora de comprender “el lado laboral” de la inmigración, que sin embargo no puede concebirse sin la afirmación de un radical principio de igualdad de trato en las condiciones de trabajo y empleo con las y los trabajadores del Estado en el que presten sus servicios, con independencia de si tienen o no permiso de trabajo, como afirma la LOEX española – aunque este principio no se traslade incorrectamente a la relación jurídica de seguridad social – y mediante el fomento de la organización colectiva en sindicatos como forma de responder a las vulneraciones cotidianas de derechos laborales y humanos que sufren estas personas. Este es el resumen de los debates que se celebraron en el final del verano:</span></div>
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<span>La segunda jornada del encuentro en San Vito dei Normanni abordaba un tema de completa (y en el caso italiano, trágica) actualidad: el fenómeno migratorio. Se trata, sin duda, de un tema clave en el momento histórico actual, con especial urgencia en Europa, donde la migración se ha convertido en el centro del debate político en muchas elecciones nacionales y regionales, como lo fue en el Brexit y lo será probablemente en la próxima campaña de las elecciones europeas.<span class="Apple-converted-space"> </span></span></div>
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<span>La coordinación de la sesión estaba a cargo de<span class="Apple-converted-space"> </span><b>Manoj Dias-Abey</b><span class="Apple-converted-space"> </span>(Universidad de Bristol) y<span class="Apple-converted-space"> </span><b>Andrea Iossa</b><span class="Apple-converted-space"> </span>(Universidad de Lund), que llevaron a cabo sendas presentaciones en las que, por un lado, ponían en contexto global la realidad de las migraciones y, por otro, analizaban como caso de estudio la evolución de las políticas suecas de migración y asilo.<span class="Apple-converted-space"> </span></span></div>
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<span>A diferencia de lo que sucedía en relación con el medio ambiente, la migración no es un tema ajeno al pensamiento laboralista.<span> <span class="Apple-converted-space"> </span></span>El punto de partida del debate estaba en la reflexión sobre las intersecciones entre derecho del trabajo y régimen migratorio y la interacción entre ambos, que genera como es sabido distintos niveles de vulnerabilidad y explotación de las personas migrantes y tiene un mayor o menor impacto en el mercado de trabajo y su regulación.<span> <span class="Apple-converted-space"> </span></span></span></div>
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<span>En el análisis de esta intersección, la visión convencional de la regulación del fenómeno migratorio puede, y debe, ser contestada desde una óptica laboralista. En efecto, se trata de una visión excesivamente preocupada en regular el fenómeno migratorio en sí mismo, sin una conciencia clara de su impacto en el mercado de trabajo y mucho menos en las condiciones en las que las personas migrantes acceden o se ven excluidos del mismo (o al menos no una conciencia que se pueda expresar abiertamente, volveré sobre este punto). Así, la regulación en materia de migración genera en muchas ocasiones situaciones de vulnerabilidad laboral que deben ser combatidas: el estatuto de una persona de acuerdo a la regulación migratoria no debería tener como consecuencia una lesión de sus derechos laborales y, en este sentido, el discurso iuslaboralista debería defender la independencia de las protecciones que ofrece el derecho laboral a los trabajadores con independencia de su estatuto jurídico de acuerdo a las leyes migratorias.<span> <span class="Apple-converted-space"> </span></span></span></div>
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<span>Gran parte del debate se centró en reflexionar sobre capacidad del derecho para excluir/incluir a los individuos en una comunidad, y en como pensar una relación entre derecho laboral y regulación de la migración que resulte incluyente e integradora y disminuya la vulnerabilidad (y por lo tanto la tendencia a ser explotados a niveles inaceptables) de las personas migrantes. De alguna manera, la tensión entre comunidad y pertenencia (identidad, podríamos decir) y migración es sumamente compleja. No obstante, la capacidad de la realidad material del trabajo como herramienta de inclusión social es incuestionable, por lo que evitar los estatutos diferenciados que fragmenten a los trabajadores es una medida funcional a la inclusión de las personas migrantes y a la creación de comunidad.<span class="Apple-converted-space"> </span></span></div>
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<span>Sin embargo, el discurso no debe limitarse al impacto de la migración en las sociedades de acogida (y en el mercado laboral receptor) sino que el fenómeno migratorio se debe entender en una perspectiva más amplia, global, donde se aplica sobre los propios trabajadores el principio de división internacional del trabajo (se adivinan aquí divisiones estructuradas por criterios como la raza, además del sexo y la clase, residuos del sistema colonial). Es en esta perspectiva global donde las políticas migratorias de los Estados se vuelven sospechosas en relación con la conciencia de su impacto en el mercado de trabajo: parece que desde la perspectiva de la división global del trabajo la vulnerabilidad de los trabajadores migrantes aparece estructurada por los Estados en favor de sus propios intereses (por ejemplo, en relación con los trabajos de cuidados, como una forma barata de welfare, necesidad acentuada en la época de la austeridad) o de los intereses de los empleadores. O en otras palabras: permitir un mayor nivel de explotación de los trabajadores migrantes es funcional a la acumulación capitalista global. En un sistema donde los movimientos de bienes y capitales son prácticamente libres y muy fluidos a nivel global, el control selectivo y estructurado por las leyes de migración del movimiento de trabajadores es uno de los atributos “normales” de funcionamiento del sistema que hacen posible una mayor explotación del factor trabajo.<span class="Apple-converted-space"> </span></span></div>
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<span>En este sentido los laboralistas, más allá de la denuncia de casos extremos de abuso en el discurso de la esclavitud moderna, deben denunciar la vulnerabilidad estructural que generan los regímenes de regulación de la migración y oponerse a que tengan un impacto negativo en los derechos de las personas migrantes como trabajadores. No se trata necesariamente de una política de fronteras abiertas, sino de inclusión y participación igualitaria en la comunidad en la que se vive y trabaja.</span></div>
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<span>De enorme interés resultó asimismo la segunda sesión abierta al público, donde participaron la profesora de la Universidad de Foggia<span class="Apple-converted-space"> </span><b>Madia D’Onghia</b>, el abogado laboralista (avvocato di strada, prefería definirse)<span class="Apple-converted-space"> </span><b>Claudio di Martino<span class="Apple-converted-space"> </span></b>y la activista<span class="Apple-converted-space"> </span><b>Rosa Vaglio</b>. Los tres invitados analizaron, desde distintos ángulos, la situación de los trabajadores inmigrantes en el sector agrícola de Puglia, más concretamente en la recogida del tomate, materia prima de la salsa de tomate que, desde esta región italiana, se exporta a todo el mundo. En las charlas de los invitados, donde se describía la realidad material de los inmigrantes, que viven en auténticos guetos en mitad del campo (desmantelados periódicamente por orden de los jueces),<span> <span class="Apple-converted-space"> </span></span>entre el rechazo social al inmigrante (cuando es pobre) y la necesidad económica de su presencia como mano de obra barata, y que trabajan por salarios de miseria debido a su extrema situación de vulnerabilidad, se podía ver claramente la conexión entre el sistema económico global (que impone precios, como ironizaba<span class="Apple-converted-space"> </span><b>Claudio di Martino</b>, de 0,39 céntimos de euros por una lata de 700 gramos de tomate, lo que supone que el productor recibe un precio aún menor) y la realidad material de unas personas que se hace visible a nivel local, en este caso, en los campos y plazas (donde son recogidos de madrugada por los caporales) de las localidades agrícolas de Puglia.<span class="Apple-converted-space"> </span></span></div>
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<span>Sin duda los insoportables niveles de explotación de estos trabajadores son posibles por su estatuto jurídico de inmigrantes ilegales, que facilita la inaplicación de cualquier tipo de legislación a su actividad, incluyendo cualquier tipo de norma laboral. Si, de hecho, se aplicaran las normas italianas vigentes en la recogida del tomate de la región de Puglia, como hacen en la iniciativa Sfrutazero (#SfruttaZero) presentada por<span class="Apple-converted-space"> </span><b>Rosa Vaglio</b>, sus condiciones de vida mejorarían muchísimo (podrían, por ejemplo, acceder a una vivienda) pero el precio de una lata de 500 gramos<span> <span class="Apple-converted-space"> </span></span>de tomate queda por encima de los tres euros (aunque de momento las venden todas, gracias a los consumidores concienciados, no parece una alternativa que pueda competir a gran escala con los precios anteriormente señalados para los 700 gramos).</span></div>
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<span>De nuevo la extensión de la crónica recomienda para aquí, aunque esta serie finalizará, si el titular del blog lo tiene a bien, con una tercera y última entrega.<span class="Apple-converted-space"> </span></span></div>
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<a href="http://baylos.blogspot.com/2018/09/repensando-el-temario-del-derecho.html" style="color: #993322; text-decoration: none;">REPENSANDO EL TEMARIO DEL DERECHO LABORAL: INMIGRACIÓN Y TRABAJO</a></h3>
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<a href="https://4.bp.blogspot.com/-QZFKzu8faAk/W5K7nG6pwQI/AAAAAAAAIXo/eKWhG1gvcMogLyHD6ouWnkoxcrFXtfe3QCLcBGAs/s1600/IMG_3089.JPG" style="color: #993322; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://4.bp.blogspot.com/-QZFKzu8faAk/W5K7nG6pwQI/AAAAAAAAIXo/eKWhG1gvcMogLyHD6ouWnkoxcrFXtfe3QCLcBGAs/s320/IMG_3089.JPG" style="-webkit-box-shadow: rgba(0, 0, 0, 0.498039) 1px 1px 5px; background-color: white; background-position: initial initial; background-repeat: initial initial; border: none; box-shadow: rgba(0, 0, 0, 0.498039) 1px 1px 5px; padding: 8px; position: relative;" width="320" /></a></div>
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<span style="color: red;">No es de extrañar que en la cultura jurídica laboralista el tema de la inmigración destaque como una materia central sobre la que se debe reflexionar tanto en relación con las políticas que disciplinan el flujo migratorio como sobre las condiciones concretas que se aprecian en el trabajo materialmente prestado por los inmigrantes, su relación con el llamado trabajo irregular o informal, y la necesidad de no separar a este colectivo del resto de identidades que pueblan el espacio del trabajo asalariado. Sobre esta tema se ha discutido también en el campo de verano “<b><i>Trabajando el futuro del derecho del trabajo”<span class="Apple-converted-space"> </span></i></b>que se comentaba en el post anterior del blog, y también en esta ocasión nuestro cronista es el profesor de la UCLM<span class="Apple-converted-space"> </span><b>Antonio García-Muñoz Alhambra.<span class="Apple-converted-space"> </span></b>En ese debate hay que tener en cuenta que las sensibilidades del sur y del norte pueden variar a la hora de comprender “el lado laboral” de la inmigración, que sin embargo no puede concebirse sin la afirmación de un radical principio de igualdad de trato en las condiciones de trabajo y empleo con las y los trabajadores del Estado en el que presten sus servicios, con independencia de si tienen o no permiso de trabajo, como afirma la LOEX española – aunque este principio no se traslade incorrectamente a la relación jurídica de seguridad social – y mediante el fomento de la organización colectiva en sindicatos como forma de responder a las vulneraciones cotidianas de derechos laborales y humanos que sufren estas personas. Este es el resumen de los debates que se celebraron en el final del verano:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: red;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>La segunda jornada del encuentro en San Vito dei Normanni abordaba un tema de completa (y en el caso italiano, trágica) actualidad: el fenómeno migratorio. Se trata, sin duda, de un tema clave en el momento histórico actual, con especial urgencia en Europa, donde la migración se ha convertido en el centro del debate político en muchas elecciones nacionales y regionales, como lo fue en el Brexit y lo será probablemente en la próxima campaña de las elecciones europeas.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>La coordinación de la sesión estaba a cargo de<span class="Apple-converted-space"> </span><b>Manoj Dias-Abey</b><span class="Apple-converted-space"> </span>(Universidad de Bristol) y<span class="Apple-converted-space"> </span><b>Andrea Iossa</b><span class="Apple-converted-space"> </span>(Universidad de Lund), que llevaron a cabo sendas presentaciones en las que, por un lado, ponían en contexto global la realidad de las migraciones y, por otro, analizaban como caso de estudio la evolución de las políticas suecas de migración y asilo.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>A diferencia de lo que sucedía en relación con el medio ambiente, la migración no es un tema ajeno al pensamiento laboralista.<span> <span class="Apple-converted-space"> </span></span>El punto de partida del debate estaba en la reflexión sobre las intersecciones entre derecho del trabajo y régimen migratorio y la interacción entre ambos, que genera como es sabido distintos niveles de vulnerabilidad y explotación de las personas migrantes y tiene un mayor o menor impacto en el mercado de trabajo y su regulación.<span> <span class="Apple-converted-space"> </span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><span><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>En el análisis de esta intersección, la visión convencional de la regulación del fenómeno migratorio puede, y debe, ser contestada desde una óptica laboralista. En efecto, se trata de una visión excesivamente preocupada en regular el fenómeno migratorio en sí mismo, sin una conciencia clara de su impacto en el mercado de trabajo y mucho menos en las condiciones en las que las personas migrantes acceden o se ven excluidos del mismo (o al menos no una conciencia que se pueda expresar abiertamente, volveré sobre este punto). Así, la regulación en materia de migración genera en muchas ocasiones situaciones de vulnerabilidad laboral que deben ser combatidas: el estatuto de una persona de acuerdo a la regulación migratoria no debería tener como consecuencia una lesión de sus derechos laborales y, en este sentido, el discurso iuslaboralista debería defender la independencia de las protecciones que ofrece el derecho laboral a los trabajadores con independencia de su estatuto jurídico de acuerdo a las leyes migratorias.<span> <span class="Apple-converted-space"> </span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><span><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>Gran parte del debate se centró en reflexionar sobre capacidad del derecho para excluir/incluir a los individuos en una comunidad, y en como pensar una relación entre derecho laboral y regulación de la migración que resulte incluyente e integradora y disminuya la vulnerabilidad (y por lo tanto la tendencia a ser explotados a niveles inaceptables) de las personas migrantes. De alguna manera, la tensión entre comunidad y pertenencia (identidad, podríamos decir) y migración es sumamente compleja. No obstante, la capacidad de la realidad material del trabajo como herramienta de inclusión social es incuestionable, por lo que evitar los estatutos diferenciados que fragmenten a los trabajadores es una medida funcional a la inclusión de las personas migrantes y a la creación de comunidad.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>Sin embargo, el discurso no debe limitarse al impacto de la migración en las sociedades de acogida (y en el mercado laboral receptor) sino que el fenómeno migratorio se debe entender en una perspectiva más amplia, global, donde se aplica sobre los propios trabajadores el principio de división internacional del trabajo (se adivinan aquí divisiones estructuradas por criterios como la raza, además del sexo y la clase, residuos del sistema colonial). Es en esta perspectiva global donde las políticas migratorias de los Estados se vuelven sospechosas en relación con la conciencia de su impacto en el mercado de trabajo: parece que desde la perspectiva de la división global del trabajo la vulnerabilidad de los trabajadores migrantes aparece estructurada por los Estados en favor de sus propios intereses (por ejemplo, en relación con los trabajos de cuidados, como una forma barata de welfare, necesidad acentuada en la época de la austeridad) o de los intereses de los empleadores. O en otras palabras: permitir un mayor nivel de explotación de los trabajadores migrantes es funcional a la acumulación capitalista global. En un sistema donde los movimientos de bienes y capitales son prácticamente libres y muy fluidos a nivel global, el control selectivo y estructurado por las leyes de migración del movimiento de trabajadores es uno de los atributos “normales” de funcionamiento del sistema que hacen posible una mayor explotación del factor trabajo.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>En este sentido los laboralistas, más allá de la denuncia de casos extremos de abuso en el discurso de la esclavitud moderna, deben denunciar la vulnerabilidad estructural que generan los regímenes de regulación de la migración y oponerse a que tengan un impacto negativo en los derechos de las personas migrantes como trabajadores. No se trata necesariamente de una política de fronteras abiertas, sino de inclusión y participación igualitaria en la comunidad en la que se vive y trabaja.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>De enorme interés resultó asimismo la segunda sesión abierta al público, donde participaron la profesora de la Universidad de Foggia<span class="Apple-converted-space"> </span><b>Madia D’Onghia</b>, el abogado laboralista (avvocato di strada, prefería definirse)<span class="Apple-converted-space"> </span><b>Claudio di Martino<span class="Apple-converted-space"> </span></b>y la activista<span class="Apple-converted-space"> </span><b>Rosa Vaglio</b>. Los tres invitados analizaron, desde distintos ángulos, la situación de los trabajadores inmigrantes en el sector agrícola de Puglia, más concretamente en la recogida del tomate, materia prima de la salsa de tomate que, desde esta región italiana, se exporta a todo el mundo. En las charlas de los invitados, donde se describía la realidad material de los inmigrantes, que viven en auténticos guetos en mitad del campo (desmantelados periódicamente por orden de los jueces),<span> <span class="Apple-converted-space"> </span></span>entre el rechazo social al inmigrante (cuando es pobre) y la necesidad económica de su presencia como mano de obra barata, y que trabajan por salarios de miseria debido a su extrema situación de vulnerabilidad, se podía ver claramente la conexión entre el sistema económico global (que impone precios, como ironizaba<span class="Apple-converted-space"> </span><b>Claudio di Martino</b>, de 0,39 céntimos de euros por una lata de 700 gramos de tomate, lo que supone que el productor recibe un precio aún menor) y la realidad material de unas personas que se hace visible a nivel local, en este caso, en los campos y plazas (donde son recogidos de madrugada por los caporales) de las localidades agrícolas de Puglia.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>Sin duda los insoportables niveles de explotación de estos trabajadores son posibles por su estatuto jurídico de inmigrantes ilegales, que facilita la inaplicación de cualquier tipo de legislación a su actividad, incluyendo cualquier tipo de norma laboral. Si, de hecho, se aplicaran las normas italianas vigentes en la recogida del tomate de la región de Puglia, como hacen en la iniciativa Sfrutazero (#SfruttaZero) presentada por<span class="Apple-converted-space"> </span><b>Rosa Vaglio</b>, sus condiciones de vida mejorarían muchísimo (podrían, por ejemplo, acceder a una vivienda) pero el precio de una lata de 500 gramos<span> <span class="Apple-converted-space"> </span></span>de tomate queda por encima de los tres euros (aunque de momento las venden todas, gracias a los consumidores concienciados, no parece una alternativa que pueda competir a gran escala con los precios anteriormente señalados para los 700 gramos).</span></div>
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<span>De nuevo la extensión de la crónica recomienda para aquí, aunque esta serie finalizará, si el titular del blog lo tiene a bien, con una tercera y última entrega.<span class="Apple-converted-space"> </span></span></div>
</div>
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<a href="http://baylos.blogspot.com/2018/09/repensando-el-temario-del-derecho.html" style="color: #993322; text-decoration: none;">REPENSANDO EL TEMARIO DEL DERECHO LABORAL: INMIGRACIÓN Y TRABAJO</a></h3>
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<a href="https://4.bp.blogspot.com/-QZFKzu8faAk/W5K7nG6pwQI/AAAAAAAAIXo/eKWhG1gvcMogLyHD6ouWnkoxcrFXtfe3QCLcBGAs/s1600/IMG_3089.JPG" style="color: #993322; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://4.bp.blogspot.com/-QZFKzu8faAk/W5K7nG6pwQI/AAAAAAAAIXo/eKWhG1gvcMogLyHD6ouWnkoxcrFXtfe3QCLcBGAs/s320/IMG_3089.JPG" style="-webkit-box-shadow: rgba(0, 0, 0, 0.498039) 1px 1px 5px; background-color: white; background-position: initial initial; background-repeat: initial initial; border: none; box-shadow: rgba(0, 0, 0, 0.498039) 1px 1px 5px; padding: 8px; position: relative;" width="320" /></a></div>
<br /><br /><div class="MsoNormal" style="text-align: justify;">
<span style="color: red;">No es de extrañar que en la cultura jurídica laboralista el tema de la inmigración destaque como una materia central sobre la que se debe reflexionar tanto en relación con las políticas que disciplinan el flujo migratorio como sobre las condiciones concretas que se aprecian en el trabajo materialmente prestado por los inmigrantes, su relación con el llamado trabajo irregular o informal, y la necesidad de no separar a este colectivo del resto de identidades que pueblan el espacio del trabajo asalariado. Sobre esta tema se ha discutido también en el campo de verano “<b><i>Trabajando el futuro del derecho del trabajo”<span class="Apple-converted-space"> </span></i></b>que se comentaba en el post anterior del blog, y también en esta ocasión nuestro cronista es el profesor de la UCLM<span class="Apple-converted-space"> </span><b>Antonio García-Muñoz Alhambra.<span class="Apple-converted-space"> </span></b>En ese debate hay que tener en cuenta que las sensibilidades del sur y del norte pueden variar a la hora de comprender “el lado laboral” de la inmigración, que sin embargo no puede concebirse sin la afirmación de un radical principio de igualdad de trato en las condiciones de trabajo y empleo con las y los trabajadores del Estado en el que presten sus servicios, con independencia de si tienen o no permiso de trabajo, como afirma la LOEX española – aunque este principio no se traslade incorrectamente a la relación jurídica de seguridad social – y mediante el fomento de la organización colectiva en sindicatos como forma de responder a las vulneraciones cotidianas de derechos laborales y humanos que sufren estas personas. Este es el resumen de los debates que se celebraron en el final del verano:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: red;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>La segunda jornada del encuentro en San Vito dei Normanni abordaba un tema de completa (y en el caso italiano, trágica) actualidad: el fenómeno migratorio. Se trata, sin duda, de un tema clave en el momento histórico actual, con especial urgencia en Europa, donde la migración se ha convertido en el centro del debate político en muchas elecciones nacionales y regionales, como lo fue en el Brexit y lo será probablemente en la próxima campaña de las elecciones europeas.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>La coordinación de la sesión estaba a cargo de<span class="Apple-converted-space"> </span><b>Manoj Dias-Abey</b><span class="Apple-converted-space"> </span>(Universidad de Bristol) y<span class="Apple-converted-space"> </span><b>Andrea Iossa</b><span class="Apple-converted-space"> </span>(Universidad de Lund), que llevaron a cabo sendas presentaciones en las que, por un lado, ponían en contexto global la realidad de las migraciones y, por otro, analizaban como caso de estudio la evolución de las políticas suecas de migración y asilo.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>A diferencia de lo que sucedía en relación con el medio ambiente, la migración no es un tema ajeno al pensamiento laboralista.<span> <span class="Apple-converted-space"> </span></span>El punto de partida del debate estaba en la reflexión sobre las intersecciones entre derecho del trabajo y régimen migratorio y la interacción entre ambos, que genera como es sabido distintos niveles de vulnerabilidad y explotación de las personas migrantes y tiene un mayor o menor impacto en el mercado de trabajo y su regulación.<span> <span class="Apple-converted-space"> </span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><span><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>En el análisis de esta intersección, la visión convencional de la regulación del fenómeno migratorio puede, y debe, ser contestada desde una óptica laboralista. En efecto, se trata de una visión excesivamente preocupada en regular el fenómeno migratorio en sí mismo, sin una conciencia clara de su impacto en el mercado de trabajo y mucho menos en las condiciones en las que las personas migrantes acceden o se ven excluidos del mismo (o al menos no una conciencia que se pueda expresar abiertamente, volveré sobre este punto). Así, la regulación en materia de migración genera en muchas ocasiones situaciones de vulnerabilidad laboral que deben ser combatidas: el estatuto de una persona de acuerdo a la regulación migratoria no debería tener como consecuencia una lesión de sus derechos laborales y, en este sentido, el discurso iuslaboralista debería defender la independencia de las protecciones que ofrece el derecho laboral a los trabajadores con independencia de su estatuto jurídico de acuerdo a las leyes migratorias.<span> <span class="Apple-converted-space"> </span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><span><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>Gran parte del debate se centró en reflexionar sobre capacidad del derecho para excluir/incluir a los individuos en una comunidad, y en como pensar una relación entre derecho laboral y regulación de la migración que resulte incluyente e integradora y disminuya la vulnerabilidad (y por lo tanto la tendencia a ser explotados a niveles inaceptables) de las personas migrantes. De alguna manera, la tensión entre comunidad y pertenencia (identidad, podríamos decir) y migración es sumamente compleja. No obstante, la capacidad de la realidad material del trabajo como herramienta de inclusión social es incuestionable, por lo que evitar los estatutos diferenciados que fragmenten a los trabajadores es una medida funcional a la inclusión de las personas migrantes y a la creación de comunidad.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>Sin embargo, el discurso no debe limitarse al impacto de la migración en las sociedades de acogida (y en el mercado laboral receptor) sino que el fenómeno migratorio se debe entender en una perspectiva más amplia, global, donde se aplica sobre los propios trabajadores el principio de división internacional del trabajo (se adivinan aquí divisiones estructuradas por criterios como la raza, además del sexo y la clase, residuos del sistema colonial). Es en esta perspectiva global donde las políticas migratorias de los Estados se vuelven sospechosas en relación con la conciencia de su impacto en el mercado de trabajo: parece que desde la perspectiva de la división global del trabajo la vulnerabilidad de los trabajadores migrantes aparece estructurada por los Estados en favor de sus propios intereses (por ejemplo, en relación con los trabajos de cuidados, como una forma barata de welfare, necesidad acentuada en la época de la austeridad) o de los intereses de los empleadores. O en otras palabras: permitir un mayor nivel de explotación de los trabajadores migrantes es funcional a la acumulación capitalista global. En un sistema donde los movimientos de bienes y capitales son prácticamente libres y muy fluidos a nivel global, el control selectivo y estructurado por las leyes de migración del movimiento de trabajadores es uno de los atributos “normales” de funcionamiento del sistema que hacen posible una mayor explotación del factor trabajo.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>En este sentido los laboralistas, más allá de la denuncia de casos extremos de abuso en el discurso de la esclavitud moderna, deben denunciar la vulnerabilidad estructural que generan los regímenes de regulación de la migración y oponerse a que tengan un impacto negativo en los derechos de las personas migrantes como trabajadores. No se trata necesariamente de una política de fronteras abiertas, sino de inclusión y participación igualitaria en la comunidad en la que se vive y trabaja.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span>De enorme interés resultó asimismo la segunda sesión abierta al público, donde participaron la profesora de la Universidad de Foggia<span class="Apple-converted-space"> </span><b>Madia D’Onghia</b>, el abogado laboralista (avvocato di strada, prefería definirse)<span class="Apple-converted-space"> </span><b>Claudio di Martino<span class="Apple-converted-space"> </span></b>y la activista<span class="Apple-converted-space"> </span><b>Rosa Vaglio</b>. Los tres invitados analizaron, desde distintos ángulos, la situación de los trabajadores inmigrantes en el sector agrícola de Puglia, más concretamente en la recogida del tomate, materia prima de la salsa de tomate que, desde esta región italiana, se exporta a todo el mundo. En las charlas de los invitados, donde se describía la realidad material de los inmigrantes, que viven en auténticos guetos en mitad del campo (desmantelados periódicamente por orden de los jueces),<span> <span class="Apple-converted-space"> </span></span>entre el rechazo social al inmigrante (cuando es pobre) y la necesidad económica de su presencia como mano de obra barata, y que trabajan por salarios de miseria debido a su extrema situación de vulnerabilidad, se podía ver claramente la conexión entre el sistema económico global (que impone precios, como ironizaba<span class="Apple-converted-space"> </span><b>Claudio di Martino</b>, de 0,39 céntimos de euros por una lata de 700 gramos de tomate, lo que supone que el productor recibe un precio aún menor) y la realidad material de unas personas que se hace visible a nivel local, en este caso, en los campos y plazas (donde son recogidos de madrugada por los caporales) de las localidades agrícolas de Puglia.<span class="Apple-converted-space"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
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<span>Sin duda los insoportables niveles de explotación de estos trabajadores son posibles por su estatuto jurídico de inmigrantes ilegales, que facilita la inaplicación de cualquier tipo de legislación a su actividad, incluyendo cualquier tipo de norma laboral. Si, de hecho, se aplicaran las normas italianas vigentes en la recogida del tomate de la región de Puglia, como hacen en la iniciativa Sfrutazero (#SfruttaZero) presentada por<span class="Apple-converted-space"> </span><b>Rosa Vaglio</b>, sus condiciones de vida mejorarían muchísimo (podrían, por ejemplo, acceder a una vivienda) pero el precio de una lata de 500 gramos<span> <span class="Apple-converted-space"> </span></span>de tomate queda por encima de los tres euros (aunque de momento las venden todas, gracias a los consumidores concienciados, no parece una alternativa que pueda competir a gran escala con los precios anteriormente señalados para los 700 gramos).</span></div>
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<span>De nuevo la extensión de la crónica recomienda para aquí, aunque esta serie finalizará, si el titular del blog lo tiene a bien, con una tercera y última entrega.<span class="Apple-converted-space"> </span></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-57649356968000287692018-09-08T12:39:00.000+02:002018-09-08T12:39:58.267+02:00<h3 class="post-title entry-title" itemprop="name" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(51, 51, 51); color: #333333; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 30px; font-stretch: normal; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0px; orphans: auto; position: relative; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
IMAGINANDO NUEVOS ESCENARIOS: DERECHO DEL TRABAJO Y MEDIO AMBIENTE</h3>
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<span style="color: red;">Es claro que hoy en día existe una verdadera y propia cultura de las y los juristas del trabajo europeos, que se entronca con el constitucionalismo democrático y social de cada ordenamiento interno respectivo, y que por otra parte es crítica con el formato que está adoptando la regulación del trabajo en el marco europeo y nacional, cuestionando las indicaciones neoliberales que remercantilizan el trabajo asalariado y lo confinan en el puro intercambio individual remunerado. Frente a ello, la comunidad de juristas no sólo proceden al cuestionamiento de estas tendencias, sino que también proponen modelos de regulación alternativos e imaginan nuevos escenarios en los que el derecho desempeña un rol relevante. Uno de estos espacios de debate y análisis, promovido por<span class="Apple-converted-space"> </span><span> </span><b>Vincenzo Pietrogiovanni ,<span class="Apple-converted-space"> </span></b>docente italiano en la Universidad de Lund (Suecia) y en la de Bolonia, ha tenido lugar al final del verano, en una localidad de la Puglia, al que ha asistido el profesor de la UCLM y asiduo participante en este blog,<span class="Apple-converted-space"> </span><b>Antonio García - Muñoz</b><b>Alhambra</b>, que ha realizado una primera crónica del evento examinando el debate sobre las relaciones entre Derecho del Trabajo y Medio ambiente. Este es el resumen de esta cuestión, a la que seguirá otras crónicas sobre las discusiones habidas en ese grupo de jóvenes iuslaboralistas europeos que quieren trabajar juntos el futuro del derecho del trabajo.</span><span></span></div>
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<b><span>TRABAJANDO EN EL FUTURO DEL DERECHO DEL TRABAJO</span></b></div>
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<span lang="EN-US">(Working on the Future of Labour Law)</span></div>
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<span>San Vito dei Normanni, Italia, 29 de agosto-2 de septiembre de 2018</span></div>
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<span>“Trabajando en el futuro del derecho del trabajo” ha sido un evento atípico. Organizar un seminario internacional en San Vito dei Normanni, un pueblo agrícola de Puglia, donde no llega el tren ni hay servicio de autobuses digno de tal nombre, no ha sido un mero capricho, sino toda una declaración de intenciones de alto valor simbólico. Tampoco se ha dejado al azar el lugar elegido, llamado<span class="Apple-converted-space"> </span><i>ExFadda</i>: una antigua bodega abandonada y recuperada para la comunidad que ofrece trabajo a una media de 70 jóvenes en una localidad con altos niveles de desempleo. El evento ha estado, además, abierto a los ciudadanos de San Vito, los inmigrantes de los campos italianos, los trabajadores y sus representantes, y a todo aquel que tuviera interés. Desde el principio estaba claro que no iba a ser una conferencia al uso. En palabras del organizador principal,<span class="Apple-converted-space"> </span><b>Vincenzo Pietrogiovanni</b>, las razones de la localización del evento en San Vito eran las siguientes:<span class="Apple-converted-space"> </span></span><br /><span><br /></span></div>
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<i><span lang="IT">“(…) è stato facile capire dove tutto ciò dovesse aver luogo: in Italia, in Puglia, all’ExFadda. Lì non è semplice arrivarci. C’è chi ha viaggiato dal Canada per ben due giorni, o chi da Vienna ha comunque passato più di 10 ore bagagli alla mano. San Vito è la tipica provincia italiana. Lontana dal potere e dai grandi flussi finanziari, periferia dell’impero. Eppure, il camp non poteva non farsi qui. Ed è solo qui che sarebbe potuto andato così bene. Perché è qui che si intrecciano (nel peggiore dei modi) i problemi sociali, culturale, economici e politici di un intero paese, ma è sempre qui che la bellezza resiste ancora, è qui che le soluzioni possibili si fanno più affascinanti.”</span></i><br /><i><span lang="IT"><br /></span></i></div>
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<span>El objetivo final del encuentro era constituir una plataforma, un lugar de encuentro para laboralistas críticos que se interrogan sobre el significado, actual y futuro, del derecho del trabajo. El pretexto: reflexionar sobre el derecho del trabajo; su vigencia y estatuto científico, sus bases teóricas, su relación con otras disciplinas y ramas de conocimiento y, en fin, el papel de los iuslaboralistas en la re-creación del mismo.</span><br /><span><br /></span></div>
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<span>No obstante su carácter de pretexto, la reflexión propuesta ha estado perfectamente estructurada.<span> <span class="Apple-converted-space"> </span></span>Durante cuatro días, se han debatido cuatro temas desde los que reflexionar sobre el derecho del trabajo y el papel de los laboralistas: medio ambiente, economía, migraciones, y automatización/digitalización del trabajo. Las sesiones se abrían con una presentación del tema, a cargo de alguno de los participantes, con referencias a una serie de lecturas propuestas en torno al mismo. No obstante, esta presentación era breve y servía más bien para plantear preguntas e iniciar el debate, que era el objeto central de las sesiones.<span class="Apple-converted-space"> </span></span><br /><span><br /></span></div>
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<span>Durante el primer día el tema propuesto,<span class="Apple-converted-space"> </span><b>derecho del trabajo y medio ambiente</b>, colocaba a los participantes ante unos contenidos normalmente ajenos al derecho del trabajo. Las organizadoras de la sesión<span class="Apple-converted-space"> </span><b>Ania Zbyszewska<span class="Apple-converted-space"> </span></b>(Universidad de Warwick) y<span class="Apple-converted-space"> </span><b>Miriam Kullmann<span class="Apple-converted-space"> </span></b>(Universidad de Viena), presentaban la cuestión medioambiental como el tema más urgente que deben afrontar nuestras sociedades y del que, sin embargo, los laboralistas apenas hablan. ¿Cuál puede ser el papel del derecho del trabajo en relación con la crisis medioambiental?, ¿qué contenidos medioambientales se pueden pensar desde el trabajo?, ¿cuál puede ser el papel de los laboralistas en relación con este tema? Estas eran las difíciles preguntas que se ponían sobre la mesa.<span class="Apple-converted-space"> </span></span><br /><span><br /></span></div>
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<span>Y sin embargo, trabajo y medioambiente, derecho del trabajo y crisis medioambiental, tienen algunos elementos en común sobre los que merece la pena detenerse. No en vano, ambos tienen su origen en la revolución industrial y existen en la forma en que los conocemos debido a un determinado modelo de producción (y consumo) industrial-capitalista. La externalización de los costes y los riesgos (y de la contaminación), la privatización de los beneficios, la apropiación de los comunes, o la división internacional de la producción y el trabajo, que suponen una explotación cada vez más intensa de los recursos naturales, conectan de manera evidente ambos fenómenos en la realidad.<span class="Apple-converted-space"> </span></span><br /><span><br /></span></div>
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<span>Desde esta conciencia de que ambos fenómenos están intrínsecamente conectados, uno de los puntos abordados en el debate ha sido la existencia de una posible contraposición de intereses entre el trabajo (y los representantes del trabajo organizado, los sindicatos) y el medioambiente (y los grupos organizados de defensa del mismo, normalmente ONG). Es cierto que, a nivel intuitivo, parecería que ambos grupos tienen intereses contradictorios, puesto que a los trabajadores, en cuanto tales, les interesan niveles cada vez mayores de producción y consumo que se traduzcan en mayores posibilidades de trabajo, mientras que las ONG medioambientalistas defienden modelos de consumo decreciente y producción limitada. No obstante, la realidad demuestra que ambos grupos defienden con frecuencia los mismos intereses, aunque quizás de una manera no del todo evidente. En efecto, los trabajadores son también ciudadanos, y quieren vivir en un mundo habitable y saludable. El conflicto real no es entre trabajo y medioambiente, sino entre un modelo de producción industrial-capitalista y de acumulación de capital que necesita un crecimiento constante del PIB de un lado, y la sostenibilidad medioambiental, que obedece a un ritmo natural de renovación de los recursos, de otro. Esto ha sido entendido, también en la práctica, por los sindicatos de clase y las ONG medioambientalistas, que frecuentemente defienden los mismos intereses (así ha ocurrido, por ejemplo, en las cumbres por una globalización alternativa), aunque los sindicatos más corporativos o vinculados a un concreto lugar de producción o industria suelen anteponer los intereses cortoplacistas de los trabajadores (defensa de los puestos de trabajo) a los intereses más generales del medioambiente.<span class="Apple-converted-space"> </span></span></div>
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<span>Otro de los puntos debatidos es el concepto mismo de sostenibilidad. Parece que no es suficiente con una definición tan vaga e imprecisa como “pacto intergeneracional”, sino que la persecución de la sostenibilidad debe centrarse en limitar y corregir los excesos de un modelo productivo que, liberado a sus propias fuerzas, conduce al colapso medioambiental. Vemos aquí una similitud con la función del derecho del trabajo, que es también un derecho de los límites a la explotación laboral y la iniciativa empresarial, para preservar valores ajenos al beneficio del empleador, como son la dignidad o la salud de los trabajadores.<span class="Apple-converted-space"> </span></span></div>
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<span>Muy interesante ha sido también la reflexión acerca de los paralelismos entre la crítica feminista al modelo de producción (y al derecho del trabajo) y la cuestión medioambiental. La idea feminista de que la posibilidad del sistema de producción industrial-capitalista se ha basado históricamente en gran medida en apropiarse del trabajo “gratuito” de millones de mujeres que hacen posible la reproducción de la fuerza de trabajo, es trasladable a la capacidad del sistema capitalista de funcionar sin interiorizar las externalidades negativas que genera en el medio ambiente. La “reproducción” de los recursos naturales, que el sistema se apropia, hace posibles unos ingentes beneficios a costa del bienestar de todos. Beneficios que no se destinan, desde luego, a reparar el daño causado.<span class="Apple-converted-space"> </span></span></div>
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<span>En cuanto a los contenidos del derecho del trabajo que pueden más directamente enlazar con la cuestión medioambiental, o, mejor dicho, desde los que se puede intentar expandir las fronteras de la disciplina para incorporar elementos de racionalidad ecológica, destaca una concepción amplia de la idea de seguridad y salud en el trabajo. Seguridad y salud en el trabajo, entendidos de una manera ambiciosa, no deben quedar circunscritos al lugar de trabajo en sentido estricto (medio ambiente laboral), sino que deben acompañar al trabajador fuera del lugar de trabajo, donde vive y donde reproduce su fuerza de trabajo (medio ambiente general). Así, la responsabilidad empresarial en relación con el medio ambiente (desde la perspectiva del derecho del trabajo, más allá del derecho penal y/o administrativo) debe expandirse a los impactos en el medio ambiente más allá del perímetro de la empresa. Esta concepción amplia, abriría la puerta a la intervención de los representantes de los trabajadores en cuestiones relacionadas con el impacto medioambiental de la actividad empresarial, por poner un ejemplo.<span class="Apple-converted-space"> </span></span></div>
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<span>Es de destacar la atención que en esta sesión ha despertado una publicación pionera en castellano (lo que es remarcable en un evento internacional, en el que solo suelen tener visibilidad las obras publicadas en inglés), publicada por la editorial Bomarzo, y coordinada por la profesora de la UCLM<span class="Apple-converted-space"> </span><b>Laura Mora Cabello de Alba<span class="Apple-converted-space"> </span></b>y el profesor de la Universidad de Almería<span class="Apple-converted-space"> </span><b>Juan Escribano Gutiérrez</b>, titulado<span class="Apple-converted-space"> </span><b>“La ecología del trabajo, el trabajo que sostiene la vida”</b>, donde se abordan algunos de los debates comentados.<span class="Apple-converted-space"> </span></span></div>
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<span>La primera jornada se cerraba con una de las charlas abiertas a la comunidad a las que se aludía más arriba, donde se presentaba el caso paradigmático de relación entre trabajo y medio ambiente que supone la existencia y funcionamiento de ILVA, la mayor acería de Europa, localizada en la localidad italiana, muy próxima a San Vito, de Tarento.<span class="Apple-converted-space"> </span></span></div>
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<span>Activistas, políticos locales y académicos debatían, ante los ojos atentos de los vecinos, sobre una empresa que genera 14.000 empleos directos en la región y supone un porcentaje superior al 40% del valor total de las exportaciones de Puglia, pero que al mismo tiempo tiene un impacto medioambiental enorme (y desastroso), especialmente en la ciudad de Tarento. Tanto es así, que los jueces italianos han intentado en diversas ocasiones paralizar la actividad de la empresa hasta que la misma acometiese reformas estructurales que limitasen el impacto medioambiental de su actividad, pero el poder gubernativo, recurriendo a leyes ‘ad hoc’ basadas en el interés estratégico y económico de la empresa (que en la actualidad es privada), ha estado siempre dispuesto a corregir al poder judicial y dejar sin efecto las sentencias.<span class="Apple-converted-space"> </span></span></div>
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<span>Quizás la reflexión más interesante del caso es la realidad de la ciudad de Tarento, donde algunas manifestaciones de trabajadores de la fábrica, defendiendo la continuidad de la misma como medio de proteger sus puestos de trabajo, se encontraban con la oposición de otras manifestaciones, defiendo la paralización de su actividad, protagonizadas por sus mismos familiares, que defienden su derecho a respirar un aire limpio y no enfermar prematuramente debido a las altas concentraciones de polvos tóxicos generados por ILVA.<span class="Apple-converted-space"> </span></span></div>
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<span>Desde el sindicalismo italiano (FIOM /CGIL), se hacía una reflexión sobre la necesidad de abordar el conflicto desde una perspectiva más amplia, que supere la dimensión local, y que ofrezca alternativas a los trabajadores que pudieran verse afectados como consecuencia de las necesarias medidas de reestructuración de una empresa que destruye, literalmente, el medio en el que se asienta.<span class="Apple-converted-space"> </span></span></div>
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<span>Termina de momento aquí esta crónica, visto que de otra manera la extensión de la misma seria poco razonable, prometiendo sin embargo futuras entregas que aborden el resto de las sesiones del encuentro.<span class="Apple-converted-space"> </span></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-15219099535663980272018-09-02T19:55:00.002+02:002018-09-02T19:55:58.170+02:00HOMENAJE A JOSEP FONTANA
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" /></span></div>
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<b><span style="font-family: "Courier New"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> <span style="color: red;">Hace unos días falleció Josep Fontana. La pérdida del gran historiador nos llena de tristeza porque estamos seguros de que vamos a echar mucho de menos sus profundos textos y agudas reflexiones. Perdemos a un gran maestro,cuya grandeza no se empaña, más bien al contrario, por el sectarismo de las autoridades independentistas de la Generalitat que no le han hecho el reconocimiento y homenaje que su gran figura merece. Ellos son los que pierden. Reproducimos aquí un texto de 2012 tomado del blog hermano de la esfera de Parapanda, </span><i><span style="color: red;">Metiendo Bulla. </span> </i></span></b></div>
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<b><span style="font-family: "Courier New"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Más allá de la crisis</span></b><span style="font-family: "Courier New"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="color: red; font-family: "Arial Black"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Josep Fontana</span></b><b><span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">* </span></b><span style="font-family: "Times New Roman"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">De lo que quisiera
hablarles no es tanto de la crisis actual como de lo que está ocurriendo más
allá de la crisis: de algo que se nos oculta tras su apariencia. Para
explicarlo necesitaré empezar un tanto atrás en el tiempo. </span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Nos
educamos con una visión de la historia que hacía del progreso la base de una
explicación global de la evolución humana. Primero en el terreno de la
producción de bienes y riquezas: la humanidad había avanzado hasta la
abundancia de los tiempos modernos a través de las etapas de la revolución
neolítica y la revolución industrial. Después había venido la lucha por las
libertades y por los derechos sociales, desde la Revolución francesa
hasta la victoria sobre el fascismo en la Segunda guerra mundial, que
permitió el asentamiento del estado de bienestar. No me estoy refiriendo a una
visión sectaria de la izquierda, ni menos aun marxista, sino a algo tan
respetable como lo que los anglosajones llaman la visión whig de la historia,
según la cual, cito por la wikipedia, “se representa el pasado como una
progresión inevitable hacia cada vez más libertad y más ilustración”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Hasta
cierto punto esto era verdad, pero no era, como se nos decía, el fruto de una
regla interna de la evolución humana que implicaba que el avance del progreso
fuese inevitable –la ilusión de que teníamos la historia de nuestro lado, lo
que nos consolaba de cada fracaso-, sino la consecuencia de unos equilibrios de
fuerzas en que las victorias alcanzadas eran menos el fruto de revoluciones
triunfantes, que el resultado de pactos y concesiones obtenidos de las clases
dominantes, con frecuencia a través de los sindicatos, a cambio de evitar una
auténtica revolución que transformase por completo las cosas.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Para
decirlo simplemente, desde la Revolución francesa hasta los años
setenta del siglo pasado las clases dominantes de nuestra sociedad vivieron
atemorizadas por fantasmas que perturbaban su sueño, llevándoles a temer que
podían perderlo todo a manos de un enemigo revolucionario: primero fueron los
jacobinos, después los carbonarios, los masones, más adelante los anarquistas y
finalmente los comunistas. Eran en realidad amenazas fantasmales, que no tenían
posibilidad alguna de convertirse en realidad; pero ello no impide que el miedo
que despertaban fuese auténtico.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> En
un articulo sobre la situación actual de Italia publicado en <u>La
Vanguardia</u> el pasado mes de octubre se podía leer: “los beneficios
sociales fueron el fruto de un pacto político durante la guerra fría”. No sólo
durante la guerra fría, a no ser que hablemos de una “guerra” de doscientos
años, desde la revolución francesa para acá. Lo que este reconocimiento
significa, por otra parte, es que ahora no tienen ya inconveniente en confesar
que nos engañaron: que no se trataba de establecer un sistema que nos
garantizase un futuro indefinido de mejora para todos, sino que sólo les
interesaba neutralizar a los disidentes mientras eliminaban cualquier riesgo de
subversión.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Los
miedos que perturbaron los sueños de la burguesía a lo largo de cerca de
doscientos años se acabaron en los setenta del siglo pasado. Cada vez estaba
más claro que ni los comunistas estaban por hacer revoluciones –en 1968 se
habían desentendido de la de París y habían aplastado la de Praga-, ni tenían
la fuerza suficiente para imponerse en el escenario de la guerra fría. Fue a
partir de entonces cuando, habiendo perdido el miedo a la revolución, los
burgueses decidieron que no necesitaban seguir haciendo concesiones. Y así
siguen hoy. </span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Déjenme
examinar esta cuestión en su última etapa. El período de 1945 a1975
había sido en el conjunto de los países desarrollados una época en que un
reparto más equitativo de los ingresos había permitido mejorar la suerte de la
mayoría. Los salarios crecían al mismo ritmo a que aumentaba la productividad,
y con ellos crecía la demanda de bienes de consumo por parte de los
asalariados, lo cual conducía a un aumento de la producción. Es lo que Robert
Reich, que fue secretario de Trabajo con Clinton, describe como el acuerdo
tácito por el que “los patronos pagaban a sus trabajadores lo suficiente para
que éstos comprasen lo que sus patronos vendían”. Era, se ha dicho, “una
democracia de clase media” que implicaba “un contrato social no escrito entre
el trabajo, los negocios y el gobierno, entre las élites y las masas”, que
garantizaba un reparto equitativo de los aumentos en la riqueza.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Esta
tendencia se invirtió en los años setenta, después de la crisis del
petróleo, que sirvió de pretexto para iniciar el cambio. La primera
consecuencia de la crisis económica había sido que la producción industrial del
mundo disminuyera en un diez por ciento y que millones de trabajadores quedaran
en paro, tanto en Europa occidental como en los Estados Unidos. Estos fueron,
por esta razón, años de conmmoción social, con los sindicatos movilizados en
Europa en defensa de los intereses de los trabajadores, lo que permitió
retrasar aquí unas décadas los cambios que se estaban produciendo ya en los
Estados Unidos y en Gran Bretaña, donde los empresarios, bajo el patrocinio de
Ronald Reagan y de la señora Thatcher, decidieron que éste era el momento para
iniciar una política de lucha contra los sindicatos, de desguace del estado de
bienestar y de liberalización de la actividad empresarial.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> La
lucha contra los sindicatos se completó con una serie de acuerdos de
libertad de comercio que permitieron deslocalizar la producción a otros países,
donde los salarios eran más bajos y los controles sindicales más débiles, e
importar sus productos, con lo que los empresarios no sólo hacían mayores
beneficios, al disminuir sus costes de producción, sino que debilitaban la
capacidad de los obreros de su país para luchar por la mejora de sus
condiciones de trabajo y de su remuneración: los salarios reales bajaron en un
7 por ciento de 1976 a 2007 en los Estados Unidos, y lo han seguido
haciendo después de la crisis.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Asi
se inició lo que Paul Krugman ha llamado “la gran divergencia”, el proceso
por el cual se produjo un enriquecimiento considerable del 1 por ciento de los
más ricos y el empobrecimiento de todos los demás. En los Estados Unidos, que
citaré con frecuencia por dos razones –porque disponemos de buenas estadísticas
sobre su evolución y porque lo que sucede allí es el anuncio de lo que va a
pasar aquí más adelante-, se pudo ver en vísperas de la crisis de 2008 que este
1 por ciento de los más ricos recibía el 53 por ciento de todos los ingresos
(esto es más que el 99 por ciento restante).</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> En
las primeras etapas este proceso tal vez resultaba poco perceptible; pero
cuando sus efectos se fueron acumulando acabaron despertando la conciencia de
una desigualdad social en constante aumento. En mayo de 2011 Joseph Stiglitz
publicó un artículo que se titualaba: “Del 1%, para el 1% y por el 1%”, donde
decía que los norteamericanos, que estaban contemplando cómo se producían en
muchos países, por ejemplo en los de la primavera árabe, protestas contra
regímenes opresivos que concentraban una gran masa de riqueza en las manos de
una élite integrada por muy pocos, no se daban cuenta de que esto ocurría
también en su propio país.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; mso-outline-level: 5; text-align: justify; text-justify: inter-ideograph;">
<b><span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
Este del 1 por ciento ha sido uno de los lemas principales de los movimientos
de ocupación que se han desarrollado en diversas ciudades norteamericanas. Pero
Krugman ha hecho un análisis aún más afinado que muestra que es en realidad el
0’1 %, esto es el uno por mil de los norteamericanos, los que concentran la
mayor parte de esta riqueza. “¿Quiénes son estos del 1 por mil?, se pregunta
¿Son heroicos emprendedores que crean lugares de trabajo? No. En su mayor parte
son dirigentes de compañías (...) o ganan el dinero en las finanzas”.</span></b><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Los
resultados a largo plazo de la gran divergencia, que se iniciaba en Estados
Unidos y en Gran Bretaña en los años setenta y se extendió después a Europa,
transformaron profundamente nuestras sociedades. Las consecuencias de una
inmensa redistribución de la riqueza hacia arriba no sólo se han manifestado en
el empobrecimiento relativo de los trabajadores y de las clases medias, sino
que han dado a los empresarios una influencia política con la cual, a partir de
ese momento, les resulta cada vez más fácil fijar las reglas que les permiten
consolidar su poder.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Esta
redistribución hacia arriba no es el resultado natural del funcionamiento del
mercado, como se pretende que creamos, sino el de una acción deliberada. Su
origen es netamente político. El primer programa que inspiró este movimiento lo
expresó Lewis Powell en agosto de 1971 en un “Memorándum confidencial. Ataque
al sistema americano de libre empresa”, escrito para la “United States Chamber
of Commerce”, que se encargó de hacerlo circular entre sus asociados. Powell
denunciaba el riesgo que implicaba el avance en la sociedad norteamericana de ideas
contrarias al “sistema de libre empresa”, expuestas no sólo por extremistas de
izquierda, sino por “elementos totalmente respetables del sistema”, e insistía
en la necesidad de combatirlas, sobre todo en el terreno de la educación.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> El
memorándum tenía una primera parte sobre la amenaza que representaban los
“estudiantes universitarios, los profesores, el mundo de los medios de
comunicación, los intelectuales y las revistas literarias, los artistas y los
científicos”, y proponía planes de ataque para limpiar las universidades y
vigilar los libros de texto, para lo cual pedía a las organizaciones
empresariales que actuasen con firmeza. No me ocuparé ahora de esta batalla de
las ideas, que ha llegado hoy al extremo de proponer la eliminación de la escuela
pública, sino de otra parte del memorándum que tendría consecuencias más
inmediatas y trascendentales. Powell advertía: “No se debe menospreciar la
acción política, mientras esperamos el cambio gradual de la opinión pública que
ha de conseguirse a través de la educación y la información. El mundo de los
negocios debe aprender la lección que hace tiempo aprendieron los sindicatos y
otros grupos de intereses. La lección de que el poder político es necesario;
que este poder debe cultivarse asiduamente y que, cuando convenga, hay que
usarlo agresivamente y con determinación”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Para
emprender este programa se necesitaban organizaciones empresariales potentes,
que dispusieran de recursos suficientes. “La fuerza reside en la organización,
en una planificación y realización persistentes durante un período indefinido
de años”. Este llamamiento a la lucha política tuvo efectos de inmediato en la
actividad de las asociaciones empresariales y sobre todo de la “United States
Chamber of Commerce”, que pretende ser hoy “la mayor federación empresarial del
mundo, en representación de los intereses de más de 3 millones de empresas”.
Estas asociaciones no solo emprendieron grandes campañas de propaganda, sino
que acentuaron su participación en las campañas electorales a través de Comités
de Acción Política, en una actividad que ha aumentado considerablemente desde
2009, tras la decisión del Tribunal supremo <u>Citizens United</u>, que ha
liberalizado las inversiones de las empresas en la política, en nombre del
derecho a la libre expresión (esto es, considerando a las empresas como
personas y atribuyéndoles los mismos derechos). La gran cuantía de recursos
proporcionados por los empresarios explica, por ejemplo, que la United
StatesChamber of Commerce invirtiese en las elecciones norteamericanas de 2010
más que los comités de los dos partidos, demócrata y republicano, juntos.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> No
se trata tan sólo de donativos para las campañas, sino también de formas
diversas de pagar sus servicios a los políticos, entre ellas la de asegurarles
una compensación cuando dejan la política. Y, sobre todo, de la aactuación
constante de los llamados “lobbyists”, que atienden las peticiones de los
políticos. En el pasado año 2011 se calcula que las empresas han gastado 3.270
millones de dólares en atender a los congresistas y a los altos funcionarios
federales. Las 30 mayores compañías gastaron entre 2008 y 2010 más en esto que
en pagar impuestos.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> ¿Que
ha conseguido el mundo empresarial con este asalto al poder? En julio del año
pasado, Michael Cembalest, jefe de inversiones de JPMorgan Chase, escribía, en
una carta dirigida tan sólo a sus clientes, que se conoció porque la descubrió
un periodista, que “los márgenes de beneficio han conseguido niveles que no se
habían visto desde hace décadas”, y que “las reducciones de salarios y
prestaciones explican la mayor parte de esta mejora”. “La compensación por el
trabajo está en los Estados Unidos en la actualidad al mínimo en cincuenta años
en relación tanto con las cifras de ventas de las empresas como del PIB de los
Estados Unidos”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Otro
beneficio indiscutible ha sido la disminución de sus contribuciones al sostén
del estado. El peso político creciente de las empresas ha conducido a la
situación paradójica de que éstas escapen a la fiscalidad por la doble vía de
negociar recortes de impuestos y exenciones particulares, y de tener libertad
para aflorar los beneficios en las subsidiarias que tienen en paraísos
fiscales, donde apenas pagan impuestos. Un estudio de noviembre de 2011
concluye que el conjunto de las 280 mayores empresas de los Estados Unidos no
han pagado en los tres años últimos más que un 18’5 % de sus beneficios. Pero
es que una cuarta parte de éstas han pagado menos del 10%, y 30 de las más
grandes no han pagado nada en tres años, sino que encima han recibido
devoluciones. Lo que se dice de las empresas se aplica también a los
empresarios: de 1985 a 2004 los 400 americanos más ricos han pasado
de pagar un 29 por ciento de sus ingresos a tan sólo un 18 por ciento, mucho
menos que los pequeños comerciantes o los trabajadores a sueldo. Y cuando Obama
pretendió que quienes ganasen más de un millón de dólares al año pagasen el
mismo tipo que el ciudadano medio norteamericano, no consiguió que el congreso
aprobase la medida. Como ha dicho Stiglitz "Los ricos están usando su
dinero para asegurarse medidas fiscales que les permitan hacerse aun más ricos.
En lugar de invertir en tecnología o en investigación, obtienen mayores
rendimientos invirtiendo en Washington”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Hay
un tercer aspecto de estos beneficios que es la desregulación de la leyes que
controlan algunos aspectos de la actividad empresarial. Un estudio reciente de
dos economistas del Fondo Monetario Internacional, que han analizado el papel
de las contribuciones económicas de las empresas en la política, llega a la
conclusión, que les leo literalmente, de que “el gasto realizado está
directamente relacionado con la posibilidad de que un legislador cambie de
postura en favor de la desregulación”. Esto, que en el sector de la industria
les ha permitido reducir, o incluso anular, los gastos relacionados con el
control de la polución, ha tenido en la actividad financiera unas consecuencias
que son las que han conducido directamente a la crisis de 2008.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Gracias
a la supresión de controles sobre sus actividades, que culminó durante la
presidencia de Clinton, las entidades financieras pudieron lanzarse a un juego
especulativo con derivados y otros productos de alto riesgo, que parecían más
propios de un casino de juego que de la banca, mientras los dirigentes
de la Reserva Federal estimulaban el optimismo de los especuladores,
rebajando los tipos de interés y animando al público a que gastase, a que
comprase casas con créditos hipotecarios e invirtiese en operaciones financieras
de riesgo.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Esta
fiebre especuladora se producía en un país que, como resultado de su
desindustrialización, estaba convirtiendo en una actividad fundamental el
sector FIRE (Finance, Insurance and Real Estate; o sea Finanzas, seguros y negocio
inmobiliario). Una desindustrialitzación semejante se ha producido en Gran
Bretaña, que de ser “la fábrica del mundo” quiso convertirse en “el banco del
mundo”, y que vive ahora con la angustia de lo que puede suceder si pierde esta
gran fuente de exportación de servicios, teniendo en cuenta la situación de una
economía en que “la demanda doméstica será probablemente escasa en muchos años
(...), mientras los consumidores se esfuerzan en hacer frente a sus deudas y el
gobierno batalla por reducir el déficit presupuestario”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Nuestra
situación es más compleja, ya que si bien hemos perdido el tejido industrial
tradicional, contamos con una considerable industria de propiedad extranjera a
la que proporcionamos trabajo barato, o sea que nos ha tocado el papel de
receptores de la industria que otros países más prósperos deslocalizan, y que
conservaremos mientras les sigamos garantizando salarios bajos. Lo cual me
mueve a preguntarme cómo se explica que, si el trabajo de nuestros obreros es
poco competitivo, como se argumenta para proponerles rebajas de sueldos y
derechos, Volkswagen, Ford, o Renault se vengan a fabricar coches aquí. En lo
que sí nos vamos pareciendo a las economías avanzadas es en el peso dominante
que ha adquirido entre nosotros el sector financiero.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> La
influencia política adquirida por los empresarios explica por qué, cuando se ha
producido la crisis -en Norteamérica, en Gran Bretaña o en España- el estado ha
corrido a salvar las empresas financieras con rescates multimillonarios; pero
no ha hecho un esfuerzo equivalente por remediar la situación de los muchos
ciudadanos que pierden sus hogares, al ser incapaces de seguir pagando las
hipotecas, ni por asegurar estímulos a las actividades productivas con el fin
de combatir el paro.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Lejos
de ello, lo que se ha hecho, para justificar los sacrificios que se están
imponiendo a la mayoría, es difundir la fábula de que la crisis económica se
debe al excesivo coste de los gastos sociales del estado, y que la solución
consiste en aplicar una brutal política de austeridad hasta que se acabe con el
déficit del presupuesto, lo cual, como veremos, resulta imposible a partir de
esta política.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Merece
la pena escuchar esta historia como la cuenta Krugman: “En el primer acto los
banqueros se aprovecharon de la desregulación para lanzarse a una especulación
desbordada, hinchando las burbujas con préstamos incontrolados; en el segundo
las burbujas estallaron y los banqueros fueron rescatados con dinero de los
contribuyentes, mientras los trabajadores sufrían las consecuencias, y en el
tercero, los banqueros decidieron emplear el dinero que habían recuperado en
apoyar a políticos que les prometían bajarles los impuestos y desmontar las
pocas regulaciones que se habían impuesto tras la crisis”. ¿Piensan ustedes que
esta es una historia exótica, que sólo puede referirse a los Estados Unidos?
Pues no; nosotros también tuvimos una burbuja inmobiliaria desbordada, hinchada
con los créditos que concedieron bancos y cajas de ahorro. Ahora estamos en el
segundo acto, el del rescate “mientras los trabajadores sufren las
consecuencias”. Nos queda el desenlace, ese tercer acto que, si no se hace algo
para evitarlo, será parecido: esto es, que se recuperarán los bancos, pero no
los puestos de trabajo, tal como está ocurriendo hoy en los Estados Unidos.
</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Nadie
ignora que la austeridad es incompatible con el crecimiento económico. Peter
Radford lo sintetiza en pocas palabras: “La austeridad disminuye una economía.
Es un acto de retroceso. Disminuye la demanda. Los ingresos caen. Pagar las
deudas a partir de una menor cantidad de dinero significa que hay menos dinero
para otros gastos. Del crecimiento se pasa a la decadencia”. </span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Una
revisión del pasado demuestra que la política de austeridad nunca ha funcionado
y que no tiene sentido en la situación actual. Lo sostiene, por ejemplo,
Richard Koo, economista jefe del Nomura Research Institute de Tokio, quien,
tras haber analizado comparativamente la crisis económica de los años treinta,
las décadas perdidas de Japón y la crisis actual en Estados Unidos y en la
“eurozona”, concluye que:</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> “Aunque
evitar el gasto público exagerado es el modo adecuado de proceder cuando el
sector privado de la economía está en plena forma y maximiza los beneficios,
nada resulta peor que la restricción del gasto público cuando un sector privado
en mal estado está reduciendo sus deudas”. Actuar sobre una economía que ahorra
pero no invierte reduciendo el gasto público no hace más que agravar su
situación. Koo sostiene que la crisis, que empezó en el sector inmobiliario
estadounidense, sigue siendo una crisis bancaria, que ha acabado contagiando a
la economía y a las cuentas públicas, y que pensar que estos problemas se
resuelven “con una sobredosis de ajustes” y con reformas constitucionales “es
un completo disparate”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
Más contundente aun es la opinión que Krugman ha expresado esta misma semana:
“Lo más indignante de esta tragedia es que es totalmente innecesaria. Hace
medio siglo, cualquier economista (…) os podía haber dicho que austeridad en
tiempos de depresión era una muy mala idea. Pero los políticos, los entendidos
y, siento decirlo, muchos economistas decidieron, sobre todo por razones
políticas, olvidar lo que sabían. Y millones de trabajadores están pagando el
precio de su deliberada amnesia”<b>.</b></span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> No
ha sido la deuda pública la causa de la crisis de los países del sur de Europa.
Un análisis de las cifras de las últimas décadas muestra que los problemas de
estos países no proceden de un exceso de gasto público, sino que son una
consecuencia de la propia crisis. Un análisis de la relación que ha existido
entre la deuda pública y el PIB de estos países, demuestra que estuvo mejorando
(esto es disminuyendo) hasta 2007. El endeudamiento posterior del estado es
consecuencia de las cargas que ha asumido como consecuencia de la crisis
bancaria, no de un exceso anterior de gasto público. Si leen ustedes la prensa,
fijándose en los datos que ofrece y no en la doctrina que predica, verán que lo
que realmente preocupa a nuestros gobernantes es cómo remediar el problema que
para el sistema bancario representan las grandes inversiones inmobiliarias
efectuadas en años de euforia en que estas fantasías se estaban financiando con
nuestros ahorros.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> No
importa que economistas galardonados con el Premio Nobel, como Stiglitz y
Krugman, condenen la política de austeridad. Porque resulta que, en realidad,
esta política beneficia a los mismos que han causado el desastre y favorece la
continuidad de su enriquecimiento. Como dice Michael Hudson: “No hay ninguna necesidad
(...) de que los dirigentes financieros de Europa impongan una depresión a la
mayor parte de su población. Pero es una gran oportunidad de ganancia para los
bancos, que han conseguido el control de la política económica del Banco
Central Europeo (...). Una crisis de la deuda permite a la la élite financiera
doméstica y a los banqueros extranjeros endeudar al resto de la sociedad”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Los
resultados se pueden ver ya en la experiencia de Grecia, donde las medidas de
austeridad impuestas por la Unión Europa y el FMI están poniendo en
peligro el propio crecimiento económico, y tienen unas durísimas consecuencias
sociales: los suicidios y el crimen aumentan, la masa de los nuevos pobres está
integrada por jóvenes que no encuentran trabajo y por personas de media edad
que han perdido el suyo, mientras faltan en los hospitales los medicamentos
esenciales, incluyendo las vacunas, lo que puede conducir a que resurjan allí
la poliomielitis o la difteria.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Este
comienza a ser también el caso de España, donde la prensa anuncia que el PP se
propone ahorrar este año 6.000 millones en medicamentos. Como dice Peter
Radford: “¡Que se lo digan a los españoles! Ellos han probado ya toda esta
historia de la austeridad. Tanto que la tasa de paro es del 23%, mientras las
medidas que lo han producido no han conseguido frenar el déficit público, que
está a punto de superar el límite del 8% que el gobierno español se había
fijado como objetivo. ¿Se imaginan lo que ocurrirá ahora? Que los españoles van
a ver aumentar su sufrimiento. Están insistiendo en más austeridad para
estrujar su economía cada vez más”. Y ello, añade, “para reducir un déficit que
es menor que el de los Estados Unidos o el de Gran Bretaña”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Una
reflexión adicional acerca del carácter más “empresarial” que
“público” de la crisis nos la puede proporcionar una información publicada
por el <u>New York Times</u> el 25 de diciembre pasado, que nos
advierte que la crisis de los bancos europeos, que les está obligando a
deshacerse de activos, crea buenas oportunidades de negocio para las empresas
financieras norteamericanas que, a pesar de sus problemas, están lanzándose a
comprar en Europa. En efecto, en un artículo publicado en <u>La Vanguardia</u> del
15 de enero pasado –y el hecho mismo de que un periódico conservador publique
este tipo de análisis demuestra el desconcierto reinante entre nuestra
burguesía- no sólo se explica que los fondos de inversión norteamericanos se
han lanzado a comprar “gangas” europeas, como empresas y bancos devaluados por
la propia política de austeridad, sino que se nos dan las razones: “La crisis
bancaria europea está beneficiando a los fondos extranjeros que aguardan a las
puertas de Europa”. Por una parte compran empresas que han perdido valor porque
los bancos se niegan a darles crédito, a lo cual se añade que las medidas de
recapitalización impuestas a los bancos les han forzado a “vender activos por
un valor de billones de euros”. Wim Butler, del Citi Group, no dudó en decir en
una conferencia pronunciada en Bruselas: “De aqui a unos años todos los bancos
europeos pertenecerán a extranjeros”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Las
políticas restrictivas han llegado a tal punto de irracionalidad que desde el
propio Fondo Monetario Internacional se ha comenzado a advertir a los
dirigentes políticos europeos: “En la medida en que los gobiernos piensan que
deben responder a los mercados, pueden ser inducidos a consolidar demasiado
aprisa, incluso desde el simple punto de la sostenibilidad de la deuda”. Como
ustedes saben, el presidente actual de nuestro gobierno ya ha dicho, cuando se
aprestaba a rendir pleitesía a la señora Merkel, que lo primero es cumplir con
el deber de sanear los bancos y reducir el gasto público: los puestos de
trabajo, los hospitales o las escuelas no son prioritarios.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Hay
razones que ayudan a entender la inhumanidad de este capitalismo depredador.
Richard Eskow, que trabajó en un tiempo para Wall Street dice: “La gente que
sufre por los efectos de los presupuestos austeros no son de la clase de los
que [estos capitalistas] conocen personalmente, sino que se trata de empleados
públicos, como maestros, policías, bomberos o funcionarios de programas
sociales; de gente que necesita de ayudas del gobierno, como los pobres; y de
otros de la clase media que han tenido la temeridad o de hacerse viejos o de
sufrir una incapacidad”. En realidad los “super-ricos” no sólo se sienten
ajenos a todos estos, sino que en el fondo los desprecian.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Lo
ocurrido en los últimos años en la sociedad norteamericana, que fue la primera
en implantar estas reglas, nos indica la clase de futuro a que nos conduce a
todos la austeridad. Dos noticias de prensa publicadas alrededor dela
Navidad del año pasado ilustran sus dos caras. Sabemos, por una parte, que
la “paga” de los dirigentes de las 500 mayores empresas aumentó en un 36’5 por
ciento en 2010, al propio tiempo que aumentaba en 1.600.000 el número de los
niños norteamericanos sin hogar, lo que representa un aumento de un 38 por
ciento respecto de 2007. El año pasado, el de 2011, no ha sido tan bueno para los
negocios de Wall Street; pero sabemos ya que esto no va a afectar las pagas
millonarias de los dirigentes de Citigroup o de Morgan Chase, que van a cobrar
más de veinte millones de dólares.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Los
empresarios son conscientes de que el aumento de la desigualdad es nefasto para
el crecimiento económico, en términos globales. Como señala Robert Reich: “Con
tanta parte de los ingresos y de la riqueza concentrada en los más ricos, la
amplia clase media no tiene ya el poder adquisitivo necesario para comprar lo
que la economía es capaz de producir (...). El resultado es la generalización
del estancamiento y del paro”. Un memorándum de la Reserva
Federal norteamericana de 4 de enero recuerda que el 70 por ciento de la
economía nacional depende del gasto de los consumidores, y que la recuperación
no será posible si no aumenta la capacidad de consumo de la clase media.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Este
planteamiento sobre el interés general no afecta sin embargo a los intereses
inmediatos de los más ricos, puesto que una reducción global del crecimiento no
implica una reducción simultánea de sus beneficios, que han seguido aumentando.
Y se están, además, adaptando a la nueva situación, con la esperanza de obtener
cada vez mayores beneficios. El 16 de octubre de 2005 Citigroup, la mayor empresa
financiera del mundo, publicaba un informe con el título de <u>Plutonomía</u>,
al que de momento se prestó poca atención, hasta que, cuando comenzó a hacerse
famoso, Citigroup se preocupó de eliminarlo por completo de la red.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> El
informe proponía el término “plutonomía” para designar los países en que el
crecimiento económico se había visto promovido, y en gran medida consumido, por
el pequeño grupo de los más ricos. Sostenía que “el encarecimiento de los
activos, una participación creciente en los beneficios y el trato favorable por
parte de gobiernos partidarios del mercado han permitido a los ricos prosperar
y capitalizar una proporción creciente de la economía en los países de
plutonomía”. Lo ilustraba con las cifras de la desigualdad de la distribución
de la riqueza en los Estados Unidos, que comentaba con estas palabras: “No
tenemos una opinión moral acerca de si esta desigualdad de los ingresos es
buena o mala; lo que nos interesa es que es importante”. Opinaban, además, que
las fuerzas que habían llevado a este aumento de la desigualdad en los veinte
años últimos era probable que continuasen en los años próximos. De lo cual
había que deducir que se crearía un entorno positivo para la actividad de
empresas que vendiesen bienes o servicios a los ricos.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Su
conclusión final era: Hemos de preocuparnos menos de lo que el consumidor medio
vaya a hacer, ya que la conducta de este consumidor es menos relevante para el
agregado final, que de lo que los ricos vayan a hacer. Esta es simplemene una
cuestión de matemáticas, no de moralidad, concluían.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Y
debían tener razón, porque sabemos que las empresas de bienes de lujo (o, como
se dice en el negocio, de “bienes para individuos de un valor extremo”,
que <u>The Economist</u> nos aclara que son aquellos pra los que “un
bolso de 8.000 dólares es una ganga”) están aumentando espectacularmente. LVMH
–o sea Louis Vuitton Moët Hennessy- creció en un 13% en la primera mitad de
2011 con ventas de 10.300 millones. Una noticia publicada recientemente en la
prensa nos dice que mientras la matriculación de automóviles disminuyó en su
conjunto en España en el año 2011, la excepción han sido los de lujo, cuya
matriculación ha aumentado en un 83’1 por ciento.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> “En
algún momento –habían avisado los analistas de Citigroup- es probable que los
trabajadores se opongan al aumento de beneficios de los ricos y puede haber una
reacción política contra el enriquecimiento de los más acomodados”, pero “no
vemos que esto esté ocurriendo, aunque hay síntomas de crecientes tensiones
políticas. De todos modos mantendremos una extrecha observación de los
acontecimientos”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> La
ofensiva empresarial no se limita, por otra parte, a buscar ventajas
temporales, sino que aspira a una transformación permanente del sistema
político. En los Estados Unidos se está tratando de dificultar el acceso al
voto a amplias capas de la población que se consideran poco afines a los
principios de la derecha: ancianos, minorías étnicas, pobres... En la
actualidad hay en Norteamérica 12 estados que han introducido medidas
restrictivas del derecho a votar (otros 26 las están gestionando), la más
importante de las cuales es la exigencia de un documento de identidad como
votante, para cuya obtención se exige la presentación de documentos como el
carnet de conducir o la acreditación de una cuenta bancaria. No sin problemas.
En julio de 2011 el documento le fue negado en Wisconsin a un joven, con el
argumento de que el comprobante de su cuenta de ahorro, que presentaba como
identificación, no mostraba bastante actividad reciente com para servir para
esta finalidad. Más del 10 por ciento de ciudadanos norteamericanos no tienen
estas identificaciones, y la proporción es todavía mayor entre sectores que
normalmente votan por los demócratas, incluyendo un 18 por ciento de votantes
jóvenes y un 25 % de los afroamericanos.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Pero
la amenaza a la democracia no necesita formularse con medidas legales de
limitación del voto, porque el camino más efectivo es el control de los
políticos por parte de la oligarquía financiera. Robert Fisk hacía
recientemente una comparación entre las revueltas árabes y las protestas de los
jóvenes europeos y norteamericanos en un artículo que se titulaba “Los
banqueros son los dictadores de Occidente”, en que decía: “Los bancos y las
agencias de evaluación se han convertido en los dictadores de occidente. Como
los Mubarak y Ben Alí, creen ser los propietarios de sus países. Las elecciones
que les dan el poder –a través de la cobardía y la complicidad de los gobiernos-
han acabado siendo tan falsas como las que los árabes se veían obligados a
repetir, década tras década, para ungir a los propietarios de su propia riqueza
nacional”. Los partidos políticos, afirma Fisk, entregan el poder que han
recibido de los votantes “a los bancos, los traficantes de derivados y las
agencias de evaluación, respaldados por la deshonesta panda de expertos de las
grandes universidades norteamericanas, (…) que mantienen la ficción de que esta
es una crisis de la globalización en lugar de una trampa financiera impuesta a
los votantes”.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Michael
Hudson, profesor de la Universidad de Missouri, que había sido
analista y asesor en Wall Street, denuncia en un texto sobre lo que llama “la
transición de Europa de la socialdmeocracia a la oligarquía financiera”, los
efectos de las políticas de austeridad: “Una crisis de la deuda facilita que la
élite financiera doméstica y los banqueros extranjeros endeuden al resto de la
sociedad (...) para apoderarse de los activos y reducir el conjunto de la población
a un estado de dependencia”. A lo que añade que la clase de guerra que se
extiende ahora por Europa tiene objetivos que van más allá de la economía,
puesto que amenaza convertirse en una línea de separación histórica entre una
época caracterizada por la esperanza y el potencial tecnológico, y una nueva
era de desigualdad, a medida que una oligarquía financiera va reemplazando a
los gobiernos democráticos y somete a las poblaciones a una servidumbre por
deudas. El resultado es “un golpe de estado oligárquico en que los impuestos y
la planificación y el control de los presupuestos están pasando a manos de unos
ejecutivos nombrados por el cártel internacional de los banqueros” (no sé si
será oportuno recordar que nuestro actual ministro de economía procede del
sector bancario norteamericano).</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Hay
un aspecto de estos problemas en el que nos conviene reflexionar. Randall Wray
sostiene que la crisis norteamericana de 2008 no la causó la insolvencia de las
hipotecas basura, porque su volumen no era suficiente como para haber provocado
por si sólo este desastre, sino que ésta fue simplemente la chispa que
desencadenó un incendio cuyas causas profundas eran el estancamiento de los
salarios reales y la desigualdad creciente, que empujaban a la economía lejos
de una actividad centrada en la producción hacia otra esencialmente financiera,
dedicada al manejo del dinero. Lo más grave de esta interpretación –advierte-
es que, dado que estas causas profundas no sólo no se han remediado, sino que
son más graves ahora que en 2008, pudiera ocurrir que una chispa semejante,
como la insolvencia de uno de los grandes bancos norteamericanos o un problema
grave en la banca europea, volviera a iniciar una nueva crisis, tal vez
peor. </span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Es
por esto que necesitamos evitar el error de analizar la situación que estamos
viviendo en términos de una mera crisis económica –esto es, como un problema
que obedece a una situación temporal, que cambiará, para volver a la
normalidad, cuando se superen las circunstancias actuales-, ya que esto conduce
a que aceptemos soluciones que se nos plantean como provisionales, pero que se
corre el riesgo de que conduzcan a la renuncia de unos derechos sociales que
después resultarán irrecuperables. Lo que se está produciendo no es una crisis
más, como las que se suceden regularmente en el capitalismo, sino una
transformación a largo plazo de las reglas del juego social, que hace ya
cuarenta años que dura y que no se ve que haya de acabar, si no hacemos nada
para lograrlo. Y que la propia crisis económica no es más que una consecuencia
de la gran divergencia.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
¿Qué hemos de hacer? Hay, evidentmente, un primer nivel de urgencia en que
resulta obligado luchar por salvar los puestos de trabajo y los niveles de
vida. El Banco de España se ha encargado de comunicarnos hace pocos días que lo
que vamos a tener este año, y muy probablemente el siguiente, es más recesión y
más de seis millones de parados. Cuesta poco imaginar la cantidad de EREs y de
recortes que esto va a implicar, lo que nos va a obligar a muchos esfuerzos
puntuales para salvar todo lo que se pueda.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Pero
lo que revela la naturaleza especial de la situación actual es el hecho de que
para la generación que ahora tiene entre 20 y 30 años no va a haber ni siquiera
EREs, sino una ausencia total de futuro. Y eso sólo podrá resolverse con una
política que vaya más allá de la defensa inmediata de nuestras condiciones de
vida, para enfrentarse a las políticas de austeridad y que, sobre todo, se
proponga acabar con el gran proyecto de la divergencia social que las inspira.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Como
demostró la gran depresión de los años treinta, cuando eran muchos los que
pensaban que el viejo sistema capitalista se había acabado y que el futuro era
de la economía planificada por el estilo de la de la Rusia soviética,
la capacidad del capitalismo para superar sus crisis y rehacerse es
considerable.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> El
problema inmediato al que hemos de enfrentarnos hoy no es, como algunos
pensábamos hace unos años, la liquidación del capitalismo, que debe ser en todo
caso un objetivo a largo plazo, porque la verdad es que no disponemos ahora de
una alternativa viable que resulte aceptable para una mayoría. Y lo que no
puede ser compartido con los más, por razonable que parezca, está condenado a
quedar en el terreno de la utopía, que es necesaria para alimentar nuestras
aspiraciones a largo plazo, pero inútil para la lucha política cotidiana.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Lo
que nos corresponde resolver con urgencia es decidir si luchamos por recuperar
cuanto antes un capitalismo regulado, con el estado del bienestar incluido,
como se había conseguido cuando los sindicatos y los partidos de izquierda eran
interlocutores eficaces en el debate sobre la política social, o nos resginamos
a seguir sufriendo bajo la garra de un capitalisno depredador y salvaje como el
que se nos está imponiendo. De hecho, lo que nos proponen las políticas de
austeridad es simplemente que paguemos la factura de los costes de consolidar
el sistema en su situación actual, renunciando a una gran parte de las
conquistas que se consiguieron en dos siglos de luchas sociales.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> No
es que no haya signos esperanzadores de resistencia. No cabe duda de que las
ocupaciones de plazas y las manifestaciones de protesta van a volver a brotar
esta primavera, empujadas por la desesperación. Pero lo más importante es saber
si la experiencia de los efectos combinados de los recortes y del aumento de
las cargas servirá para devolver el sentido común a quienes dieron el voto a
una derecha que prometía soluciones y se limita ahora a pedirnos sacrificios, o
si sus votantes se resignarán a aceptar mansamente las consecuencias de su
error.</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Pienso
que es urgente, para dar sentido y coherencia a las protestas, que la izquierda
–una izquierda real que nazca de más allá de la traición de la socialdemocracia
de las terceras vías- elabore nuevas formas de lucha y de mejora, ahora que ya
hemos aprendido que la idea de que el progreso era el motor de la historia es
un engaño y que los avances para el conjunto de los hombres y las mujeres solo
se han conseguido a través de las luchas colectivas. La semana pasada me
pidieron en un diario de Barcelona que opinase acerca de cómo sería dentro de
cinco años este capitalismo con el que nos ha tocado vivir. Y lo que respondí
fue que eso dependía de nosotros: que lo que tengamos dentro de cinco años será
lo que habremos merecido. </span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><br />
</span><span style="color: #333333; font-family: Arial; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><br />
</span><span style="color: #333333; font-family: "Arial Black"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">* Texto íntegro de la conferencia pronunciada en León por el
profesor Fontana que, salvo pequeñas variaciones, es la misma que dictó en la
sede de Comisiones Obreras de Catalunya en el consell de Comfia.
</span><span style="font-family: "Times New Roman"; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="background: white; color: #333333; font-family: "Arial Black"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com2tag:blogger.com,1999:blog-1775525257176117335.post-86844426209447530232018-08-26T02:14:00.001+02:002018-08-26T02:14:31.358+02:00INCITACIÓN A LA LECTURA DE CLÁSICOS: LORENZ VON STEIN
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<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">El
ritmo de la vida en verano, o más en concreto del periodo vacacional, por las
menos urgencias cotidianas a las que atender es más propenso a la lectura
reposada de obras de autores que no se perciben sometidas a la exigencia de
respuestas pedidas por problemáticas de la actualidad, pero, transcendiéndolas,
no dejan de decirnos algo sobre ellas. Parece que es un buen tiempo para dirigirse
a “los clásicos”. </span></div>
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<br /></div>
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<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">Claro,
lo primero que habría que dilucidar es que es lo que puede entenderse por
clásico más allá de esa inicial aproximación que acaba de exponerse. Si la obra
en cuestión no nos dice nada sobre la problemática actual, precisamente porque
la transciende, ¿deja de ser clásica? No tiene porqué ser así. Italo Calvino en
su <i style="mso-bidi-font-style: normal;">Perché leggere i classici</i>, se
planteó en el primero de los ensayos que componen esta obra a qué deberíamos
llamar clásico y, tras ofrecer catorce propuestas de definiciones, algunas tan
interesantes como que entre las personas que se supone de vastas lecturas
cuando hablan de clásicos no suelen decir que están leyendo uno, sino
releyéndolo (lo que no deja de ser una pequeña hipocresía), <span style="mso-spacerun: yes;"> </span>o aquella otra en la que dice que “un clásico
es un libro que no ha jamás acabado de decir aquello que tiene que decir”, termina
recordando, con Cioran, que cuando estaban preparando la cicuta Sócrates
trataba de aprender<span style="mso-spacerun: yes;"> </span>una pieza para
flauta, a lo que le preguntaron para que le serviría ya. Su respuesta fue “para
saber esta pieza antes de morir”. </span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">La
obra científica de Lorenz von Stein publicada entre 1842 y 1856 fue decisiva en
el avance de las ciencias sociales, por lo que puede ser considerada “clásica”.
En 1957 el Instituto de Estudios Políticos publicó, con prólogo de Diez del
Corral y traducción de Tierno Galván, <i style="mso-bidi-font-style: normal;">Movimientos
Sociales y Monarquía</i>, en donde se vierte al castellano la parte central de
lo publicado por von Stein hacia 1851. La lectura o relectura de esta obra es
altamente recomendable, mucho mejor si es acompañada del estudio que con el
título “La teoría de la sociedad en Lorenz von Stein” publicó M. García Pelayo
en 1949, en el nº 47 de la <i style="mso-bidi-font-style: normal;">Revista de
Estudios Políticos</i>. </span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">Como
García Pelayo resalta, la obra de von Stein que aquí se comenta tiene la
intencionalidad práctica de ser respuesta a los procesos revolucionarios que
tuvieron lugar en Europa en 1848, pero va allá al ofrecer un nuevo método de
aproximación a los procesos sociales, con muchas similitudes al de Marx, pero
mientras este ofrece una solución revolucionaria aquel da la conservadora. En
cualquier caso a partir de ese momento queda claro que las revoluciones no son ya
meramente políticas, sino que empieza la época de la revolución social. </span></div>
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<br /></div>
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<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">Von
Stein descubre una tensión dialéctica entre Estado y Sociedad, y esa oposición
es el contenido de la vida de la comunidad. En la sociedad no reina la
libertad, sino la sujeción y ello porque para su desenvolvimiento personal todo
individuo depende de la adquisición de bienes y, aquí, establece el axioma de
que “los bienes están en la propiedad” (p. 22) y los bienes, que es lo que
sirve para la satisfacción de las necesidades humanas, se alcanzan por el
trabajo, pero mientras todo individuo tiene fuerza de trabajo, la materia es
limitada y se haya en la propiedad, de donde se infiere “que todos aquellos que
no poseen más que su fuerza de trabajo están en dependencia de los que poseen
una propiedad” (p. 23). Ese es el movimiento de la comunidad humana y sus leyes
que dan lugar a las clases sociales divididas entre los que poseen y los que no
poseen y la dependencia de estos últimos de los primeros, lo que lleva a una situación
de conflicto. “Mientras el producto siga siendo un bien y lo elaborado una
propiedad, aquel conflicto formará por si solo los dos grandes polos de la
comunidad humana y en el acercamiento y repulsión de ambos consistirá la vida
de esa comunidad” (p. 23). El ámbito de la sociedad es el ámbito de la
dependencia y la sujeción de unos por otros.</span></div>
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<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">El
principio del Estado es, por el contrario, “la elevación de todos los
individuos a la plena libertad, al pleno desenvolvimiento personal”, lo que
está en contradicción con el principio de sociedad que es el la realización del
individuo mediante la dependencia de otro (p.56). El puro concepto de Estado,
que se compone de constitución y administración, es el reino de la libertad y
la igualdad, y para eliminar la dependencia de la clase inferior “formulará
primeramente en la constitución, como supremo principio jurídico, la igualdad
de derecho público; en la administración convertirá en objeto principal de su
actividad la abolición de la clase inferior” (p.62), lo que indudablemente va
en contra “de la situación social de la clase dominante”. El conflicto con esa
clase es en lo que se resume el conflicto entre Estado y sociedad. Von Stein
bien sabe que ese tipo de Estado es abstracto, que el estado real es otra cosa
porque en el movimiento social la clase dirigente se apodera del Estado y
entonces, haciendo uso del derecho excluye a la clase inferior de la
adquisición de los bienes. La sujeción ya no es solo social, sino jurídica y se
establecen los privilegios, estamentos y castas por el poder supremo que
gobierna la clase dominante (p.97). <span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">Pero
esa contradicción debe resolverse en lo que propone como movimiento a la
libertad, que es entendida como “la autodeterminación de la persona tanto en el
mundo espiritual como el material. Supone por tanto para la persona individual
el dominio sobre la esfera del bien espiritual, así como del bien material” (p.
118).<span style="mso-spacerun: yes;"> </span>La educación de todo el pueblo es
requisito para avanzar en ese camino hacia la libertad porque con ella se
alcanzan los bienes espirituales que hacen después posible la adquisición de
los materiales. “El principio de la capacidad igual de formación es el de la
igualdad entre los hombres” (p. 121), pero esto entra en conflicto con el orden
de la sociedad y aquí el trabajo despliega toda su potencia porque, al ser el
medio de alcanzar bienes, como ya se dijo, “es natural que el trabajo sea mejor
y más valioso cuanto mayores sean al conocimiento y la capacidad…cuanto más
alta es la formación de un pueblo o de una parte del mismo, más resueltamente
alcanza éste en parte, y en parte, exige, la adquisición de bienes materiales”
(p. 123). </span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">Destaca
que en el mundo industrializado un movimiento social discurre basado en leyes
de adquisición del capital que es producido merced “al excedente de los
salarios una vez cubiertas las necesidades del obrero […<i style="mso-bidi-font-style: normal;">que</i> ] se junta al capital como ganancia […] por eso cuanto mayor es
el salario menor es la ganancia del capital y por tanto, su crecimiento, y
cuanto más reducido es el salario mayor es la ganancia” ( p. 152). He aquí una
clara expresión de la ley de bronce de los salarios, y añade que “es
completamente insensato querer hacer de esto un reproche al capital adquisitivo;
su naturaleza es precisamente obrar así y no de otra manera” (p. 153). Pero
esto refuerza la dependencia social y abre un camino muy distinto en la
historia de Europa donde “la reforma y la revolución política tocan a su fin.
Reforma y revolución social las han suplantado y superan todos los movimientos
de los pueblos con su terrible poder y sus graves dudas” (p. 159). La propuesta
que hace no es la de la revolución social, sino la reforma social que trata de
resolver la cuestión social mediante el desarrollo de cada personalidad
individual, no se trata de eliminar las clases sociales, sino que “hasta las
últimas fuerzas obreras posean la capacidad de llegar a la propiedad de
capital” (p. 193). La reforma social consistirá en “la actividad, las
proposiciones, ensayos, leyes e instituciones que quieren hacer esto posible al
trabajo” (p. 194), y a ello contribuirá también el interés de la clases
propietaria. Como destaca García Pelayo, la idea de reforma social de von Stein
implica que la pobreza sea afrontada por la asistencia, pero al proletariado
hay que darle la posibilidad de adquisición, y así su teoría dialéctica, que
parte de la incapacidad política del proletariado “viene a desembocar en una
especie de liberalismo”<span style="mso-spacerun: yes;"> </span>en el que está
ausente el desarrollo dialectico. La forma política es la monarquía social,
porque es la que representa la más genuina idea del Estado, pero con esa
exaltación de la monarquía “von Stein, nos dice de nuevo García Pelayo,
introduce un elemento irracional y hasta místico en el seno de su muy racional
sistema”, un sistema elaborado con intención conservadora, pero que su
contenido y estructura no tiene nada de tal (p. 87), de lo que es muestra su
claridad al indicar que el nacimiento del proletariado tiene lugar en el
momento en que la clase dominada empezó “poco a poco a considerarse como un
todo autónomo, con un contenido propio, y a formar una clase consciente de sí
misma” (p. 248) y de ahí que la historia del comunismo comience “como historia
de la conciencia social en el proletariado” ( p. 250).<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
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<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">Es
imposible no darse cuenta que las ideas de la reforma social de von Stein están
muy presentas en la política social que unos treinta años después puso en
marcha Bismarck y que después han tenido una gran influencia en toda Europa.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman";">No
estaría mal seguir la incitación que aquí se hace con la lectura de otras obras
que también tratan los sucesos de 1848 como son <i style="mso-bidi-font-style: normal;">La Lucha de clases en Francia de 1848 a 1850</i>,<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">El
dieciocho brumario de Luís Bonaparte</i>, ambas de Carlos Marx y <i style="mso-bidi-font-style: normal;">Recuerdos de la Revolución de 1848</i> de
Alexis de Tocqueville, de la que hay una edición de la editorial Trotta con
magnifico prólogo de Ramón Ramos. </span></div>
Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-66114376226005564812018-08-26T02:11:00.001+02:002018-08-26T02:12:43.812+02:00INCITACIÓN A LA LECTURA DE CLÁSICOS: LORENZ VON STEIN<style>
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<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">El
ritmo de la vida en verano, o más en concreto del periodo vacacional, por las
menos urgencias cotidianas a las que atender es más propenso a la lectura
reposada de obras de autores que no se perciben sometidas a la exigencia de
respuestas pedidas por problemáticas de la actualidad, pero, transcendiéndolas,
no dejan de decirnos algo sobre ellas. Parece que es un buen tiempo para dirigirse
a “los clásicos”. </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">Claro,
lo primero que habría que dilucidar es que es lo que puede entenderse por
clásico más allá de esa inicial aproximación que acaba de exponerse. Si la obra
en cuestión no nos dice nada sobre la problemática actual, precisamente porque
la transciende, ¿deja de ser clásica? No tiene porqué ser así. Italo Calvino en
su <i style="mso-bidi-font-style: normal;">Perché leggere i classici</i>, se
planteó en el primero de los ensayos que componen esta obra a qué deberíamos
llamar clásico y, tras ofrecer catorce propuestas de definiciones, algunas tan
interesantes como que entre las personas que se supone de vastas lecturas
cuando hablan de clásicos no suelen decir que están leyendo uno, sino
releyéndolo (lo que no deja de ser una pequeña hipocresía), <span style="mso-spacerun: yes;"> </span>o aquella otra en la que dice que “un clásico
es un libro que no ha jamás acabado de decir aquello que tiene que decir”, termina
recordando, con Cioran, que cuando estaban preparando la cicuta Sócrates
trataba de aprender<span style="mso-spacerun: yes;"> </span>una pieza para
flauta, a lo que le preguntaron para que le serviría ya. Su respuesta fue “para
saber esta pieza antes de morir”. </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">La
obra científica de Lorenz von Stein publicada entre 1842 y 1856 fue decisiva en
el avance de las ciencias sociales, por lo que puede ser considerada “clásica”.
En 1957 el Instituto de Estudios Políticos publicó, con prólogo de Diez del
Corral y traducción de Tierno Galván, <i style="mso-bidi-font-style: normal;">Movimientos
Sociales y Monarquía</i>, en donde se vierte al castellano la parte central de
lo publicado por von Stein hacia 1851. La lectura o relectura de esta obra es
altamente recomendable, mucho mejor si es acompañada del estudio que con el
título “La teoría de la sociedad en Lorenz von Stein” publicó M. García Pelayo
en 1949, en el nº 47 de la <i style="mso-bidi-font-style: normal;">Revista de
Estudios Políticos</i>. </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">Como
García Pelayo resalta, la obra de von Stein que aquí se comenta tiene la
intencionalidad práctica de ser respuesta a los procesos revolucionarios que
tuvieron lugar en Europa en 1848, pero va allá al ofrecer un nuevo método de
aproximación a los procesos sociales, con muchas similitudes al de Marx, pero
mientras este ofrece una solución revolucionaria aquel da la conservadora. En
cualquier caso a partir de ese momento queda claro que las revoluciones no son ya
meramente políticas, sino que empieza la época de la revolución social. </span></div>
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<br /></div>
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<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">Von
Stein descubre una tensión dialéctica entre Estado y Sociedad, y esa oposición
es el contenido de la vida de la comunidad. En la sociedad no reina la
libertad, sino la sujeción y ello porque para su desenvolvimiento personal todo
individuo depende de la adquisición de bienes y, aquí, establece el axioma de
que “los bienes están en la propiedad” (p. 22) y los bienes, que es lo que
sirve para la satisfacción de las necesidades humanas, se alcanzan por el
trabajo, pero mientras todo individuo tiene fuerza de trabajo, la materia es
limitada y se haya en la propiedad, de donde se infiere “que todos aquellos que
no poseen más que su fuerza de trabajo están en dependencia de los que poseen
una propiedad” (p. 23). Ese es el movimiento de la comunidad humana y sus leyes
que dan lugar a las clases sociales divididas entre los que poseen y los que no
poseen y la dependencia de estos últimos de los primeros, lo que lleva a una situación
de conflicto. “Mientras el producto siga siendo un bien y lo elaborado una
propiedad, aquel conflicto formará por si solo los dos grandes polos de la
comunidad humana y en el acercamiento y repulsión de ambos consistirá la vida
de esa comunidad” (p. 23). El ámbito de la sociedad es el ámbito de la
dependencia y la sujeción de unos por otros.</span></div>
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<br /></div>
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<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">El
principio del Estado es, por el contrario, “la elevación de todos los
individuos a la plena libertad, al pleno desenvolvimiento personal”, lo que
está en contradicción con el principio de sociedad que es el la realización del
individuo mediante la dependencia de otro (p.56). El puro concepto de Estado,
que se compone de constitución y administración, es el reino de la libertad y
la igualdad, y para eliminar la dependencia de la clase inferior “formulará
primeramente en la constitución, como supremo principio jurídico, la igualdad
de derecho público; en la administración convertirá en objeto principal de su
actividad la abolición de la clase inferior” (p.62), lo que indudablemente va
en contra “de la situación social de la clase dominante”. El conflicto con esa
clase es en lo que se resume el conflicto entre Estado y sociedad. Von Stein
bien sabe que ese tipo de Estado es abstracto, que el estado real es otra cosa
porque en el movimiento social la clase dirigente se apodera del Estado y
entonces, haciendo uso del derecho excluye a la clase inferior de la
adquisición de los bienes. La sujeción ya no es solo social, sino jurídica y se
establecen los privilegios, estamentos y castas por el poder supremo que
gobierna la clase dominante (p.97). <span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">Pero
esa contradicción debe resolverse en lo que propone como movimiento a la
libertad, que es entendida como “la autodeterminación de la persona tanto en el
mundo espiritual como el material. Supone por tanto para la persona individual
el dominio sobre la esfera del bien espiritual, así como del bien material” (p.
118).<span style="mso-spacerun: yes;"> </span>La educación de todo el pueblo es
requisito para avanzar en ese camino hacia la libertad porque con ella se
alcanzan los bienes espirituales que hacen después posible la adquisición de
los materiales. “El principio de la capacidad igual de formación es el de la
igualdad entre los hombres” (p. 121), pero esto entra en conflicto con el orden
de la sociedad y aquí el trabajo despliega toda su potencia porque, al ser el
medio de alcanzar bienes, como ya se dijo, “es natural que el trabajo sea mejor
y más valioso cuanto mayores sean al conocimiento y la capacidad…cuanto más
alta es la formación de un pueblo o de una parte del mismo, más resueltamente
alcanza éste en parte, y en parte, exige, la adquisición de bienes materiales”
(p. 123). </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">Destaca
que en el mundo industrializado un movimiento social discurre basado en leyes
de adquisición del capital que es producido merced “al excedente de los
salarios una vez cubiertas las necesidades del obrero […<i style="mso-bidi-font-style: normal;">que</i> ] se junta al capital como ganancia […] por eso cuanto mayor es
el salario menor es la ganancia del capital y por tanto, su crecimiento, y
cuanto más reducido es el salario mayor es la ganancia” ( p. 152). He aquí una
clara expresión de la ley de bronce de los salarios, y añade que “es
completamente insensato querer hacer de esto un reproche al capital adquisitivo;
su naturaleza es precisamente obrar así y no de otra manera” (p. 153). Pero
esto refuerza la dependencia social y abre un camino muy distinto en la
historia de Europa donde “la reforma y la revolución política tocan a su fin.
Reforma y revolución social las han suplantado y superan todos los movimientos
de los pueblos con su terrible poder y sus graves dudas” (p. 159). La propuesta
que hace no es la de la revolución social, sino la reforma social que trata de
resolver la cuestión social mediante el desarrollo de cada personalidad
individual, no se trata de eliminar las clases sociales, sino que “hasta las
últimas fuerzas obreras posean la capacidad de llegar a la propiedad de
capital” (p. 193). La reforma social consistirá en “la actividad, las
proposiciones, ensayos, leyes e instituciones que quieren hacer esto posible al
trabajo” (p. 194), y a ello contribuirá también el interés de la clases
propietaria. Como destaca García Pelayo, la idea de reforma social de von Stein
implica que la pobreza sea afrontada por la asistencia, pero al proletariado
hay que darle la posibilidad de adquisición, y así su teoría dialéctica, que
parte de la incapacidad política del proletariado “viene a desembocar en una
especie de liberalismo”<span style="mso-spacerun: yes;"> </span>en el que está
ausente el desarrollo dialectico. La forma política es la monarquía social,
porque es la que representa la más genuina idea del Estado, pero con esa
exaltación de la monarquía “von Stein, nos dice de nuevo García Pelayo,
introduce un elemento irracional y hasta místico en el seno de su muy racional
sistema”, un sistema elaborado con intención conservadora, pero que su
contenido y estructura no tiene nada de tal (p. 87), de lo que es muestra su
claridad al indicar que el nacimiento del proletariado tiene lugar en el
momento en que la clase dominada empezó “poco a poco a considerarse como un
todo autónomo, con un contenido propio, y a formar una clase consciente de sí
misma” (p. 248) y de ahí que la historia del comunismo comience “como historia
de la conciencia social en el proletariado” ( p. 250).<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">Es
imposible no darse cuenta que las ideas de la reforma social de von Stein están
muy presentas en la política social que unos treinta años después puso en
marcha Bismarck y que después han tenido una gran influencia en toda Europa.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "times new roman"; mso-bidi-font-family: "Times New Roman";">No
estaría mal seguir la incitación que aquí se hace con la lectura de otras obras
que también tratan los sucesos de 1848 como son <i style="mso-bidi-font-style: normal;">La Lucha de clases en Francia de 1848 a 1850</i>,<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">El
dieciocho brumario de Luís Bonaparte</i>, ambas de Carlos Marx y <i style="mso-bidi-font-style: normal;">Recuerdos de la Revolución de 1848</i> de
Alexis de Tocqueville, de la que hay una edición de la editorial Trotta con
magnifico prólogo de Ramón Ramos. </span></div>
Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-19749177875284957392018-08-17T18:11:00.004+02:002018-08-17T18:11:42.641+02:00LULA LIBRE<h1 class="type-break-word" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; box-sizing: border-box; caret-color: rgb(54, 49, 53); color: #363135; font-family: "Change Calibre", "Helvetica Neue", Helvetica, Arial, Tahoma, sans-serif; font-size: 2.44140625rem; font-style: normal; font-variant-caps: normal; font-weight: bold; letter-spacing: normal; line-height: 1.2288; margin: 0.3072em 0px; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-break: break-word !important; word-spacing: 0px; word-wrap: break-word !important;">
<span style="box-sizing: border-box;">United Nations: Lula has the right to be a candidate || ONU: Lula tem direito a ser candidato</span></h1>
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<strong class="" style="box-sizing: border-box; font-weight: bolder;">Projeto Brasil Nação</strong></div>
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<span class="type-no-wrap type-uppercase type-weak" style="box-sizing: border-box; color: rgb(115, 114, 115) !important; text-transform: uppercase !important; white-space: nowrap !important;">17 DE AGO. DE 2018 — </span></div>
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UN rules Lula has the right to be a candidate [Read in English]<br style="box-sizing: border-box;" />ONU: Lula tem direito a ser candidato [ Leia em Português]<br style="box-sizing: border-box;" /><br style="box-sizing: border-box;" /><em style="box-sizing: border-box;"><strong style="box-sizing: border-box; font-weight: bolder;">United Nations: Lula has the right to be a candidate</strong></em></div>
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The High Commissioner for Humans Rights Secretariat of the United Nations requested the Brazilian government to allow Luiz Inácio Lula da Silva, 2018 presidential frontrunner, to have the right to be a candidate, access to the media, and to all members of his political party while being kept a prisoner. The decision follows a growing concern of the international community that Lula is a political prisoner in Brazil. Manifestos signed by globally known intellectuals have already stated that Lula is a victim of a fraud to halt democracy in Brazil. This week, Lula was formally registered as a candidate. Hours later numerous requests were made by the opposition to deny him this right.</div>
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Brazil legislation demands authorities to uphold UN Human Rights Council decisions. The situation in Brazil is so biased against Lula that he has been denied to give interviews from prison, even when assassins are entitled to that right. Lula is sentenced to almost 12 years in prison under "indeterminate acts".</div>
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While global quality papers such as "Financial Times" and "The Guardian" continues to describe Lula prison as an advancement of the Brazilian anti-corruption movement, the fact is there is absolutely no material evidence linking him with any illegal doing. On the contrary, after years of full-scale investigation, with thousands of hours of mainstream media reports, Lula was arrested because he was going to buy a flat ( described as luxurious beachside penthouse), what hi did not do. He has visited this flat only once for a couple of hours. Meanwhile, no political rival of Lula has lost any right so far. Even when millions of dollars in bags are found in their apartments or after they are wiretapped planning murders.</div>
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The long tradition of authoritarianism in Brazil, that dates back to colonialism, slavehood and dictatorship, has now imprisoned its most popular leader. Born in a desert with an infant mortality rate of 20%, Lula has created multilateral institutions such as the G-20, the Brics and Unasur.</div>
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Many hope now that the UN decision will bring Lula's foes who considered themselves Human Rights supporters to reason. It is necessary, for the sake of a fair and sustainable development, in Brazil and in the world, that the 2016 Coup in Brazil is reversed.</div>
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Please join us in this global fight for social justice! Join world-class intellectuals such as Tariq Ali, Noam Chomsky, Angela Davis, Thomas Piketty, Boaventura de Sousa Santos and Slavoj Žižek in this call! More than half a million signatures have been collected in various online petitions to support Lula and democracy in one of the world's largest countries. See them below</div>
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Election Without Lula Is Fraud<br style="box-sizing: border-box;" />Change.org/lula<br style="box-sizing: border-box;" />Denounces the farce that "institutions are functioning normally"</div>
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Nobel Prize of Peace<br style="box-sizing: border-box;" /><a href="https://chn.ge/2Ix1ts9" rel="nofollow" style="-webkit-text-decoration-skip: objects; background-color: transparent; box-sizing: border-box; color: #ec2c22; cursor: pointer; text-decoration: underline;">https://chn.ge/2Ix1ts9</a><br style="box-sizing: border-box;" />Reinforces the candidacy indicated by the already laureate Pérez-Esquivel</div>
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Lula is a political prisoner<br style="box-sizing: border-box;" /><a href="https://chn.ge/2kpoxzi" rel="nofollow" style="-webkit-text-decoration-skip: objects; background-color: transparent; box-sizing: border-box; color: #ec2c22; cursor: pointer; text-decoration: underline;">https://chn.ge/2kpoxzi</a><br style="box-sizing: border-box;" />Internationally renowned intellectuals ask for his release</div>
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Letter to the Jurists of the World<br style="box-sizing: border-box;" /><a href="http://bit.ly/juristascomlula" rel="nofollow" style="-webkit-text-decoration-skip: objects; background-color: transparent; box-sizing: border-box; color: #ec2c22; cursor: pointer; text-decoration: underline;">http://bit.ly/juristascomlula</a><br style="box-sizing: border-box;" />Experts denounce exception process</div>
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Stand with Lula<br style="box-sizing: border-box;" /><a href="http://standwithlula.org/" rel="nofollow" style="-webkit-text-decoration-skip: objects; background-color: transparent; box-sizing: border-box; color: #ec2c22; cursor: pointer; text-decoration: underline;">http://standwithlula.org</a><br style="box-sizing: border-box;" />Support from the International Confederation of Central Trade Unions</div>
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<em style="box-sizing: border-box;"><strong style="box-sizing: border-box; font-weight: bolder;">ONU decide que Lula tem pleno direito de ser candidato</strong></em></div>
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Comitê Internacional de Direitos Humanos determinou hoje que Lula deve ter livre acesso à mídia e não pode ter sua candidatura barrada antes de julgamento justo</div>
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Nota dos advogados do presidente Lula</div>
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Na data de hoje (17/08/2018) o Comitê de Direitos Humanos da ONU acolheu pedido liminar que formulamos na condição de advogados do ex-Presidente Luiz Inácio Lula da Silva em 25/07/2018, juntamente com Geoffrey Robertson QC, e determinou ao Estado Brasileiro que “tome todas as medidas necessárias para que para permitir que o autor [Lula] desfrute e exercite seus direitos políticos da prisão como candidato nas eleições presidenciais de 2018, incluindo acesso apropriado à imprensa e a membros de seu partido politico” e, também, para “não impedir que o autor [Lula] concorra nas eleições presidenciais de 2018 até que todos os recursos pendentes de revisão contra sua condenação sejam completados em um procedimento justo e que a condenação seja final” (tradução livre).</div>
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A decisão reconhece a existência de violação ao art. 25 do Pacto de Direitos Civis da ONU e a ocorrência de danos irreparáveis a Lula na tentativa de impedi-lo de concorrer nas eleições presidenciais ou de negar-lhe acesso irrestrito à imprensa ou a membros de sua coligação política durante a campanha.</div>
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Por meio do Decerto Legislativo 311 o Brasil incorporou ao ordenamento jurídico pátrio o Protocolo Facultativo que reconhece a jurisdição do Comitê de Direitos Humanos da ONU e a obrigatoriedade de suas decisões.</div>
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Diante dessa nova decisão, nenhum órgão do Estado Brasileiro poderá apresentar qualquer obstáculo para que o ex-Presidente Lula possa concorrer nas eleições presidenciais de 2018 até a existência de decisão transitada em julgado em um processo justo, assim como será necessário franquear a ele acesso irrestrito à imprensa e aos membros de sua coligação política durante a campanha.</div>
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Valeska Teixeira Zanin Martins</div>
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Cristiano Zanin Martins<br style="box-sizing: border-box;" /></div>
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Eleição Sem Lula é Fraude<span class="Apple-converted-space"> </span><br style="box-sizing: border-box;" />Change.org/lula<br style="box-sizing: border-box;" />Denuncia a farsa de que "as instituições estão funcionando normalmente"</div>
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Prêmio Nobel da Paz<br style="box-sizing: border-box;" /><a href="https://chn.ge/2Ix1ts9" rel="nofollow" style="-webkit-text-decoration-skip: objects; background-color: transparent; box-sizing: border-box; color: #ec2c22; cursor: pointer; text-decoration: underline;">https://chn.ge/2Ix1ts9</a><br style="box-sizing: border-box;" />Reforça a candidatura indicada pelo já laureado Pérez Esquivel</div>
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Lula é prisioneiro político<br style="box-sizing: border-box;" /><a href="https://chn.ge/2kpoxzi" rel="nofollow" style="-webkit-text-decoration-skip: objects; background-color: transparent; box-sizing: border-box; color: #ec2c22; cursor: pointer; text-decoration: underline;">https://chn.ge/2kpoxzi</a><span class="Apple-converted-space"> </span><br style="box-sizing: border-box;" />Intelectuais internacionalmente renomados pedem soltura do candidato</div>
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Carta aos Juristas do Mundo<br style="box-sizing: border-box;" /><a href="http://bit.ly/juristascomlula" rel="nofollow" style="-webkit-text-decoration-skip: objects; background-color: transparent; box-sizing: border-box; color: #ec2c22; cursor: pointer; text-decoration: underline;">http://bit.ly/juristascomlula</a><br style="box-sizing: border-box;" />Especialistas denunciam processo de exceção</div>
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StandwithLula<br style="box-sizing: border-box;" /><a href="http://standwithlula.org/" rel="nofollow" style="-webkit-text-decoration-skip: objects; background-color: transparent; box-sizing: border-box; color: #ec2c22; cursor: pointer; text-decoration: underline;">http://standwithlula.org</a><br style="box-sizing: border-box;" />Apoio da Confederação Internacional de Centrais Sindicais</div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-16889431819395355412018-08-05T19:20:00.000+02:002018-08-05T19:20:34.784+02:00LA HUELGA, TAN AMADA, TAN ODIADA
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aCE/Bm4jO0y1SjjmeN9+c3XtUqNsYMQyXhDWHeun5L7iiD4/OoCLsJ3XCklfl0dqwVLVxSzY/VfhsVbeLYz7PXBoDCf4X5ol77SDm+htfk/LwrTt/4gPt9d8LnV/Xftr35acSA/rX5dXXCmV6sn//jMfXwQMZeCGS506qeuPLIHYYnDxq+pV77IYgMk6ZRKQgJsZcMDfIWDB6AP32ManUop9UPoOZQHkb0bhR/MV2TKJ1YPMDO8y5+8/q8PtDDDxfUsViqtVovpNlQwjNzzVy+xlDDQr69ve/0+vcFLNnQcclPCYJQEurtI7X/Hdy3kWPt2RON8EWYT8WMVXA9FzGWKRXwDkWsOerKaap5kIFzzExKQ5YitRNFUkK7WehOrxnasb7/56p9//cuzkyNdk3Y2t1m6akFLGxfFw90dcIJ08Zanq6ur58+//eqrr05O32JOwPwwIQ/wifF4OrOce/ceHB4eTsbWP/7jL06uuhAl7kW+gChQisW8pKvuYHx89qxRX6P/iNGcoh6dng2sweHh/tZ6EzbzgnCSEie0EfM/b45PonlM+zwPVoFSms2mmppazvWNjbxSNcRyCFwzm9jDsSypYR7aHmNOwniT/nBsTRuNerlaenDweLNaYNRMQhQuMJuZGSQLwv38/MK2HQgb5gR7TEVAvbWABwbzZ8+fXnx5tLld/5M//a5hFjVdLBRLOD7lyvpk6jr2PF9y8wW8XJZVww8P56Ef+jj980wMWijF6RymSC4LAK0wBs70AKqiK+9IhPura35dHas/4QQIl5GgjmAhDFN6zHm1xqs2V8THW7yyav/du6s7qzM/cXDNgFcP/PF59dPykfS0Ip3Vn5glUE46HRhFYYplo2/pgDW1M3COAMyQaiS6x/OMVFZSP4RR00/OdC8npEpjMU+5lJ/gMdDcVa84Yz/wDDf5iVHQAo1z5nN/3MN312a5Ci3W69Wtjc1Ws8mMTkdjyAL3ugMw1h9h+jx+/8Pd/T3wEOT0dW9g+RbgGRQRhW4OH1bM5sQsaNpKAyGdtNjEKwD6ywKmbW4yqndLtuow51QJuC79pCfQCt1bEv243xu/fvlCkrOd68vxsLe12drf22rV69lMrMnaLB0FemlXU43bTnc46P32P/0netvp3ELN9Xq9ggFXLcNf6CImgIXudvuXl+dACIPBEH67//BhnAhmXs7n1WLJKJWK8PCof6mIYq2iMWOeF+/vNMaT/vnJ87Pjp3/56ePW2kahXDk9u3r2/A1+oqrlm821t6kvc2rbM6bX90OGykfxlw627hXksjN2MMGmo0Ew67N4sz4uxcLqdSH3ii5Zw9AF0Z7a7733Hh123RTZME0g8pAe0k6lXPuLv/gLRNirVy87bzrYdbu722trTQjg8OGht3CGk/bUcScWeiVmmpWsmMRJvVFdX9csO8jfDnRz7KXunFxdy0NLuUyOCV/E0SKZa7Ka/d/+1/+4IouVcOWMMYAGhB/gV1YFPqEfUBjclVKbn1Iqr6AcUL4MnVnj+ic/+Qns9PTp07/6q7/i+RXBsbp2kBrrfBhrkgvWmAt+hRRgGNpnyfkEbfJW2v6SWHlg9Qzksjq4v6IeekIj/EpXOS8ywQpioreobxpcYetISkQRfQaDAgJadYkOyErKzNAiioKJSNVXPOc+mDID53mGBl7HBZ/jLSf4vQ5890Ve5+BdOsADjJonIThe4c6DDz8pFwub661KqQxvPH/+7Itf//rFs+f0+U/+5E8bzTXHC+CSbm+ADwC5zAiB+H6lXIgCRxWz5bJBXKhaKqJowFXRhAd37t27/wjXFo2KfB3023yFDkPrzAwrxfyD7WLH0yXsUuYQYwwWwnRBUnDNZAGIFAzFVMVCXttsNdZbDWQ5InQ4mqAKACkRsPhRRLfORxEt5/MGdhEym8eAyD/+5COaZaSnp6fnZxcwEkidoecxnLQMYIY3X7jYraqWYjAMB/vZmnqqYkJFHLKC++3N7JHr2YtZcHh49/Pv/XCRkZH0YKYbm3uuP79td4A0X71+8eTLL3v9TjyPavXSnf2DnY33dQU8MCK6ls14ohiFAVpsurSY3AUMbFQxDEGtgyABytp7tHn/3kM0J3KPHs5mHiSxu7NfKpWht8vLC6xH2odmALIhxSgzVyXxFz//+fvvP/rhD743D1JA/5NPPkHAzeMM+hlX8OLq5md///+g+j7+5LPPPnuf1WeYnHFuAToA5tJhr4gSKln9zMegJOiDb0C73IRl+ZUnOYMdse7zeMEzWBopMWUSFFcQgX7x3YQ55DwPo9WZpWOxaZN2uOAMtUGvLDPts+p8iIN3aZzPMTtccNCrVd+44MAdhBU5uOYZKIk2OQzdQNVwE5uHZQblnE4tWhsOxvSQL9MMF/STIBqsBRfxLqKUd/ku1J83dRo0dY1GoBU+8Q715j59oJ/cZ1y0z7uQBQSKt7C6zzMQK28xFvzXjf2U+DzX/ubpk1cvXrx59aLX6cpi5tOPPzvc20NR2hdXr18fvX7zdmJZyEizbO4QsNhctya90J9pijDoTjpXw1IZ0y3xXbd3e72zuZXf2EJO4uWDNTEVrDQ9QT/QE0x8zswqY2dQ2G8MhGu6h2QplQuh789DN44IWI6scWiPOv1OqpBZC1jI9SLiITlJA9vAZn3w4B7GCXFPVYYOxM2Nlm4aAJjT2eT0+Oz69kaVNRx015nh0zcblTtlHccmCG0UuazgoGKeiJ4bStt1nBq+QngZkwpYZyRnh8MgFMx55P32i1+1e2O9UCtWWtE8q+gFs5CvVur7B7sffvD45atn3zz5ajLC++/KC2yiICf4G63Co0ebjboGIO+5E9zq8RhHCmWWm0584ALLcqMwviyk4f5CvqRppiJrWJhQJZPDekGl4JBwyNQao6Nev36J6FFL0unF7dr22g9+8AP8AGIcYBjXV4ihcDAaeYGv5U0oeWN3XdW1nf11FB0zz7HkCwlkw0A4QSX8DdXyA9f0AJpjAZZPpncg/SVVpzzG8iBKFxHIBOA4kQ3PIeQB7wi5wWiCFsjmpBhZn8OUX4aMckRd/RXzMKG0RuMrOQpFsuQQMaIOGoUWIX2+zjOrzvAtjtWn6QwEwZ88hu6CA3mFGeG4/+jeaDRBcnAwU+3bDuROO1j4S6doqTk1GdEeLjwAXNBHZpN2WCGa5eHdnS30EvAq36JZektkHK7gV9rpjifRYs6f9LzRavIAB/cP795ZPYPthOHBcBANfLE37JGJ8PzZ02+ffDXstmfWRJNErDsIrt+5GaeG/Xg2BVoQSKuAXl3LAgDp5aJF4BhqrmQaclx0bEbqNar5HEDrHKdm3L296PUm7V6/WK7YrifHKditEiUx89F02u0PMMxwNuKMUyiVMRpRXEx4fziqlkzsQ0M1C3oNCeZMx7PxoNO+ZfKxKNDea+sls1gD1AZkS/Fa2QC4Y6JQpER8S8V8tAgJ0hIjrVYKozGs7qV+8SJ0Hev25vLDQrZiyGpNy4mIJ7QxcloVspKQVZcLla5UPo/bl7PN/LQw77r1ne29mRddXN1ev37dH/1WyZcbjS0s53prrUJEVZWRC48ePXr5/Nv2ze3oZmpoOV2N0NM726GpqcliZGpRo1aqFpLAJ+kEh02a7JYsLOIoc5MpsyJCViTZgpwJegLUxVxtbWGRpjY5PijkjVN0584duMhOBi+fvdAUrEf9zasjgvamXhwPU3DP1Ey0RbfdzojZvbv7G1sbiZAdttswgkT0F2+BcImfmkK/10UrnuFnfuOTUAy/QU58j29zcH9F034YsPwaQS7Xg0f5eAJslMkcHb8lvgHvIhNyBHZzNCJzR4nT79EUpA/t0jiEi3lNm/ADX4QEObjJNY8x6XSGXzkz5neMBI/xOo2gVWgQwY/Q5bCmzjxaaKreaq4V8sW93X2e5C1kE7MJx6bTYS4xjxzdjBHnfIUH+BCtIbMNXWXZ6MOKY/kKblY6U0udvGJy9M/SYkwRMNqkZdiGM51hojCBGAuJSHCylC+CErxBzl1d1YpmrYSzYB7sbCmw5pxso0XgeZNB350RbRA9xzUK0nTcD5xBq15o1NY2W1Vli/SZBTxp5gt8IVyQMVS7vLo4O78hF6XT6fNptOhqohgIzExXAdaYE65RjHQS759FTLs3vgUcR1yIUqZoFA2RbviT8RBfD/Je39ioNTYyOc0oVFBHljuRBbAvLHC5YNJOMg8IQnqikHzy4Qff/eSjN2/e/vKXvzw5Oc3EoefYr1483fIj0h7W1hq0P7VGTAzq3DQQBCGIGUuKaAy9UTbNTAhzGVZK4uvt/gjM3fJiItTeYjKesq5z8+QUVaaI0t07+zsb68Sari+vRlYnJxTijN/r2/1urqDnNcUndDQZjpDmSSzKYhERwd2wKqHWTl8Hq6VZenHjem0NdoK6vv32WwiDVWZ+oExWE7eHSXt7/fUPvv+9GLUZRa16GbXavjobj0bkZJEwVapXSnltMBn1bm+BKNGthO+wwTJKFreGaSe2jw2XmmqsBMc7kl1dQ0wcrBYkuyJxGICZIL0HuDWNZqRZARnktOO5KXFHoShgCUi264izlIvEgI+IsNKKK2gtfV1MvUaIEpXKHfrBSnMHyl4xG3dgoVUfeH5F2VysaIUzEwHzMH6ueWWRAdgF2gosy0ZxYw3DO9A338ZFYlWQCcsUGQQEnCPyIgQK0fMJmlopRlyLrY11vkULvItRTpcwk3hg6+AQeoUueeXy8hJXEMbjLbQoLgfDgYVokFXhMaSD1+sz+YokViulejGvSrm8phZM1bdndHLQ6bavrl3HK5n5RVa0rNncDw0FC0SpV8mfE5PInkeYFY6pKWo2yhmibhCfUZ8/795cnpKfhpQDLoe3mTE6iYOHakWX0kP6Tx9YLLrE5PAYk5mZT7vtzqB3g1EnxHNDFSoVE47+6quv4bpqo1lttvww6wRzpOzZxSXAHbEWcN5qrQynkSYDLEtkJvDtxtbWg/uHXQCRbvv66nw8mvK5J+6gN3Ysb14u57FC5hk9E8tOINIgrgDGNp4PxAWYMU+yrEhOSAA53JmLkdLtDb0Ag7tEmlyjtYn0wl8fdHtTWKS3DX0yCoKSGSnr+m637990lGYtl5mHs/FIEgLazGbwZ9EbhWwOsxxndfH0KcZeaomcnpwToPv+9360traGVGTV4CJWijMmMasPkIQ9EsV9cGsD40+W7h7sq6IEDuRWchOsiMnYmwaQcGCPryZjgmNAKdMJ4QFUcew7i7kIL3HkUsaAFmmUZeDMn1ASlM0FB1TCrytS5gHuzNzU9yAVrIqV2WhAT6UaBFNqrq2xjGgTrnGDsO6Q/CSuWOMBr7PkiMYVI9EO8oBrWqYLfCJdt6UFRQcY5PLLKf/wJM9wrF6BPniLL/InGgDWheK9cAH2Spog11AVJIVBxpOgBjzMHYipXEndAABsUcqttzbgBL5CswwT3gBfhosgLHpFf+iMphShS4J3MJJKPG46RcnwFtqGJ2GV9LvLr/MMr9AlvsvBTTLiYFqakBIC63oOS3nuszAAAGieUb/TvbmWzIIiiyPL6RPEkIq7G/i+JD0SUR1405A8NSAEqE5Azkp6vbWr52t4NZFnt22nee8xZEEWTzrCpQSEMhgmeDQXzDMMhmpdDZAZwL3Z3NxYa1Zsa4SUhQVCYAxVxTP0/EiQzPFsLiqFIBYGw9nYcmJvjKAxddl3cGZAXkLwPVGIUVCDXodF/Pg7j8m/hI0IDO3v77b0PbOYz5Xqpc215notT+ArtZsF10NZhX4QIQ0KZQPgceaMrOn4qy++nNn+IiulwbH5Ip8vbe3f39yJ3p5chNFIXeYQg/7BJ7pGJlfkRkGcXRCcWWSSk5N2du7trBmaFCRzRDX0kcGZkRWUp0mkEHfDthNkE+IDbANT/zfCbyCojfWdra3N4XCE7AYggYBZNRx/qMJ3Bk+/+LJWLu5sNipqdn2ttrmmC1nd881uX7257QOn9HpTs1RLiDpO3YJRgTCRzqvJTx39OJNGXZeEmp5WRAxtQRYIWn6CovgeF3SLa84kc5FbSASKNa418BNUVFO9Wmt3O2hYtNFwzK8x9h5nqKCSV3mdZeNdSBYWZfn59N7eHl9k+Vl42Ibl4cyT/LTiOp6Hwfj66gLKQFNDwdAKwNTqzJ2FgMuDUsqIssp/sDFJoID90DGxEBXrM28gZxiUpEqmZEagoMtsVL5OZ/gofyKToDa4CEcL/ZM3UtQBjcfXf/vNUziHB2iBUeDQwzlcw1f0eSUCYDYaQQMwFgLsBG0x7jGmJVnILfBwFuPh4Itf9+u1Vq1Slt/TzHLNyJfI6CNHZzK53lhvJnNblWJVnAuJJwmRlPW/+epLyMMwy0TrCbkRUCzmjZnl4X+SP4BHCoeg0vFJb9q3zHmnN6BX9J8eomRIDGeAcHvojpGVUKSY5CdaKsgYDmf4UDXyU2YwvCzWNnSzqhj59W21LqXIFQAjGhX5GUbAOXNyp1kFz3XIHqOp+/cOe9/9BIlO4EgvbUH5CjpTl0NdAgMlypxLUMFCZuqSjRvJUlQwSYFVy06mbP+75tqLl0e/+uJrpJIomsg4VrZCcpCTJpgTKsUrj8koT1O2JTJxrSgTxPLh+na9rI5u395czZrFBgGs64s3y6ykNHiTFecywdslapUkO8gyjtjAhgpvrjvAijvbB4iGIAhJFOSnRiOdJaQeC/ryd7+6cE8SLfSsybBzPrdvwF/JfIUAdtaw+TTT0Lc2FqJcyi6y50fnO3fyRO90tDMUBgGkcb441UUrroJ8V7qIKWY9UlnleVA5S8Udvsc1D3/43mOWAak8GOEnY0Cmgpn79AlK4jHeokFeWemf6zD1TOg0whK65CdWF2kKR/EMD/MW19yEIlf8w/Xq3dVHV9yLQoDH6DeUzTUHfA4vbe0/4DFepBscNAJ2xCtIC9qHSPj6zE7LPZaegGyN3FSPRxEEhzm0v7+P/YRwYi3pJH/yLhgdfWB0dA+K5Is8TD+ZIlrjT7pHshbzwE2+SDt0gId5zPa9UrG4udFceO6wd+vOplICZUimnl9rNXKyTiLW3p0HpCQ5bohtHoUDYq2DzlWzXmhWVGc2cKy+NxsDgi1iBJRCUHg2u2nfDHD3kV2pIbCMGdAZIEGmfSX7WC++zhSRD8qicJ3C0Jo27nTGg37qCIX+PHLI1mFBkaAbO7uUBZzddrFu9fJCM/MlXA69MDl7kurnOMKTQalOrSGIsKoh4zAvQqadTyC2Gs06DNBs1tuOEisqeqDfwwRK883pEiFNVYFspIg00zAb2pkwlzPz9WJxbScQ0BKDsf3i9ZkdphIZdipWGoyCEQEbp8pnsWg162jQXDbpuQTceoVKY2enSdS1czG4vBoSfi6adU1BFwfz0MlKCdaMP/chaTrJOtIag2Z1dN2gz//8z/+McERzTacz1gsDi0Xku9Bt0BvIgkQqxc3l8N5eVTD0MJqUS/mL05dDs5smG5EEpKk3bRtDe31jj1RhN4sznLaDQQFBQpL4jT4YOUmOulbAoLRnvkeIZxqQ7W6ncJpLlhNYXq1ePLi7CRv0bxfj2/HRkyOOXqcPOSKJa+USoF01r5M7XZBFKkmAHZ1ZTxdUZ64SAvym13v+9TP4+86de/wHycIADPj29po1yxdS3YqOYR6jbFnKCmVdXa+XywUloSPjEwtrdDbLZkQMODDb2ApmnVHGy9zbfm/vbvHw4K6Y04C+TA0RWgVTxKRWVNhg0Bl2oXgzX5zNXD8AZaoVW//F3o9Bd6uNyldfv4YxZUP/wcNHZFC6zuTkyW+SnK4UG2alRb2JWtipLjzKUTAWFok7HrUHvQsUetksHW7UNwt6//Zm6/56oyJj45CsM+gfRc5sfXNXVIzxNBrl1ZHVCGLRLK/V1reI1pPFbYVO7/w5c6/p8nQyWqscxnIhKYvDrDQcQwR6ZyD/za+evGinlTB52zg+Rb5AYjVbkhH/TZHPjBZBpOaN0eXFwpkZCPvI1+RMo2xenb/64h9/ZTuTWqk8+PDxT/7036j1u5uN+7MX3568eLW5vv/xx+8pkgBIuLW7Cbq6iWNve2Sql+sNVCfp5LlB+fnF8ze9DvxAXgh8WG+l+pl0P9gDSIV4Czbz/fv3G626G1izmU2QedRLE8NBrji7A6eqVSbDS7QEOWmyJEyve25PWILOoZ0vV8rrP/zz/95emP/H//k3AH2a0+tY/QjQejwiDxexha8r60Jzu4F4inPDV69C9NrIk4dJ7miUXLremQ246klZlKRQRD4VZQ1zBCQrMSKv7WaIB27FQRI6YRwucLgf3X+wc3BA/O3V8Ruit1+9emJcaplcDPU2YnJwg/lgtL1eeHn0NntvHWJ0Z6Gc9UO3H06GRmFjPAqu3nZVtRROBxMxhXAQprwLATM/GP9pOj2ihUyzVLKmXr0wncxAACFrZgTLEs7e299eX2/Jappb9ff/7Z9grSCY4ciwfIE/S0P9iVQq1ImxxzSRRYdLmMopepg3lPxBrzfgRSqaIAKixzc3bVaFLyEvUXtLyYcBlrpGaAB8N/qHQsbFUKV5EvKtNEh8cXFWLFSJqwE9kFZKYkCjsfn4Ox/pNXxQ3Z4FmlFpVFrkupM84vmzbq/ruvCvB3gia0a11oADp7azU95IsnYmwAETPD/uDzrkTepaEd5AzNheKKlFkyRiEMhuzzBLeuRaMzi0S6oTVQCT6VDKSaV8aWf9oFmrM32AgaTh5iiWmcfTmasIiuPPSYISVTMXhNasZ/nkDecVk8XFKk6THtpdbKogzW/Y3MgEN9j2zBBUC2shR8gMePbsKRlu4F1ITeYKxDbwo43NNTJK8QgwiUERjUJ+c3urWC6PccZvb9577wGay3ODmePaE6dWrFJR0b3tTBWXmoXJaIiZhOglH1pVC/gqLDeWIXJNVMm09uBncFdNkptbG3TsyZMnf/3Xf310/ObevbsfKB8g1AnC9nqd8WgCYbAEgG/IAYxYQFbohBrC1CKYJ+lqRnPcj0Ydx7kMfEt6I3g6cDNWN+4+w+SZYrHykz/7KQrwm6cv+gPiPk4+XyT0kuqxRh0xD+qGEGGkrc21O/twCA607M3i0fqsc9t+8uQFfSUqSWYfBQmyiJHCE2mOl+PnAXqJvuANqIbOIwBfg/Fo8NU4zZOQZDiTLHUAAkqtAi8o1yvxwox8rDSsg+DmtjfEMpUFCjRIaiGLaJHzR5bb6w8YnIS/Imh4njAFKp3uYYDALCSlJmRgE14g7TIkrYJnSU9yndb6JsG19x49+vTzz5rNGjGLb775mpDftJdmDabUuYg1LQMc1agWanXcPxvLWMoBvIKDgXnkMQmwZAZOncdX+hr24JMXF1dwC6z48OFDwDaoajReQCupkcmUSDq22Hgwuz4LSnlpo1GqlQt1o1r8/FOS8N+eXQLsoN8ff/hwa/ugUi63nS7Z0Nj/hDGCAM0j4faDilO+kpVUBofx2e6P9/fuSLJOjov39oJceqPcmNveZXt8fnmz0dxotPxoGUKhUA7LhrzdsTu/6V0tureDNy/I1gwirCk/wTDJLlhhQDwEBpMIhzO0qR3Npj3EDg1nRH0wIW/RNgp1Rc+rRuwtACvzV9fwZFHPmzlBpWh1MpkBPimCOhImpDQzM5AO5RvMQIjbbk/xW4iZ7OztlgBcy0UCcJquguaTIURqHWSNG4DDDV+YMytfpXCVuh2Wo7qzvd8Tb9bXdhqV9emItJFgOBgQ5cVADd1Z4MyI3fA5/FKSpJDhJJjXy0WoFjAHVJtaW0r6vMB9ffTqtn/79vRknsyBRg7vHcCuVJfu7O4hg6u1+sb6FsiW4qXlgDBWqq+CeYrQiBL6BFLb390BVnfdWTFPhu58Mh7ASOSmg0FD33ea62a+vLN3l6IDtCJaCGlYqdcIaaeK2tDxNzBYCKkt7pMbKQmZ3GffsX/6k9Eped9HrwnLAgthzpE2hVYgyu9hgzCEBZGyINcZkrVoOx40TUiToCb0RiMGZX1KAU4mWzyJElydLLEBWadgwgSNXkwShL8hFko6ZCkk4sxfOHOvM5i1B9NgbuOOZPJV5MUKHmMeeIyz6IckA6EK9P07d8mMpJQXhweTmhwF5uLwcJfz5eX127dvSNoj6L5RS0wjUykXwXYJjOO9w7UkXAJqAmrjTZPwDiCDS+p6QDK+HdbgOliW+BeDhOzAmZl0LlBQ5D+mynEJQa6iY4K5ACZG+WCPuXaci4mM43QSaiDyPXz15th2gs93tj775INitUEqSjjPpPw/J/FUiBBAzH8xNeLNvII58YH8HWAACkhq1YakGoqW7315ZGgFw6xdd7qOhwUl4DDddDtz38HMJ3VLsES5YNhB3O5c9odTaUjAMRalBVCBKCnYigQ9fILno0FI2D+KULcomTGBHT+oVIteYqDTMI3MmVKq6ZJazvlAR5lioZEheBKR1KdVyg1JwKiPCIHePdhEDVPlCUgPmsyS+4G9s7vx+ecf37v7AGJCYEEBCnhVJqZkNEeKab6sAX52u5fX16xiyn6y0hsMZdgri0hWwX+B2e8c3ofJRtH04vjo4uQtkZlyPs+SAwEx+cPJpBAviulKYR3ZhGJBXzjsOIvd/t3vfp7Pm/DI3/3d37FqH3zwAZnRjfp6c60BAeFY8iSxGsL8N+M0m4YAwwLDl0yeMIKLsD1izJswAKdZ1lSTQSu4TFHo5wvkLixOzy4m0+ekqcCWrfV10EKMIBARzA8sbxeJSOk2Zag5gmk+MZmAaccyN0nUWNvd3kX+rq9tkiCC28CswZjITaQncq1N4CntDeSQyCp4aQZHmWlBkyPvMEwYDm6vKsuFtSJtbrb2kLeODdeN+wPqmb3yTHEj4FHCQuoiC4Jt5NQMxBQHmQCmWgY8IEWsJ2YehuRzIgXQMpUEUE4R5Lou5eSWu071FagQK3Rxdfmb331xenYCXeLM/Nuf/nnNHBMXQ1qATsAbAKBpCKKs4wMjZEhyigIXCQRwS3TPn02Ort5i0ZEJDBfxSfQSWSd8GN0NwRBHwCyB5dDy2Gn0jIzrfrfd792CD+mVAom8Y6RAQLqQQvHbvfuHRqG0d3CAl3LTPqVibBgp11dtZnKttb2+VsIjR0CTcl+pNmBp9i0A5oN0AGdIRcksYrO4q6i648UXVxNiaxgR+UKR8LyqI6gQA/PxpLsQc5LO5gSUUBHMST1XPD0cvzj5fQAA3JnaZ1kugrhAGVlR27vzAeXhhFYosUEkAX6i+kpoPOqILJYZN52tD6bwA1OvV5qNcjOTnTOH49FVm8X3sf1SDe9H+OG5H/3g+2ghONYmgUCSF5nFdfuarOdxtTaX8JKzCGkSNbDKGFoKreIQyFggQtksYPuRlKIbeWwu/CVFiEFzWSZol6/PF3GtTNBJ6PZIbBhhxJXKZplwFTl3qTYQZ2RW2Bbgcq1Z+9Gf/NDx7JOTs7//h5/THxyAYsh8gnEonR4peA6ClI+zlIaaRoEZBfzMAKm8fvLkG8JrO9tbLNwi8rDtDU2lA9Q+AD132r3R1KKeb6/eIkjeG01Sm02PESOAjZjiaLZKrYpHrimp8Q9lMUzsZgLm9UZlY7OBfmP4hMIgwjRVaUmNUOwHy2Qo5o09HqC3RVqbyQ4J4HKNVAVBx1EKp/EKawe9ZXIqYebb6/gGeTCc5TJRn7jwLEWSDIyOdAcLyUtEtViVKAhwI384Ru2j/UCUQQSwNT3PFdc3dtA2cAVpHQReSP0Bf2CFIA6S9sZjpnrkuBYIGwfYWjB5Q9YDTg41ZYjfmMKyXAyPGnrR99A55KohmaJyyQQwwV3Bwkai0O95lAJ3yAj6x0RDONgYnLEvMQVT8pLSONLJzS2O09ujV3XIW5UnqNXMXBIzZEVAMZsbWx88flypsYNHQHQS2f/kn19fXl4VC6TDmWIuS+1VlvKBkvn27dt+76bTZe+QdopBZ0h3KLPSuhOmMUpJxJul8qq1VsXGPdzfAGuulAooa9dfBImUVUxq5TBAKOKsVbGpqA8H3o+wUdFXYg7IJByObeIh5OPYgbeWbbE/BoEp3P5yc4dnYAjHD0Hmx5MpXhIkisXFBKTZ+TbpyB12Pghcyhn6VCOnhhymCM6ZIOIY7GzvQiL4HirKKA8Dp6+jo07Ozi5uOtRThRFWSprCCx4NNWAmhZ6/FLtS8+CAMCJ5nOQHQdZ4rmtrrR//8EdhnMjkq5VqqpnWgGwa1H73ncDNz0kYMquVIvFLEN58wWDR+Y+1wJCD4lX1n05OThv1ZrXSQNdDzOVSXRLTlGKclzsffARpUlrIUjozl85gg6Gs6pVqp32DAd9t35yfn4JPfv/738cnEbWM1R/2R2OoWVY0enh2cf3m6PjOnQeyBoqTen24dlbq0vqp4z63oJZcBrgoh6sIcWGq1OqV3f0mGQxY2pnxAsWONUjqE5JiymQR8A88TCQqXGiJUC8O+XDUN8gez5PkgOkmYk7jxxI8TZQ4dNOketIUQSLkHAsh2q7A/Oek8dSaYUmTM5TNybVmS8GacdOkatQA1MjAEXmcqalEcVEZAsen0dXhZHp8cvT69WssFjgbnw4qr9ew0neK+RJWpiqvySIekUaolaQm0nIILxEiJI+GOmRAVcfJDcdtEnMm09HR61eLzA61XFBnrzvEhGMACkF5qtaWxSTQAQSE/qU3EChShxKgtdY6wjW7CGd2iFQjZwYrkUSCZe+ZMFNSr9PoAGZfFL15fgJrNHeLeUUiSYz0eWzk9nV4dvaGtqGu7DwoGbgiQTgbZRVtMZegOYIeD+8e3nbOMPxUOUsNjkuWsDs1SW4wjYtboLi2FWTHwynCR5UT3D/2ksBEwayir4k0H4/GL18cJVl5bLnd4bBSq1PsANnppn5+0/f9G6IfRA/BhciLZfgoIqabvWOIUafSeji4vbrG6a3XkHBpJIpEb1KgsQocy6YG6cHDR7Ac3MOvZNYgm1VFb992AXTQdZgpNtk5geeOgPOX80YQOcmSTORUKsVSvkdJxGhIxI1A0f7+waPHnxA4A3eGhVQtnUnWOvAdEhoC1+oN2sdvX4m5pFwoDCZWag3Rmh+lFoQgPnjv4fd/8MMUUEhtFurSMvhtjIW1urzqIGJZBQ7UozWhmoOEhRycUKLiXRAAkLBcGPurl2+ur263N7fKG+ClMypEiLfi3y4S6r0jknRmhEuXOQBQcxClCVAW+2RQpeCOIX2SmdVQysdqipcu5n5UYH+SUl3cTqr5guynsUnQCyLnBPHResT0Qwo6yDEnRRu8Htfi6uqCShAcEIMsVRGbP0OREEfb7mRjj1Q9nJQkXMd6pNSQsGWx2GSMk4lPcjoWJag2kSPok34xe1AvOgDpDAFDveLf/u3/BVBD2hWhEjQSwuPo6Oj0+GjpuqTZ9UhiDhQiM8I35GyDmSJ/CLK8vup0O7esJTsuSThGGUyUbJTkRbC1DFDNfGzlHn3/0cHBHczob5++QCRgljPjNA4CgwOKcoOAgiCNOHGT2Uenffrxdwfb3W+e/O76/ETXZGQgiDzZndQLlKuLk7NrzGGIgIAjw3D9pL57WMV/DawkEkq6cnXb/fLL3y1i787hTqmoey6W5dz202LBMnZblJmObxxP2dxev7u/OV94/euLF4K/u9W4OTudmEPdrLx4dvz2vB2zaokUjY4hrwK1Wyqr5SDBZhMK4YV/+Pk/ztz53uF78DKys7qmZkWj23eS0Q2eGMqcHjI0NBFOCMljzUYVg19T5CblZNXqtF7E7L+5kctFkWog+AoZur23Wy5VwesKRomCI2wu8l9J+MJNGA8tZs6aOPb1BRttsHiIZ11IJLgaYCWIRpNxvd5IcSlTNkqa5U3J0KnXmxNrAsUYQawbVMsRzqhJqknpHJDDzBpFPnY4fpfDrjcQJ/SBoQZ7IEDPL65QB+89fASkgfWFL0FBVLPRwrLAPE4lr2EMRtbXL56yuBA6WhE6wc2ib/jJNEoVU0rQ+EJkzePrWzMQuN3dTQgSRkIKIouJhEJO3CfOxtdJfETMkwPKpJGxyULfadXKlSKGAAYwqapk4brejC0bvGCUN5W8sVarlgZ9Bmtju5EPQZoiIBX2ARsFJBkNgwhKQ2hS25sCMn6U7rgksiBs35OWae4kVYZTLajUm9qWQ+HQaDDy3SBVIaqytTNG69A3azbFRAQyAEldif4VxcKHrF1a1sduBFfX7N9yZU2noJnT8RBC52W0MKRAlgp8RFjq9OQtEt1Q1xghj0+nhMKpjA+xT6ByYggY42TZtOq1jd2t3/7ui2+eXeQr+xheZN+nkeD9PdC/XndAwJ7wPxgR8pUgO44ZehxhQhUxGgnxP0pihHQYJGAApYJBIg1Vj/RUVsoXF93F4hbAEPamhThKHh1sEvv2p71JGPUHUwBmIKO1inlzOyCZRdCBKl0IpVyhUpxcuBFGk2Fg3gMHJ4/ub//q17+47N3sNL9/9KKHELLHdrkKVh8v3MVl9yJfqGYi99vnz5jBw71dSYij0CP7lIAdOc0P793HVbuxJ9hC3U7/7r3vFIr13z35HcYAUgZWwQjH2kLHhiHJXRo2Nwv16mUPakN8oBW8s5l3M6eqh+GTYnx4cP/evfu37fbTp8+sWXt9fXNnax9/lS0HyFuh/keT9UVg7202oVrSdTVTJb+VauKsLM4zWwAGRrHy/uMH1Xr5pt2NpWQWWkUtT2Zab3KbLwbslELu7sx5sUoIBCHHd40xPN1prWRubTSxI3AGWAU0A1uvkOVCFoikalhOVLmWKlXgg9RYMkv4lkhleA9lhVVm6mTiAOx7GIV4abPpCGsCwBZoDjYnG/iH3/9eKrOXaYcffecT4AEceYCgQh73GAAtPLk4xzHEOeSxWr32+PFjKhGQqu/vt8hJZ8uq1GrJUcrvkWSIQeva1tDx2RxPkfBZF/Zs1GkPKC2bSzWsp62dbRL2wPLoLTYqIyJUw9Z/aSQmFiQlTUrHXUrtT01qlbcp9Ts7OfdMA2ujBkKnpxWccAHEySZh4GKgi8DlBFE6g9Q35qcUFFgWoSELxFZrHXSf6rrxaMij7AyUps5lkq3NNTw2ZgGNTI/ZZAw8jY2//vYXfwsFs4qNtRa0Tdh05ruJYLC5Dh61GIsWeItKOq/mJ6IztmsJeU2paUsOLFr48CCt40VI04nlzWVfwSvJdRDTQlcGTKkRAVYMXUrB8U0Z+HQWzheSH+BXpKUNSSwBc330nc9+9EMjnBGaWJdEPUs6kayQozVKyE613ru7o6ZWmKflyMIiy1ygt418Ba2Cs0HgiIgBjvLmWk2k7H1qYedhTGIuezOwWV/ISFQTaLI5i4AdMZQDMvm96RAYmu2DCOfjg8WRzYgb9ZKWz0zspHNLjGpMpR1wHwmUbC+F7iIbqUIk3Ez3zeoMOgyZmiIsDax8wjIbG2vOJNjZTQHPSo0dPwzCy2QXbm3tjCYWQhSwh+ITiJH6m3bcpsb0e6Bk4LLsNmiodTLGayWyFedZYew4VlAzStViUR2M+2N7rBfNRqN5+pIwMSpKGwxHJ19+TXQLpYe4J50YVi+XCJIXXJuVFUlrQUJTlYYlJippER7Ve4RxAmoz2GzBcTOkVOUIUbIjglpMS83JmTJPzo7t2RSPiIJHpAb4UiqqQdhyWYdkuGEXalFo1lBxlhBwjZ1Gp3sLSYAaKxpJRaB2ZQIejebnVClxpEWLUYiEZfhM16xzkeaExSEezpSsDgeDk3IjUiUBsTIJlsV0NuyxdWPExK43192cmEYTMqTxoVvTZLFhf5lvvYh3traVHBHnMS2l5e26jkMFOimSsqHlWvUiew7hHQBOYdFhfIEyLr2chDII8F1qX7DU2uM5bIP+ZEEZET4uxCxSU4GXWS6WHn/wPoz75tUz5CXWG2ZMZhFS/IwC4w7ApW9ogMCNOpyNVsPjh/HZiKLnB2M+TXpmVgFsFgVb0KuFvfuHIPDIlTv39tDQqE5IhM9jcxPJBbFgvkAz6SWdQH6xQR5GCtfAMIQGdVVDfSHjMRXBl2ySF6akXmBisCOHxIYFZJEgumhZDq3AVsEa5wsbvwgJR6FOMvd0pSTm5iVDbhH+KOXJ1U3NUVHsjK4oybcytjPznH406vaxNG4u2vVyCb8zjBKwNFw430M5AmmE5cY6hHNy3hYWl/i3d/Y3Pv3ove2tVm/QxVAWFCMrFdyFdnTaE+WK682vzs+EyCGxsFHQphlfwZ2vlyEM8kzZkWp3Z3t9c8uy/ZyUozRvbXPNkChLXgdkJ00eyUJeM6LuziElaGmRKZMyttKdTCg+R2KfHh2dv33J/XK1EnqTTEKC0h2SdY4uTs9v2lnN2LlzF3Poutu3gihfpBLJmdhpJIqdjOiDQzkbO6QSw9AVUpYxabJzCiEW+LNOuiNPiHFR9IPHjz/c27/D8LFqsMAxowlTEVdE/PEndA9Ei+WJvFtbd9jwgK467jQkR9XxCbjjwSFiXLA49jsM2AIN1BhoB6tqo9WoepmAqiECQsQeUMLt65taY217Zw+TEGu5VCqUs8Vuv0djNnotmy0aQBpkERJnzo18Sm9xTn2CuVR30s7p8TFWPSJmb2e3XirK2bhvXSliDT3FrnEZUnhJxXE8aObi7FLMiDiXpITj0mtqznUokD9XDP8cmMhOC6IJGSx3UEWcmdhiCekPJJ5mM6FLWwQl3Yuz0//2628xU/F9mBz8fFw+aDvd1REkBKvx7uHBLcLu5NVsEZJOmIfmFQUZyRmKxy1jSGxCu9FMq6D8gCJ4djghS589kADZ9IllU0+PwpEVdlfaQ7RiXqNbqPaF9mmBgko0GN3CNmDkABhLXZSC5igHniQ5FgMyVtJ9RnJmCgEBAPItMi9ntgPDpVF5zABVwn+kQVQo75azt+RihREpUsRAPDQiBic+6Nm5SwKRLJQ8XZixZSUKHvqM5mpVoohD0yWS1PpDsgGnUcCumzJfAAdj+x/b9cnqX+TUOBfNcO1tbCgXIZKXc8VmOW+WRUECOmWrKQB4Cn1FNUfaEnVD4LlsZSHOg2bJ2N9oUnBW1gW0Da7dV18/GXav4R8ST4ulQhAl+AAIeKa3Wm7y0sRO/XLWA7kLwA0iS7CL3tMuFa8kZCCA5u4BG3u8/a9fxRmyFtmI2PQX1GHcumFwe31FgwTOaFTRXcivXCgD42DKiZk003zOJj3jkT8bZ31PVEmU9YsoJB7vY/eDCM9zqgLmGmSTTpvS1yOWACkGuyJ26RTMA3TOlo5sz8BKkVLJBUsADZHwBtv3e+3j4yPQpmarRiY74O8KcMKqQUiNRj1mHt3SbFZnKBVyvnSN8p7hIBXnKDf6gFZFZlWB9upNHSrWNQLBKGEKICBRgq6QkrDcemI86pF5SMBy2O4Br1F3cbC9/tEH95GTAN9J0E+ibJiQBouIpsgYaBuUXOp3BxsIrXqNyj0lR+SHLDsvb0q9wfVsqZ9N0k51Ex8MRQe0axZKGQK9YloUg6HEpzEoR/0x2C8zgHTjDImit1Or6i//7KdMB44vwone/+Wf/zl6kOyFrY018AFsSvgHsYQU5+kF20rM7Y0a+AoMg51AdJ5MeHYYctvd/u7etpYvLSNoMS4QRhxKiHxVOAf6AOnmQ8wFn8crgCxYeJBxRBoWDn2lmB6n8/L8ip9gd7pKFG/+txRsAABAAElEQVSKYzul5CZiL1xQX7QlcX3olYUnvw+qVOaIagFYZTgZ9yiWSzlgEYTOw+o+S0LeHEYpuR4xQXp2zw399vlNFGepBaCCIc4CCeT9yLq4mTQriKpUafoUNPJ91fRIYp55w2lI7r2SVRFV80QejdPNb3ttAfHBRjABpqtaGk6F3z45lrSGrBSTMfuYeQY+Ra1CuDYpU3oQHr96fnV63KzXgLYjY07EMIBfY9xf6fr2ClnOVCCJWmvkzdTIn2Z5yNnxnRGrxTwbWgK8e/dws1HL/+eLX5+dnc5vzj/++GO2Lb66vaG2+/7DB7uH98a2q+hFciIJyxGryhereaU0mRJUJwcpiKTYpGROA5IXiwZ8me5RQYLqEn3Kg9oOp8Bis+EYP+UMxbWzs8uex2h7TCwWgl1IMZmAK/A62CjDss4BEjl617ewx3wRwCoapYhCPLNyZGChfzAlSFVIsQ/wFarJMffF+PLtOVvsYU+O+uwdNUKDAfwOByOyhECLXbfBw3iStAnqSyL4ZEDGAOsPgaQFnVSVU2yCirWG4y1KMeo/JoekXNRbDWYoW9Qr+woRkooXYnGFloO4i4CXYAZ8dQL3JMwajRImNrEZ1qJgim5YJIWCMrlUow7dYDEfDMe//e1Xn3/vB+xzBi+zeQLMK2KTppvXplt7IzVYIPqDGoB6OYs4tRhsgwG17ARe1UYNmGVuW2MCw0i40aA/N9gKGX/RhsRJ8ehev8S92WhUKDoBV7UnI38RkRi2sbnL1MS4ocPRcGSDryO2yZvK65SOpVsvsDCYksRAuMl0QB10iPscXHNGU2ABSgruygIwnD25YHiEGVqeFhApIIvX1xdnx29YKvZuJhI3x+ZMEx3wnwiWpCJibpF0GgP9p0WiSPVsjv3eqdMAyELVkRI3jKhcLuH3EsyBl7Z3H5wn1ydvTwIq96m7YuN0VYY32DA3ysVeNsjKJrtbLMg0s20xHlM5V83X0bTd9llGxFGVSSSZTebjfltQyO+26okLCBoUtNLWegGDkuraQY80NRuszvNRLkjWPOjsnIwv4Cl1IfgWO6kP+4arsXkeQCsF26RSEXCnEgz/lpoP9pIY9dOaQgzvv/yf/oe//9n/TRz86dvXRDjR1WWxTIUNNSnsiEBkdjSetK+78sBubmRkctCzEcZrwOetUVHNVKk7bOQ1DH2Fqtwq3gHpnzk2ABoM52+PUSGffPIpawTjbG6mqWKER5eQarpxCnqDZBGIgUgONjnXnKv5Mib6snpCJBKKiqWajAJRAlCEic5OjxkCCYd5o+G51hk1TjfXmCqQytXlJfKxWGIDYXlMIXoYch8JP8ScwxBMNzNL7RSqdKCclI/Z2QedGLjAcElErCzGHNjfbYikjM8G1viY7F6UYYZd9yV278ouInvct0bdKVunZXKLm/iGIG0Uzh7c3f3O44PIn15eHmFMjHC5ifuiU9JtsdEt4DRZdrabOlPyRylpIAKP0M2RVcG+l3/YCxSKZR5witKuYtFROgPyQFmf60w7bfc0l5D9yHQAygEXsgsULiIarX3dhlnxHGbdGy0n4WYwwsFkzGjJzZhYs/XG9nRgoYDJBcXPZdcvpaiXTODdNqYd7Lrc72GplFCl6ZbQ6XpgwKCaYGu6lYagKpWdXbwIjGBalXwvgltYP5IxEEckI8eJR7kxdj64HDYaHrWg+JQ1eT7JbJQaRED9ZCJJsR4lmf54AltLiZ+JAvQX7g3xvFCT3ZAKufH1rbVgn3S56GJmi6WFqAxmoe1aal7LgIXNgynYbAQ8gOTG3gZMQFVRaubT81KevyPCzWCLuFIwaTwPYFK+nsyumVm/UsAOILuWrBirx0ZPiL3MsNvDE9jIqcMBIAJ1cQqFwlnZ7o/YEaiDT4LpFIXODDNf17Z31mMsc8ws36Y8if3XjGXV097DO59m4uDnudevXqDBMfGpdjg+v6AilJI+KuIyEQXMio/lNALYqCmSl4HurKHVu/GHXbBfzSuC8pYKZkXZ00wxtEMqa9jXpaArG48ePvzun794/oqYIfGiUEOoqWw6GUZjqDz14yn/xCRZFlJiYVRq5Xq+yXjJ9kI8Q47TKVX0QsGEHXKrXV+Rj+jFnd1NAjU0As6xsb5F9Ba82y4xcWk9X7mYJ38UF6Lfab94/Qp5jdUN7g2BSgppIoslSE1KEYlgiS6LupT90x9/bk0u37rnpCwv4unct8ivAsuNMhX+8Q22VLtqz16+IrZNFM1k8z/0H1F1/iUKazL6zW/6k9F14E/rZGzNywRLyWMLFsHp2RkZ61ARO3thzqLkMbZD/pkLQrRuysK2n/6THMwAFIvEZ7xcwAjiz372M4BIslCH/TYC19BlXUVnzu/c2SvlC+gCfJHU8ljCllhEgJ7X5xdUKaLgGSrELsgSCM3ZyZmkDjFmEwE8MTsPcWlA4SxVS8tXOVZ5dChD5giGpBNIZer7l1oohQ5RONhy2RxRIzxCC1sJGYGFjd0cpoiQyHY2WWHj7PiIohdKhjAyk0wZe31KygTu+4iNmmLL8fJSmR2VQGHZVeciFxV1ieTYAv/ShqqQ4kSqD3tcjCYg+7feXMkX2Laq9cFHn5G4xAbR7jxIa+uwqciWI+eEiMKcND+shggQsEhEpIgeT42BcgX9zi5h5E8vphNSgjx2eMeaVYMITZJdxKNBT5XBdjSkPkVv9PHNm7Pm5unD9z/B4s9XyD4skCfbmw6Bk9CrpFpX6mX+kQX8CtAxMiHA1VkI1yI/1YZLNaoQpWzfnrFb5HuffCfPPpQFY3tto1ygOABvGDbSyS6KFqSZ++yiBo7cbLa69u3dvS28ovNXT19/9SshsGtFY6tZpyZbEzOhPTm97rxtd+1gsX334eHBHuHRtPAm3VhUIJCC9oHCWB2UwSrgyFKCYiEBEaA8QwEpJgM3ESTU97LBA0Uoi8jZWE8LkMivhBMI9BEIwaxguYlMAr0ibbbWN8hg+Obr51ThF4vVn/z0p4RAvvjNb49evSZwS3ASYmDRSTjBp8DGZ9cMCBmcAWQALv3TH312+vbbzvVbrAzdoMSJ4AyxJuq2TOTlfKHChb0+lSykN5MLF09sh2pCNgYeD65cr8tWEIUC6b9b1bX9Tz/9dJ5E//AP/8DeIRNriu3G0G5QKT4FSxrWCYgqpTfoJKAiDGm4KBUHJI4sD4hYbBSJ8uZJu+xFIwwoxgn/yZJp43pkBC3d1EK9vDqfuXZWYesJWX70b8j0uSWS6WU21xvr7C1AuaoQs9MvRfYS5lAUz/ywUM5XawrwT7VlpF6XxQY3+dnEGVthpVAfBezmunndY/9WaoY1cj2VKOlOh+ycTIYbsMFsMiF5jXQM6BWIpkzmAjtd1WqD/kw3G9XWDryXSkffyFoAQWKPXBxBp9xZKtUCgQ1Zxe6tXy40oM7sOGm2qvtbO9U7e4f7B6fnVy+fPDm6uQ1yIM4Am1qhbtY3K2Qz61Uz30h98VTSzBcUWtZlbZJAzAFAOskf4cK3Ir1oNOelxoCcFEWOFcGJR18/+62vFtLdmmX2BNnAw4nVAvuZKeNemsMiVCxtcxy7sDK6JRcM99bUJOqG/jm7UEnCupGomfWgRhpOQdWSDDu5ELIp+05vOPAWZOwRRIjkUilraDd+IL10EHwLIWYToqcvL5wo/vCTQ59Yoct+iGnSH9IqQzxHx9iU7USVjN2F6Jaqme8+/Kz44KP/8p//97dXo5/sP/JjcRomyiKezGMqI9gzUieJ7fx4cnaZZUOSat1ICgSjiuUCoYux6w96Q4SrPe7lAq9VUkHbqZljdyhH092RTXUcWLkwjtkNEZ1WjYqF4XkBTCMZgoQm1jjTCdlgi222CslEMhtOXLyx9Ded5GokRmK5C3kUSd7XHx/kC8FGSfdLepiEFt7xNNhgmVgQUo7BnwD3qFxkl4O6nJ3K+barXnXHOYltSTB+2GI+Jh+WehYgy+vbMUwoqxFxLGSiYmS6027HJh+afNWQ7HsxFF4P+x/dQcOwhaX95o0Xh7tFc4PcO2cgZtYLo0t/58M6ZtvgtoumpZxor2bmP/4BjglCHAObHVHqJtE8dgDGgR8vCF6nGS5zqoy6iH5gs9FgQOLcztYWwcp023IXkF5i82Wl3ornFdBg38EI9HNrdUWl+sXe3Ts8O73AZFKNkus5t93jta2I+jn23CHXNvL8SWYUuOQT66FP3lmYcwzkLBmDvQ7mZJ88aSYB2GAuaOz9jvDDKyLwB1yXZnZks9QqAaGQI5MnIEJtExtisC+Xqt92TiiIGlHEDhQLoZMZTVwuSusxGQ44FPE19kD2SJtzZyC+xyfpvp6wCoqYr6CgIXqcQxIOwDwQruBOq1T/1AFwnA05T2Q5G89z6F+YyOefzenOrCkWFx0gwYad1zc3t2wvImjC/rvEqGiBF1lC4hlcU2CCzcMyIJXJbnmFSjp9C7BskFk0X/zdSxuWpRa/WiAxFuxQ0KQcNjg+HRtZsZsOkZeFmKXkeDSdvD0+ffbFJaHJ9a21X/78F6+Oj05Oz1G8/AMipEzhcDJFLBMzBrxESg2GEJEyqDCXoS35vXsHuX//37Fx4qjXrlfZR5L9HNWPP/rgz378fWBQytvXmq17jw4mFv44grTmxXJn5F50RhgjVD4Rz48stqUSGmDfZWPhWfgVEABxVcoMRGGhK/xLEClkjkdPnIaoXeCM5wtLSGaOwH4yEfusFUyEkSBIelrpoQmYO06ksvEM2VJFNf0HATY2t2uFWBV822oTTmXjoNTjg1Kx1hMKqDEBZPAe0iaw4NnIVGSHQSGXFjoE2AzAqtHFdf/rb1+5XqIXWlikeDVUGxHLIuZIijZeH2oEXICQCgHib18+ve5c4XiRv4TdwC8R0PbCP7s+nxKjzyUUiTx/8xx0mv6ycVl/miZCwoqkwBNzJ8TIf+J4fOtTKCkrm5u1NOURLyNmv0kK+mOQwXqtCUxeKPRLZRvUpd5oUTuXo64yCSfsEsg+g2OKaop07Re/+AL6JC0oX2pQoCYqpn92e3rajubgkiEZx4TTyOdk3zN2tOlPArPcJVNW4UPgdCN2S0qqzYpZrA+8yNYVgtMA9m6aQYGlh35bkFVFhAGwmIw1XCmKHbq9NqmtW9v7hjGWNHI+ZyQak9lJcuXWDqHkG1aTGAgjnfrkTLCtYUQ2E2kT4OywEByGuQJx0/4KtYT0gXcBn0HkcWjT7wJlSzpiENAdM27Uv769tCjsQ1wRisHkkJh3NA8Oll4AfsvGDmMiEwzzZhFjjqY2NDllZEjxTxEIsc6Z9QYFYv+aaTbudto//8UV9jrh065GwYaKIIeLyOXgn9Kq1ar82w1r2+vFaoV/VKxzffPm+bP2tUUn+dfCjq/eCoss/ySGbdlXl7dA5riOiDNAFIYDassAWW8KHCgSpO7bUaXtreYn79/JS/7bl09fPvkNG3059Cyc5g/v6HLWm7FflBXnAsBQNVdEA7Lh8bg9GHcsoPx86tnO2deD+p8GgWRdycg5MLnSwz3aSFN1E98gVVeWQKToKl0ZTyaeM2ZDLugPQIiKL1OXAN19/jExTcDosFx2/QFkmlN7e35ympu7cmJjkxGPRXBEgrFYhJv792gfSqVylu1DFuECJ9waz/7xN39Ltg5gH5UmMTUxuBDpv2IilOobsTDNl0aSgUjUwb8WGRemxQDlXbIzMSzJsEFjsKMAglJVot74CmMe0wZ5R3gUomF13vvOAyu0Xp29QgSftU8o6ybPBojy7nv/L1139uRalp2HHfM8JXIe73zr1tjV3axmsyVZlEIOPcjh0KMj/O4/TuEIvzgYlh9I05RaTVaT1V1dVXfKm/OcyMQ8JwD/NtCsoBTyiVuok8DBOQf7rLX3Gr71rc8WcyJrrroudr8eLM+vfv6xyRhCER0Z0iDw3IAnTOTpaaApYt7Fs598+rNHey+B3uWhE0tLSCWg7duNm7urs27zjhGKDm4wBchNsnSPLw8QpuzsPqlDo+4fTIcX8O0fPXuiZ8M8trBsYaJRrcgkmVNnPu3A216dOWNSVVU2fa80qimHMwRdL2h5VSrJIq+vrpF7OyZ4kWtSAnbUbD+xs7USkPPIaSHqf//t97/97T8AgElGsaTVkUB5GK0QKRUhrAdsqFiwsbMtLDfnNBz0x1p0cHAAdPtnf/Znhobz5orWwGZQZ/6JEEd01OdehaYpIO2HB0d4nPqSAeWK+nCJSVGlebbuwTFWS9+lfDpoWSsMJhikuxGUmQVaE7ZXUspfjWC1iKV9WVRXMKfVug91WoylYf/+rnZbx6Lz0B9PyvcNEaB3H94dHh2slp/Dy1v2dD9aXV5/9vRpLpm9HdaEUEkA/DtmBTHfVLLEDchnHwqBda9vceiN4vc3eqWk10q5wqefNK+OFU2g56qdvI907+Sf+JGm6PG0pnArnq48RAr3vfgfXp+9PbgB343G0kBoiH7FJa5TbLdxOjFVcMxIU2EYTyjMVvI8EXg0AT3w6KIRoXM1+2iqIoDcqOHFq4aJfDrXDJC94buz+zdHnVl6bfCQa7b6v/71b04PqoXMJJ+e9PeWUdYmc2v5oHWJwL7L4eJgxLLKwOudh/Pr+tl1XbTaphB4qRrKgRkjLn1RD0FFZf9l8etpcngpWTnO5mZ8XXooJa22Qgo5VPhpGxed3ty3PKzVrVWP/vHjx+RhARwVIaYePkpBxJSysl7MIh7a6uou4eFQsOiAW0y49hObayqp1DnGWSMeFeSYspn+sA/pxghSrA13uFVcQxcUQm2xeDf5AFKZzehjo/Vo9uw4fnl+fHau49+00RpnC6sbe2tCzxfXDZXAl9d3leRwpby6u72bAyWKRvQVVd/R7I0CGeMsCaY17NyPOk3uG7nuSQchyQyOEHT/qpVQzJ4SEXTqRDrNeMiTeErkvtJWcRCrzrn1Rdk2tx9vbu1ub+/+5V/99ddffz3odszHDojP4sVqkQqSMQpBVfxO6kdVAPXN61ITJN4MZOa2eTCmFRP5QovGsRBsJpvxSOjMhaOWGsuBmLocA7yJ1ygzzXiifE72owie0TeeDgAadufqshkAUgJy2ZhuxIc5O71sUmT0tt6GS1RWAL7VDpSvwN1sClGn+DCSIZk3QAhDXR4Y3m00bpFeP1LupeTs2k3wJDFL4XDG6kp5SSEQtAkybuB4oUHl2yl+bDb++fMddxJsz5QpEqv0OBVb0jVio5z7/T/85uTd9+rAIlNhVU3jrsvsrXx7iHm7cR1JraArLSTF20Fq1ZNXNVtgR4s3KsiroCat5GBcMNsLNQj4Swy3aFGnJcbCqpRKFz9u9qeJ3kNWDVQ0hcGr3u1votyATO1PX3+4fHvYKFQTuviBw0mYqs2XvyhkY6r0Vu/L2TwKpKxaM0lLeVfOdeg5JCh+fX9317CwmUfJ5F6+urL5DDZfVeX15R2wnn6E3TF8HOYhRpWcIythplLPZOjhxvhvSlaVRISwcFadJuX52c9+Bo1tjnZAyAwR+qUqFbJsyDBvgEtDkMSilPXi9MZgslOsaIHIST6YQN5enjXSeeYHKOfgIbKzG13fKNKZs8C6iE8gHcsHWJTos4UsOo32sg8hE6sdH5aw8sqLj3Is8u/vvru8ukKH+fjp3s9+/qfpbOH07Or1u4PAi/Rwk8svwVaIKKVFOYo6lWWKw4eULgBtcZQmkk0ws8ebm3vbWwBTx4OuW2e8VURpuYTRuFBJ/+pGCsgtUAOYJHhcUBDyymQa1huE3vIpaGRWwPPy+WefkAbDXSoUg2UYyJ/Q0qIVaZlF5DepEM1RVuRCfpSBY9dRVvOE0BDFcxgVMqZUSwBMI4dRiEsnNewDjMKoKcbJUKOhVR4X9NcD8ix8Ffgkzbeh+7JqKDtOxdfivHGJHKbCpLSk3jgFAiaAeV/vTiL0Rxbdc0cVMmGxJzJFvJVsGLxWH6F635AhTG2vY4hLK90C1bnrDzDx9rrYzKVF4uXyar3d5R08e6JdwtL6NkBeTn5TxHz8APk+bdX1Apqg4xp2YyZUGIIAiBgNkZuKIK5UVyGJDKOwgCmaQzPWezgmqlXQrZS41++7Zr/qUlE/pFQs3Wo1b/ump6RqXLSXYt4dOcSR+vzQ+A1OoNnqwSLK2wSRTRRimSVBz0HEVJdX3SQT0xjmOpNkc5CoNfhHGYF0IEmNakxJytv6Ce00JxaxaWCwlq3ArZB99uwZjj2MF+AR+GcVyEkx8YDk4c2usA2X9V5Si4uOyqDS0ckNQO1omu4NIyZqCQVxO7ZeeEwhPwm4i6GLbxVfqpa2NjaBMpwf+JXPDUZsIkvEmeiJg/0L8iBiQdMEqAmDHcl/gY2ACU3KU2aWKkFIwqfwjkMBrrDETaRlVevKBnDNv/vhvRkily+tLE9V6hoauR29Ws3HvGpJARaa2KvEUWlpY3Ons7K+KxkC5GMZxf2w9+RlcWlrfeN00j6Xxr28VhMxSicmzU5TDaMLcgE5gixnuRJ9KPqVqsw5rE28IhkVlQVXmSU6JZ8QZHQyg9g/PjtWa0WLcAaZVlXX0oHkeFKYp3HnKsSTzGxvaS7yiASzjoiySID4yfv9t2IGHpX+AguHhwqZfnxLAMAA0StnozbUjy45hvD5MxeFrg/slsbS4mvhHq4AiU/xwkFqImvnsDVlkR50yJqWSzMNgYNmTrUnC7UYCtFCoBwoQt4ul1d/Oo/n5+t313CE6OZWiuvGrd1DQ2fVTAGugbqJ/rlb0OxKNbuVq2gftLNa6bXvO427zAby0jxvLpbIP0xStfve0dGVajJ4UOj7g8PI5uZyvpDodvCvNJxy0m3SckV1lv7GPbb+iAsphJBEkpBFQycU2emNo/kE3IlWzZqkQpOKXZrjfnh7cXE7zlVw1zz985dfAHd3WzrAjp8+2ny0t1kQW1WalQj9rCCJYQcMVBBVa/Jw9u7d+5Wd5Cxd7bYblw2FzPzbkOmfgQlEUp1BdBTNb+9tbm0//+77t0bMT8ObBbsNpwt6MwzCGPqijTt3qdxysbqWzq9tP0qsbb0olTTlUMoIPbMoVOuqlWBSvlz+HKr1FhH46rqHwnw8u6gNhl/jo9Phgullcgz3yC8CZ47H+KKP93bWH33s0RcSxU6t07jpGNtsojQdz3NsLQCJM2IgjWk2rC6nRVNQZsXkYJITOZ8gJKFCEanJtdJDgRStsqI9ZQwj9Gky2r5YwarFFGGuC/KIfvPMwAvicRUjspsO9UNROMfLy6t/tqUwOC+lAF6lwEVAj/Pw6uP8L38VO3n3DZPv9OANyiaDw1kSum21u7/++u+xws6iyV5rKP1PKHmPKt83Pl5PcRrn0a2EQpVsMZMtydF9ODy4CE3duhubiMiEWKP6qKv7EDip16/r95y/ImVII39KRnX5pDAm3XxOmmjFHGkEqWIIYaUCTl6AAXrlV7/6lejcAhoLrcs1okKOXKxInkOw2VCXII0Ibd/S3EdX0G5U3JLaYF2LaQHa7mYL+mYrm1/VXgHJiZOzv2VFmOnORhV7feH3ZKvT7344UAW4ubECSmfM+UdoG0AFWYmIUwC/QG7HPdmPFMzV+c0VQtJx775SiHbrYmJNSawKc3tgqSo1W1coAazH5kkY+/tW+/Xr72t31+zf5WXUni3MHta9butO2prkySZdX93B4Cph8ASL+Uy7fpNMjHfXy9aJZn8okMdwiuc2Bg/RSSTHEImkhqtblWcff7W9+6pQWTWJCm1V9cjLxu/vrm57jc2ttVJ5B/OONA7spwnOfuMO9vn2z/7l/wzPeH5+9v0fvnn77lvgNyMDpSowZYIcTIUGClvbz5Raf//9QbfbEMIG14F5hYLT63ESTcGwcEXWEKssb1ZWttc3cKnnSDya5TmkIPRQZIrzbeR7p6R7qkqNEdvgAsChO4Zz8OnnX/7d3/329//wDfyb4EM4MXt0YjmD3B5nUwmhUQl15qxGT2bb5Iqhxv57x4IIbAOzZGegehMvYX+ULYCQ56Go2HaI9bVHfuCMybsnE1cXbX2oIBEyEjGrm0oAoEWTqYLoUqPZNGGrhZIVGAXzYGbV1PmZFJrAgtSmi9120xz85PEusV5ZC3QTWucC33AcgEHMFksrm6yylWq117m5Oj+Q2D27AlVHNwPNJjaNDhQYR5M00aRSeWXteP9N5PFTIUvrfTZX2d55onqm2ZZsvgvwg9BfPT4sRK3vHgz7EABktSr7DOcOBhjWmTBFWVPB9RXPQdPmCuZ1OoMFxPhBGHkStMHyLb1o3zpj0fj+++/FJJxEtoqxJ8rvnBRgEh8nS3mhXhvHJZAciLvMsGHs+f96Gj2Afq/m4DEimzCkD3VNQoOHxNfClFCvnyh1qtWcTRSRoXc61KnuQf0Jh1glwgLp01ewGtc3QGUTD+shMlY7nAZjQmRdKcxua8vJiAYJLeJ68/6A916srEdjhf33169fnwpxo0a5vL3jjTirGmXNWJWXAywI2mEHo8+pVE2siF26MIf4SKyl9c0XRq8/6yPnSEvXTs0FmYfQMC43kElKJ599/nGxulMobUeTxW/fH2gsId1wc1YXWC5ByWfSb66uUuezVx+/ZHH1B527FubRztXF7fHR2fGFRN8c5JXfePJxrtqqvd9Hivo6CtbGdM2UWPvD0YwFiO2BSSTY2QN700le9Np6ZOUSKswXfvrq41/+8pePn+yiEpVPHE/jvWFs0L8uKXIpLRrVaUebGAv9CdyjHJO9gPqDJQ1sDQ+ffvzR3s7Wv/7zf/6//4f/oII9iXYLpqyc55ri9jg/fAc2ASxHZJu1ZjDYx4VpL5YVGFJZQZRVofEiYpP917Wr86I5N5FVyZcbRYIJ2mmGvgrM5sTq8t7K6iMPc21zCz+YpdCsZoVdWw7UoeKkpEGZlPQzh/7N3Zn2AkoVNNDh6ZmzQflI4dHJKQsbVZAZvXZ7h6HEGaxUBkUGQE3OEnaigkB6HhjfB/jh+WCSVLgtLduiwrf1OumH6K2WeQba8qoZhnwB0xyub+woC2vUaqJPsZkgTQ94Oj7pZmPWTbn49rgXG3VTA9kkUI5sfpwMPMPrqxtiu56Q5Usck81NL1mJNvfmxvyuYO/NWxJxsSxEfsjCwPM+38mRgg2J3EJxwheD5R/UiU+o/4MQnbkwOGOmCT5STChY5DRk53gKoqihFYALUfBhqcIExQ3AhFaRR8H7M+SUJe0O8FSZ9MOVeSYqrNIBM5FIx/Q44Rbtrm3xtuXRR916KcuqTHQe7uVVwSTUpbzbf/PD20Np9EJRebMF24yRF/tRQRSZCgbmVYaqEHLDAp7YK6Xh2Um6khiYleXy8kolGhlI/dVa7cmDpl3CsYX7+riiCKu8ns+UE+lKMrsCszswmfBgqp52/ro2uLq6mV4CefnVkb3K5slZ/ea+i1v8w9FbZHGBnWb4AGlKiwyj1VvuQOeMlx//bO/Jq7/8P/5D7b6u60JpZQN3UgB7QUJEUBXUeYOhNhbso96Mp7OP13aev3z1y1/9CmBExUCrO+DVsypF4Ejp6RleLtOfFBN4OBcYtsCCpPhA9h9kW007ZKXWMqViYQWK93/9X/79ULnLQ69Ru+HcYorVZT2oarSVFaRJTLEPBZjCVBY/RJGF0nAedFuBYLXTCVz2EBLTSROgazoKTFpmJoF4AQ+mR6J234Z8hvRDo+MRqt21NHKqrFgXl+eGSeJfpLxew0Rxfn56tvYsVJ8LLZAUxW3lfMFFjy6O//Lkr0KMT/2HRk/sP0HT+Rwfgs3o1WP5EjOrUJg8pHpzMK+slFbvYyw9iSRSVSUHOzvbL58+Xy1uCrtLN3GDW12kcaHyS7WVDI3QraJDIaPmbUM3g0kwwKMmdMloPdoGHSWZS4hLJkJJAvRrVTcpJu9GQNQsPvyr+BxRTrL9BA/YckyjrDCHh4cWDePife94pRsOC7qkDULQH0aL/4fwf1iKdP/msYk8yY7iBgi3hWrTKGuPU8SOxt4NWuRHYhoh5vGEPDfcj6im1lyqTsSDyaBjFCFD1pihErCDSfTmJJZDgHakp8Ar1MmOB5fXrcmoOC7lBKwnxftMrtgb3D08pExa5omCnpHL2+gBRG0KQB7SF6Zcy7YuIsN+Ahw42OJUH/0tXs+cGI3Z4es/fK+OONTOtO97XaXjqs2Sa3DoqcjWVmzv8fLGZr6QhznONNr92/sWjAxa2q7uEgKUVjRO60OYRM4v77/7w7ub+4uAnpwAizGbmamlZy/W/XAzkNpJrcsz2biYRKgD/Df/9m+//uaq3mG2BBCAYnc4kVlYtxEwhQrRUMi4tLSy/tknn37+xZdseuVoaNUU0uK54ZGKECh768WHTUHhkMbDHKaqcrlQSjCD1kDiwS0jqiGiILr6yyvW5LRZkwDP3r39dv/t7yS1X7188cuvvlitLinmZuebwNDR8C/y+SUdtLkkJ+fX+qpxPeahCBSLxUdP17Y2C4/XQrc4U7BN0VwkqmHPrgt7ahEFQ+/evzclmlXlyMX4DNNBoD1I/+QnnxuF0+MjS5DHdXKwT7+r1WVsyieHB2pgSZtaqxBor5Ye7a5TL8XkpnNCJtIVWJ5EcQYCoHHhOWabX17IN+L3/WzBHCNn3DI1FLP0VqS7la5gVHlYKmQqy1vDcezk/Pbqpm75erKNBFAYWIlqVzy0XFDrzykBpxBlnoPBw8KTI9uIU+rNLssQmWN1devR45f6lh6dXQ1OLggq3aYnXoOLw4ufQ8spkkFZhBO846PFPqsVgUpQnmDEcVvmuzRJKipA4230i075IKQC2OiYJ6ANwC10Q0sH2eWdzYDY72o1UDI3zLkyHZDyjvVRqC60HgzLfQA3EBG4+JhVbqrrizSXHHhiMsOtpM4AvAowXXW9oFOHXxYCYoNCaR2dC+CoFUw4aipSAZolkc+YMy4QsQrvAWlC7ivA3hly3C3FHT439gkkkcgQE7lZctYbTy7vB3yqRnNYuJPz6FaXPcE400Tb1O2dHdB2BOJiqhXN8eZVZ6Ia1wf7ojdKUVDlYEiw2hteNQFK2hVbW3tJs6Rdpz6cKluLFr78/IteZ5g8PFcLxiPlGgYVmjyoKFJOJbJEbax7+sOqS5U9iJR5oRNxWTQVdIz9ooRLKJO6hZwPS64/ubvtWYAxAAc+G2GLWWgrqgyZTdeud+5usbu5tnQFHIJSdunK8eXpu/ub5JWVbXyszke1axT6LRt6TzE3R6OZ0Cg0pbJZXBXCcNk8kiw0qIc3x2cba+vqRKwizuvXwfokVAM+RMfrmyu3CtY6ncOjIxk+TxSXDXkSMrk4BgLwyJs8pEw8rRxaKWmZhykfMVZV0iAojNpup1EuyFAVcd9BNdRrl5CUtJHRiWFp1o+0Zv3UBJXOqqAOsAmKceIA1iDDiNWyKXyXV2KUP2yfMvyaWkfqqXXTOTiGHZtB2RBT1DtJAOPEwCKCuGJ7mVuUaffAB6XRQ/RRbFTN9tH+4cnprYD/t9++pYpLVXWi65sb2xfX0hUtVCnmyLDIzBecMF9M9ecJC7T3xQNoxkKFiKCHsdAccm1bvM5bJwcjjvLMa8xDCtxXBJHtqIr0ttWaiRYyqAFeFpd3/td//q/ojKpdoy9bYYW1QpbUuSiUEm83u1Md1cWuCtbvckYPtiVIWEzn31ZT5j7Joho0JNdVaSkbwB21ubX3TMLq/YcTAzAFbZbED7hQcSA9R4PSf7L2hcTb7qNHPECeobwzWGksaR2xuAzxNlo4rBgzI5qE+8yWUpbiafP28jwK9DQ08myW+uVZOT/t3MUa3KyubwU2DBWTunm1bvq8kfJSXk0HXonAVEDp8aJNK0YTiWVC4XIYxVEiAna4VCl/9OVnH6+sb9XagztIIwWa6YxkkXHiZysmAH5SxSyxEQgN2/VzlcsReK6YEBcdqTfqYc1OZk3UAFfmsnGoqw3h3zwEejKOOGQxRYYHKhAv89uqiwTc1i6tPEhEf/HTV8ofwWyVeA/at+3OSSpTU0QEZIabThIIN0F/NDvCzHNbs4wKKUuxCBPETDnSTaPrzz7+RIjwPihMg22sR0mi1rwGWlDNli9nORwqdmRsjT9zUGT77uYOd7XWAI93ly2V6Xhua72ErJljxgrvYM66urIEg80oF7660BOXFxuK5AqsU1F9wdT+nT6pgf5QdSk/TT+cyCw1S1RLldtmC8jNb4PwAPbXLxFBQm4caulubk5BtM6v6kenN6IX8sIWdBXgK9XMCj7n1LB5ne7V6HIqU4RB5G2xIjOyAIp7i5no5lo5mUH9ObytXQM5PNrYe/z02flNfTDk7suahZ4rC5vNfGG4g4NXLi+CddYlBk+QQl3j0XkAbc1X8KBG880i5P8GJ8T+LUtBWIVLpAL8C/o0P1ycPixZofxQE+qQTEUuVZo8LLN4xRhMz0ErAzYiaKCy2RBXV0sHpkIh5yQ4Zq476zB6cbbSaIxgy3lKBaDyZiozFEJHd7G9/UxY/exattHSZSLlZrDpPZOQGfQqqF1L1IJ/G0NcePoP3/y23rjzJ77aXD6pt4WciUEw0UNNbm9uxdoHwcodBIrwalHz8FlGHWykEh03Y6YrUx9ZZj6OrDDT5MjKOwwhSI7ebKC2A8YnJ7o2m+aTg5hKVFHUUWSYFsIG1k3Wx7VpdXetUgkc9OlRVvlcIbD4MWQeP9rWmZMugd7zAkw4ZgT3//7wCIUFBz7A1rj/NLzdHHRvtZ4RMVNiCIWKK2K1WtbVBlPyaiJ0wVmMAGO4VUys9Mnz5J/96guZ/XmRbEnp/G/vL0VWfLlYecy1ACNS4qAKk51sgpS3zmSHe3vLWfW20Xjj7PjqugFpXV1efvr4p8XSerc9Pjpu3t3X2J4kJyFhoYih3W8wiNT2epx2oFaQ4AAsebKVZ9XPPvrM+JJ0y2RqFVr55va2xl6wMgKb4nZkhuzt7MB1qHlky6B6kIaiie4+X1YckNUtUdgDG3ooYU1kt1ZXTK01XOIYxNTcgi8MEUrMLi7yK5tw0aF4GRkvLjUU0gxWFpvs8WDW31za2N5YNi/ms9OAgM6Ab6uh0E80HnoniUYncg7Az3V911Mr1ugGhldqI1KytXV5JHKkEHVecM6LM+8TWeoEwQCx/7vf/Y52LdYlemK9ClbWHLVB3L0DgxL0KOyyMjQnZK0h/RYdCKGBSMj8ug8VZgLxrDOuk0MtWnQ8ZmJ2wmBGFkvcX8uF2I9EWHoYFI0KDYaScPrQiPQBHQk5DdATi9YMZI1z1Ugupo631mivV9TYdri+3cGZ1XnvaUO2TEGwiyhn8EW1MAxEdibThL0BSIQnUPooX8xYCgGhQgaY5PeC3Z4v6Ly8Hn4SAjSNnlKpP/3qc/rDr2Ar8UDcr5SiXBOQTiKNSu5h/+Dm/JKRhxGb7RPtRq/Uq9KfzU1YE44WXEYTK5FikNmkFOJbUWm0VEWfQBo47gfX0+ocQYtVqBSqo2i6qPzItYtp1XYmUHW4yysmVpOtIM6cOldZcORBQAcJwgC6/A41fwstvUi8jAI7SHd58ynnuBuf7q3EtekzoWBTDVQoXdZmHycOavue9EnjrlcuMQvPTz+4bQWRG2sfi20qtsgVVtgv0p+xZDGeLIDeCeIwgNVKICt/8/YtbxdC/1/98k9IBaF6/pFanDueC5lBM7lkARUTr1SXBuw8PPljgfCQPrPCuIA0iYSuwEsYWnHp+MQjohjQYOMlCaklRpmc1NpqNThCqYjfUyjCHaqVIzxC2l0jwt+7OlXmeMXDG0dSfq/CQOssk4dZSHrAaUvFnDqebnsAoyyFJy58fWl56HlY1j1IM7aQpKfSefRmk2FDbzn0ErXOpeCeZdLDGQ014xmDOSpszy1tsLFkmhdVMZl0WctmgSAPhqyQUQIXlMTXVC5VKi9fvhTsJtDWJROMHdpFo5od4Kb/zkZhQl1+OIzl5vDA+hOOM6Xw5kUeR9wUqmTBUoQV8QDgev1USOJMkYJkQ/F7pyPL5PvyRV3tbkIUONS3+nf/MNl6/hIM6ujwTFzE+fM9Hz0IfgMGmoODlCuOnXtRniUKWT9nsYk5yfgiBHA7RdxrqZIR9uCUNj55unV4+kFPimCsxrGTKpoqSu7VLmsC/YPe7yevUqtrVmaGDbO/y3J0gPIRnb7iM6bEBKgzLhs2ddPCAZGQH4/F18D7Hu+UlxhdPRkkXM9GNTg21lwRjhTvayLFdH5x/PbNayHsy0Z/9dFL3D81Zbj9QDFZjoYGWZmk5Da+mn48PVtbtkStnYXumriexYG0/3gQtffcBv0HjLfyk8dHp8wNuZ79/R+urrnow//t3/8Lo2HcPT6oKIBj/KLB+hh0xCQAlHY3NzAU2KG8opTaMgRPlLU5TWg+BogzB7kCPk0xNeGLKsu47jxb33x8cn5iElxbe0YoITw3t54TIcmS6+urxL/9xfI0sllvTzgTWaHExFKna5oJJkG91demNZseXl41MJpkEuSiN219Ja3mNxjSVCQzuqmpA4wmepG+yeB6Yzv//NlaXnK2O1Jpz1ebqQbxs2ezjepUl7Tr+vXZaf+qNU7lS/3LGdQGcycKFZ6KQ6FctvtLyY18vChI2Fej335/dlfbebLx8stXigLNnQybr2sNxHFMORESidpW5AWhV9hsVaBsYDgBPC8ne67J1XYkz5zIdR966bjmRTg9htP8kn4jInKmiVki1gLcw0ppEzgrFQ5OjzceRnbUOXq0XPaHKS0BzQ9BW0Jp4HzRqxrioDPKRrQLmGsjTfKGJL7XEG8gaMGQDpu5UaYraKbISXTU7IUgYTg+q67tFkLSJaqVpEQGj8/JfYXjSVFRFppcXHFxUe/UGgW6F2rvkTNGoz98/40be7qzY9UKtyP7KX9hdQ7cAGGaQKpyf9fPdEOUUqkq2XLY8/VPnWFva+/nH/9qrbTOWTrYP6Hnauxig9PQwhZ+SPOvdKjxrV9N2ynU4o8u7ge1duxv//7Dh4tuKrfRHvHHSxvxYRfKLtHPnvcnRzX1Vpt7q6uRZcnAeCZRWi5qBXZ1eyagvxpomxujJy8V/9wpWjw6a7RExXJaBozQ4nUDlalIKIs4m8QRudHozw6uGpur7c4QIEgYwmxZYLRe6f92dQ35Zol/+nz9zR++P37/Xkb4IVa6b9f+r7/ZRw53eVU/P7suYU+NL48eSkgH7pu3W/nNg9bxf3p9+clnX37y8b/TTH1WXq5F+/v7+0Zyc7MkCtlu35k6SRT79vL63AASDROm6W+1umr/4u7Am56v+J3/Z8vxR6UtVdCK9qEMdWa23oSqG0kGWBzhDLWFKq6BW3rdaJedlcQWPxomFPPUpREnw2g6jlGyJSRSbyXKZa1JM/LSwCzSJIoK06DqkWiuiBGyb74ZBqh4xqR6c3v2h+8usoVdQo+dgYRZr5ljASgx7D5UtuCRZPbBSgDwllemoGJJyc2ldTNKN6KKWDS416wrtUc/XNfNC4VvcCmGYwQbfLGT41MssAKJJE8Gieial11LEF9MX3rJysmWOzs7I09WIVJrhyyG6Xne7HUhskTZYd7xqf0wdvOi6IUd6PjFO//01ZGi1ySVVixevRMkWk+IOaTItWyLs/nIw7N5x0NyHtdyWpun5X3fWtyDTy2eXv2pEMPt+dNm0rXSGgRi76P5yaz/YQa0v7hzgZzFeRgh3vcbbXY+//xzeuWizrbAszuPI2MvchADgWaTmUAfiT/M9iyG9HMA/NiMXN9e3dZ6OJYh5nL5SqhsHvarqqJTcfFSrU9bw9vSYFqsFkKRdbPPdWTVhp8PRz+IdfqDUI+9JjyhxvMZz+bsCmj5mquWSMtwMjWl9pEsjBtZNPYKanqAWgIkhBPPA/vqlHt3enpwcKI8BDeT0jV4eWl9C5ds1W9+95//6q/+WvQKS+GzF68+//wnKZHYdEJNCxjibmRbSl0Lw1KZ/5UVFubLWOvcXrh0yMsPOjet/Q/vPhzAOihgCPyb9CpYucGm4A4Hd1fk1fAuBtlrglEHnIIAUtCZ5aZDJxTVFAwJfSFYSkAosqMnA5aIKuJZoglmMOyid1CtRSMBjuBwru/HP//FRxsr6VLBoHUmUcTJWDzYh7EG91I+gFzlVJIl+c7ZwvLTZ4VpbFk3LZ1/6q1moAcsKrnT4GSGu1mJMuby3WfJF5//jKdlXlLpLSxMtgxH5CM0sgNcfUcHhzg+C6tV4gi9ivCRXdfpDA72z/U+sUxD0OZzob5YzYKurctVJDybreaRcSF8or2kkEoQI/dJ6EmVHW+SVztEinxbhJzfCNr3js2+gTPudhbv/Pg6H+gQVrFDrL3vdfHF/+br5NjmSO8vNG1xNn86uX2f+u7ihEwd04F33CQ+EjdMJWxcO9aFGc3PWXzRAYttcXKnkqpZ3J6ruJzbtvkUxMt5/Fhnpj92aK8LhfqfiTwPWKWpzRMPTHCTmAyY9ScHwmJ6DYEMIoceBk9TvNhtQZ6erq9FHn2BwEh676YbRz6B/GAyE1iYiTSy0IVqx7qf7Z+dPHn8EiuuoKKEodSTjNnt7XVpJeM6JtJWvyV4LW0mlYRBedB5EMlIH99cXF0en5wovZlvd6KyMpHijKVc5qPnz/K7Wyx26ZlPPnn1fx78hSnYpPnh4B3T4fnL58+eP8Fpsf/htWNevvyIiwh+EVc9Xm/vHwXACigqSj1jaDRQ4zaAPDv3kKiDYdufploGjukUEVsqFxrmhicxn++82E2gvBRJub0Xy5GnMz60s+Ve+Rqms5B9TuWEQGEpYbtEd++E98lcMiFdJqOsvio6HRnNw/PLTGHLiLFdMkmmEKgRUVDmXFbEyy9PTHON7lhHax2zP1lbv28yb0pL49nzZHJtswLglslGV1ZLL6qPQs5WigqfC63iJofbTH34gNUeX00+sA3kMgofzgOV01lXeW/t3g+DmwndLk7lzvsCQEx3KCLYW8TfYLXzQrqAHh2N3tFGcRUTjG+RHsLkTxfx6iMqRLVcyzsLySPKNvuEMtzLP870ize9b8dHNvvOQPptTrJ430C7kD8d8KNw2/cp+Xa8A7xaIhZHLk4ITmG18Vxti9NScsdAfDuVW118tNAoRzp+cQM/vi52kIC6qC/++Itc1KUXK5sbW1yaOUeA/DnAojSdcGlmoUqJwzcLE4zqWzqPYrJzaZ0QFBMRHYg25RLn1w0Vys3mdaU8evI08fSxBgi40NvwM8C1QOt8w9DzTrDqTkddeRK5hCCB7gH1AM7K0bC9vFISnxGlHz+Elj+hONejGcBp95u3w2+/3xcT4rHwM5XS+GKxUIXRYCSLOYUwXQ55ZgkHEKH/eOMJePHvv/1BIFuuBFSAbal98pv912/ffZ/AHJpNVFc2uvmuXi83N7izOoFVARI4HpcgVqVJJGq1K16iAZ/nvmWbuqTFAPoTxteR9g3pfAvcdIn//Os/wAA2O0OsNGM2vSdLFHJIOAYhJRIVn47LVU5AW5Qix2Mvnu3U71u31/WLEy1s2kz6lZXK+kqpZsFVECXlPxzi4JEbBEQC1OkfX7FlTTk9tJpDqb34cKKCF+tb4fFTAbdtZbjFsgLBSSanKGOlklmhvPRUTIFyimBLw+AcffHyZ+wWcB6F0BwtdfPVVd1DVq+uD1VkfPPNN416R44bEqCQr5Bq4XhFO1Iv/jGFul2ZVq1v8aZHIOhM5DLIAglkiLQZDs9VHE+wjsNANB22kEIiuxDrxTvkzOajhXB7ot4PYjZXOX8GmVHmrDAgNMlBFAqCE2CyDlt8lxAvFgH3QJQRVro6g1Z63z/3s9A0kA6feqIOoyRuIxiy/YH6W+dxZqd1sH1n86mbd2bau9Aur/bdQ8hV/hNDzvHedKQb9nU73jEOdtwhX/y+04OjU8OCdwf3BHlwfrwaqVypcXv77Zs359c3hSrLHHAHPWFfd6a93c1KXj+H3kW9U1zRl4OjG+loSDGMMO+VxmEC1A3u+OBcxLiTFL5bBhZM55Za3dbZ5RVQzc6TXfYU3CDWGgZ+OlOUPPPp5cVVagx0j1V4Uq5U/WT+kWHhb1+enuOEQkcd0CFD/E/iRtZGIc7hV3/61YXCrObgi1evcBa8+Oh5s9V49uxRNqeTebtcya2uaTUAztvV1a0IGKXSUN2IkRmBLE6s8KhdeLDBiVUW374TmJmgk8jl4nopjlTEhPH31Oa6pKojnvjdHw5C6cXEMCGmAVDJ6fIW15vtViJIkFbpl245Ua0ZmIIQ9qExnNFFF1wsJ7LtkY4D49kZVr5hXC9WXeG4Umjdg9/NwUbTMyoyHgYP8cPj01o9GG9ovBkgqxuPPv1JAXXoXauxf3ggwagBc6jMTiPRrBbLS2LlnrVsJKAHLAI2VdYLfkZOivvWGVKQn2LoY0IsYAAC3rQ74BrpFM7S9o9g/FFegYPmtXeWbkPAliOXRiHI19ys8mD4UVtbW7SIwbCQb0fOZSusM/YXSuVaC/0xgt60LU4y16MQqoMLdlGXI9k2Z3aAb5HyxTGE1RlMrjYHuG1XMX2yyhyweDYekmfmEqZA5r4TmkE8XV+htb7lncXrwgp1JPis8yxUyEeLHe9wG7zafNf5HWlzlYWGuzdDYUJxwOJmFKEriBEYicjNJCV+6KUOsanRLHl2eashaH8cCl8By9VDAZxF80pqwQYys2Tjsj6NHgsM4vS9F3OBOm33JZdLzx/tqTLfnhbxCl/ex7IAvnGVIMleu3F/c1jvNZPi/fcxVN/+4YG21OhqKUDvcWu4IrOZwFkymwrs4jDR+c8qBHIRCiCrS3KMmggnYvqjTHLZiZ4uApuW1u2t7E9/9pXfhWZD65pf/YtfaiEHtu3RbGzt0qK7e1BtmTGUD/qOBdve+HlSZEtBgzyQIw0aa1NhNS+A7eaxfPxkc/Hcw9ME9SGFcI/ReBFloqimjLAYyOrGOh28qzd3Hm/JFCiJCAVW6RQWRuFnBjUSFxREaEy08cb2pZ9T7ebi9PRDq4da79rsVikXAnNaVdJmk+GxXNiRNcHJ1B7l2uNjcxPlYi4y8UZhsSBnPXlAhY06imK/e3eyrz5EKo4oArXCbNGQOSW3Zgddx7MsFc1KIMljEDUMijglXr58Tl4PD04E1UOQQtqhUuIEqvifQ97EkVFacnIShNLo8BrNxORysSjZIaZEingtFM8x9udiFzx1G+n3pqs4gIx6PN40oITSqWzkMhwf97uCv+EBONiRCw1x5Pw04Su2+egHjsDHjx97fkTZ8b7oK/Yd6QzOaSnzG6nKQq/Ck1ambkWeE7w43lN32453gH036U+bncVGi9yDL3p1gEt79UN814Wc3Pt+ggMWxysdLPQjyutwqMT1OwMTzIoVCaxHe+NrjAjrW2u50krntgXtCbsUSY+PLg9qd9NKPnF9NXn9xmos7NHZffK4WC65sQiajvye7heffa52J3Py4RwBjemBGMgZPntSrOPITiYvb0OXrlYXPd2DMrPxnCE0C7XaDa0Z8f7AL6H/A7omfqnlJfVlK1W0LZwpzOqChCw6KJ/hwwyB8/TZ04/u75t4ZmyX1xd6aatUKC8plCMVAEbQl5nlVWlezad1Q7sjAEae/tBAWiHcYswNlHH2EZEzw5Icz2vjIXB12AhAeFHV465wW/vCFCgnlqgur3z5M+1DlnA4mTsJhKqmtOADu0qGbe7d1uJtNpKIWaVYFafGV7r//k0ikz08fH1z2UwNrWkwW+VMaWfj8Wcba6qBdr/++u+VByuXT2eQPAayHmaOWsuzsw/ZQuAkGKGPbJsSgqG1VkXMMDo+PQWbYMHBsIoccIUMh1xEgAyJOgbMzUM2Bvuds8OHev7ime8eHBzc3SlXtCRK6ovpibFUTLuEikibqwRLZFcNgTWHDJEkB1uFyNbh4aFHTqQW73tnYA4zIwAAQABJREFUHpnBYx7WHB+5pIF2lcUIBiSvCHgGD1q4m4UI+ojce3VO7zve5ipO68Es3rHvbAvd8+pOnN/jsflocbwjncSd2PEUaYjN5cK38jk3Znpy0YVW0zdHMkSdxzGLgxfHe8cdBlGehwoXN7A4rfeptzM4j/e5VRTbeviXf/WHvb3tqiaVhdz6yjKM+PxuM6trW+OZ3CEa7UcWqwc8JyGgHi2uJO+VYEaSD9H0mfY33YFAaGXp6dbun2xub7CIarWTN/vX4DSPd5ZevXi8t459Ujpax0iRpPzzJ4/xaddVPSU+7o4iV7etw0MMolah0Ksjm8yMo2hl7zE7IN9IpiKISzTyzi3lVcOplb8PbRBuuc/j3bWNjVXjs7b6kRjg82ef/t//8S9xVP3sp191+90nLx7hObQcLK8Fvl4ulmx/qaS1SQhBaYy5twtnGIwOT8GTarcOhMs9RCf0+MiYkZzbO1fpTOjm9kdTg9EbtlH0Fx99ZhlV57OqdmwTTcja9u6WripG1tywu71nZekIcAbcV066ZlAC91SyAmdXClXBuoX22xghb25Pf/1f/uab3/2t+zDT48KHhv/Fn/yCBL558/Zg/4P6AebB5tr67t62BEXKDJXP7zx+FBDACEBSyW+//x4X1+7eFsSMeVLVrQXtxdMX5FLoQz7EcsHqBfWRw+ZrcdOcIfKgU11ub/exsUNd8mH/SPRka3Nn4f6xpI2FtZGIBKCbWRmP9Xw6IGdiL26VhBFE5qJLSKLRKzJqIWXnmF8sBn6ReyB2htKwOMDIkj9SSHa94yObZ+D8iCJcyxzvJJ6Be144Wiw31/UAXIsqOtXi6t53AJ0x2yHQcCEnpEtOvtjx6mD34JxOyNJwIZdYKEb4RfN1xl25Jfs2Z/OpYxyZVXk8167FVxzjK27DRb3jSDdjhjKJ2Ng248EFC8qiHQh1IlOJssDVjo69UOY8p3NIDtCGTX94+0FOhlpPszfQs8mAnhc1U2QQInLc+bX1zUIlj982k+pPx1fry7EvPt2RWtxNdNwVT2HO8o4OvcxBiqfUeGdPL1vjSe71W/GAogWy0WZlze5O/h7098mj7Se7WxK9yZjSOuwxGpxpYg8DNTY5ok2SPkaZyBp/f/VKxqZcWeVB3dzWPV/kHUqkb2oXKxvLoguKK7Z3d6tLG9ovcKEZPp6mLzLb5qKSZwEC4P/ky889QXlg42lpNWgO81xyzdfeOTk5nhv/d0aPXRf92ctPDLmYW7FStiDJSuzsaXD9pxRJ4N5IwvMvl8xNZSlqdutRW2QS3baUeBEwxPOQUVQzp9ps/8MPv/vdPxDEUA3mUU5jodpn2oY5YApur2+KhTALS/ns8cl+vgDCWAL1kwJACvrFlz+/b3To2/HpMWwI5IOcBYdueQkdbky0Bl2Yuw8VtrTRI4vEKBK1WNHUIpVFAvrRRx/PryulRawJ8RI9IUwLOWbm+ZNW4FmlMB4kR4L1TMKMjj8ppJl4Ibve9EVzNtEUtCFTPl1spJkyOMBGEJ2cXDpyMa/7dFEfthBiVwzyOD/eJYyVzUe+S3z9HM+GnlvWLAW0y5tUxV3ZHO+ZeUg2t+HIhW4E+2FueS5U98fzO60f4sjF0mTfjfmKcLLLURivjnED3vfqsMUt2XH1s7MzD44wgXo7LLhDcOJTvRJUWYf1Dekih7hS3dh5/FyIe//DCd4yBTz9xPt5eU4KEMJ0H43kIlMd76SPRIYsM72Cgq9I7cle/n/45SfM7b3pPDscewjRYojIVBGwKJIoj6fF/eP6+4P68Sk4+WYsWWrqjjeaFGLHIg17ckvrFT1KM4mxlZIKlcoKqMwgcioaXgTl0IfPU/h/fr8hsAKap/85FysgMFEHH70Hf16qFsXMWPECnbksEGbZLKo1remS/sBsGWQGtdGwHHkmxtab8+kpxGwXk+Ds/p3o1O+//cY8++zZs4LFGo7n/PIsTIq5qqrWyuqyprSI7X/z67/9k198hVvd2YVg6eL56XHgZ+wN9zXZuLgSfcUl5zHNZSIixPHi2Z754Mnek1a9c3J7IUvDFWvUWpkqqoYS2BibaqbeuJj/0z/5yb//d3/+7t23ahnxGBycnIXiDGwD97cn+x/0pcCfGMNFk04g8L3tXYXQSWhKB0QObzJT2gIQgfJQHJxXopsGXdVO59GjXRQ9ARVyfAp/YyL2j7gQO9rnZxEaDsVSZct8T3TIDR0A9/YbDZAfQi4X0kZofJH4Ooz7sJiH/EnEfXexJpBFmyN9y5t0jHJ6ijIV/rSRYy0lndZ0OJ/kFnW4QibBgnJO9+Ny7gHL39b2rncsBZYmRI0np+e/+MUvyGgewVngawixBAf47s31+fyHhB5qCy31gJ2HJrsfx9jsONKlbQttoUI/apGPaBfV9Y5TLX6FMJ3zkAyVGjbduQCU/AR5i9BMsocGpBFggYl+pT1Qp+UM4evwgIClMoni2RGW7VCpjwYjIlKqj3ANCNnKikTHtzrFQfWh6o40u4J7YjQMYWHgQcAQSx5WipUn4HpH796fXnYjcWGKnE5UfKfNyo3EZDY5TEebkM1aUuSTG2uVXRFwIi4pgZ4BnCqRyrpd/J754lOLAtNGxNzCIHN6fVnT++zJ80cUBpRWHyRJHWGNyaymcnFjbaVQuDSS1iLqAQJuQPw0oMCwAw4USLNE3kI1qqfQTT0rpavZ687RfaOwlUyvrS+jv93WmsmeJr1SAMnU08+fihZ9/fXX3//hu2dPn5rZYJCh9+o18C3miktiqEmp7bXkS7vaIH2UauM33d3dfvXyI3GOxp0emeNMER9AZZIS0Q/kRqZC9NPqiEq55LZh2PiFGuOtnc1/+c+/6sqRRjNv3pxYXxoKrzH6RkflXKKUgVUdWsTxyn/88Ud+RpSbO40hUIW4KJR1ylyO5QIrhZwsLhGpdr/cpLC9tcOKmQvSH2MAxIU6OdJk6TyWEQkoUkuYvEkTyJDvEg6j5gCbhcXYhfVvbjUZwUUQwgFGeeGZ+KLDiJ3z0CKnElzQmNCpWGj0Z/54Oh7Pzs6Orzg4TF2JEIFYXMtp7RtG16KKi6XJ/Cc97yqOdOdOuzjMnTiDk/vTRZ3Bp4v7ocD2feXH+1+8700nd6Rvhac137xplOx60zl9y+a3OK3+EZjZMehCcgYvFJ5zvhh6QUhPJdj/2Lus7XKktCXk3eXzXUDZMlc76s2Ebh1JTz2FSCy7sVbCoEV4YM0T+gZIOrpwqKGieK4f8uOAgbggIUstvzRA/2FGB3NHM1LUA4l4COrI6qxgXxqCaAj413D6+hXmLCkpwjUbabnQv7vv3bYvdePWQSEsqFP63+Fv+12eHetI8sZ0ZDzdrnxmv9eEfTKSnrIRMC2bIleQuC1XTcGWYnOK76rzMAu7V0ORR8G5/firTPEv/uIv/ubvvnl01fjJT/SZwB+dialrF5c7PT2mJ4/29jQe8w/Axo3Kt62vrTKyUEcIUzSOLgBEiLUiDed1DdazlBLrSd/lteXCR88f3V5evX97kkNWtLYxgLQQFB7NdtfWxMWmo/bF4fv78x+2tyq3tYv67db2zuNEFkqoq4Pq3sb6o8xyt30/m/Q2V7JPdpCGJjNxAE9ieiPvIqvSGSFQ4yWoScSE2NbV1y837J32JbWxQvqXzRZNPO7N6LtJM0pQi7llxZ+yCb6z6FjA79+/p0sk20n8WMcQvoV0LvbJ9o9CHCbpf4y8hUc4T7Y4m6jG69evySVCpla7b6JxNqscE5HL4X3j5kI0ZHt7m/PDpPZdlgPds9Ex+wu9CtP/PFzmYAqzOBVVdEuLRWZeq/5Hq4w0uluvbsaRix2vC51xvH35In+6nP3F5mCbO/SmYxbK5scaBEd2xhNZJAgUXWMDMB2HvPUdqmsyUf/nNOIvSgv7/XkXKXjLCUCjeT9EbgyJMD5fRQ2wnKm4zuryGtqDO+yXfb3fOuXQo07qzNfCU7BiyaojQ0UQByPW7AZFR6osnzsUn4/rexP8WPCY61r90c7S491V3TyiEzDttrSLdcbyqCa629UMpnd23dQ94IPmGoVfbmytYyNUhywpRDilNFfXquI8lApjEOoYvgVxoCMLO9cvdbAJR8T4tjZS3OC5s1wQ8VE/R6JN9RQ8mnS29PTpUzAiFSV//dd/02n28efo7dW5uDxeWVsWSTo7PXHoSyEl1sjNjZZJHNqtzY18Nrm0JF0dDZSm5huYRbzjKUyIGslgYvR7AgsyyiRhtN3NvS8/e4VVTWp7bW0zuTPTlTapWVYkAtB7fXKUnixtrWbauoO3QOp6SGqS2dV6c/L961P1P81BQU1UOtZ7tF1KjLZzT5YiUsYDq3lLs5+HWRZFDiYwzVpPLy6//fZNDwR5TdtzOUTVYJpELkvbHR6coUthR5n+ScliPVHuQS7fvn1PgEi2V2PhHUEFE7nDSJVhIlh0z8S8WDTC7PiPuWprhT9tDiNbxoqSsAytQs5mAlqsKjSNYDmM1nkGNkilzz//nNz4lqS4A3yRDhvk4NDP1WZhebsWfXDnVks3EAR0/py97yHbZ6za8ad9O4uN9LsZ+ws9WaiHV6KfmK8T9m2Lsy2+6Gf61mLzjnFYfL11dwfsUojnHOxTKJtsISuq5M9/NHEpuv5R0CnhHmIP6y5Lt+FjLAzg7Bh8KCFTuCjAWlpG4JoaD2unnuo0hfdjhJnswTf9mHlFlqtQJITDww+HlxKCbBuElG6WHtZuGutCMg/R61rz6OxydyenyCJ08ZhYGQT9mYWTTv+hO4yiLj276IoNtdT4dVSKsOIaAdIHldPrEYtsM+n+VXaziyGM2RxYGOSCbm+OjTNbRPDfZzzHwRCqJnZ55SGGjDPhC0A8FR4x9eGzXvP24mCyWil8/GTv6nRPl7rDd68T/+5/+h9h/Ba1QFwjre/YcphDVIv1xwpxA7g9hC9QVebNdhOUQFhTJK43VisuUUMUIZtudomN+S0aBiN72Fhb0jmp21EZXhhnQrn8arHq5/7+7ub0+AA3U1Zn5ciwWsDOhRJdEW+6Weue7L8dwYLPtiRtY9PmtHdTSbaXs4/Wq7HJuKnnMLJpMVaQX8j39llNmQV3cvWTL/gvatMy62WFozqUMi/d6ru3B1tbOxg0q9UyNjYCzcPRNZ6lRBl40gSaZJBdMm3RoAOEhtgRL+9wV8ilGXqeawtBAhvZtRE4H/nt9GR/f18OlwXw6tUrUvib3/ym3gheO79TpMhiw0OhyfTku+9+IMe+5VnSK1dfyLHQouMXJ3eYe3C8m3En3vSAXY6szr/rGw+FfAiZ+EoQ8bmeeNOOPx22uEOf2vfO4kifLjZ/Lt7xqZ/24xlcy7Y4xjq6OAnpdmaruY98y45YAJIQN1nEsl4NsUTvx4ZrAaJpLmcimIgCVoRxEv5WLg72yBtaKqy3Y7fDNhJWoM1lWhRNiLX29UAULeflstLfH5/+3TfHHZXd2XSURhNc9auDSCaOV3MrGdPgYtLo9Cs9AVodmSyG4pyqmwuTCDt4o7i8XlyL7TzqH3XeVFchNuUYVSIBp7M8cXjNvvv+936O3qdST+g69CViseowDDRTKLpW0DFmsjEXjhG06HTNYkgnA9iNXCgewDPiDJucZ9Qz10e7leK/+dOfgK3+5//yt4lnz58+N9/JaiWz6gv39w8PPpwYZfa+G108GyXIRBDgAJIiXw5JXA/WgOph3kzhDfUETNhTEX1uGHsXNENPvnaKRZse5aPqau7H05SlXtFrqRDYPo1VBrQH+xR6NN0MRAvV6kSwFseGJbkznASCGUeZnvRCJSs8OMIKVL+vRxPaamyDov7w7mISzT1/8lJR/dFhaGL59MkrAIA3r98JAbx48dHaKuLsOATDNV7VfgjmAt1ZNA4O35F+kuGnGRSvJn5qYAVgRLH0CLGhXHxK6M1SxMUO2SKd5MZHNtpohfFKyoXUfIUqOq3lhcZa3Bazu9WfvDrSkM6XJaS4EXfrWs7pSDfjbIvzu5A/KbBTMQiJtSvanNwr1XUScXJ3stBwO06+UIAg0PPNkfMbDC/OoKVCOMU8iuCYhYZ4dRVvLv50EvuLn9adaAgZpgmD48HRU/awT8VoYIY4xS4C5+2GwU7DRbvb5uygQmjkXBnJODJBQ8WD6nXubi57rVFKnfVgUq+3Oo3eFu5IsJ1U34SP8s4KgFU1rAystF6kVC0NI4m2gZkMUgC42eSoG8kXq9DE+plcXt3I0MzGN5NxSxGInkDJVBWNWHVtZXvvi0xhA0vF1cMftIjN5Yo8na5QVX+ifp0ZroUlyxRKXZ3u+UWorgs9DKYUO6w/FhkFCOLahIEw3993d0LUCjAtZO0cZubFf2RYNjGQrSO+XpVNcfD794fYthKjD38PvhV6Hqxscati/WImspFMla/Oaz989zreGq5O449xpw+bkW4z1uKLH/xkOx+m9uYpDOn6joxyJUAUylWdMJqwin3kB9bvKbIYdDOzhgDdLB3LItfod7IPw+rFZXxv+3GjeVMoaGQFDouAOXFz0kpNy73aQ3/tPtTM5sfRdP5sOPn1+1o9ktvd2eE/rK2/6j9Evnlfv7wb3bULa9uPcy/+NHeXPbk6mE2ayYwircAGtLo2ef3+DzLvCC+4wqf40ep1DUwhGlCRLy8/0lsbNXbaRCFnrvBSyepstrKxrRFNXlw9Y64Dw28MdYzFolirBKXieZuPlWuQE6ZhMnl7dXRzfnh3dQIbe3ch7XLeat4xDtstNEzjm9tjhVX5fPW2M9RaIJsvAmFcXKvySW6tLeMfbHeboc9pTkGxpVJpseqDMZusKs8VHUda2LxPaZqKo4KareUNAGc9NstLOggGzadvpLyYCw2yBNRYL/YZVmZ2H4mqOSaEZgMZp7kYUlfzzD/GKkR6wGgUxNGBubfEeoJ7DBrhPxBgxKQK2O0rXIEpsWObZEvOSWNd15YOTnEQ/8IyTeAsBUZgK6KT8C9pmpknLWFbzll2fdBMrx5fNF533n2yPTFPYSgoFLZDo1SbG82lroaXuZX8pz//yd1t57d//z1wzBhezFKXiLw7OfSUlFn/UDcLoCKo8qpUTGyvLD/dW93IZs5+92715OCrLz+Cc3q6nXrofHi4H5m1C3BE+UplZTmVKfVGq220Lqkiftjfvjk8vlQtGt97vDq5094CwcFw78UqJzw1A2WOFFIrq6uG2upiaaJLef/QIfHESon3aLr0abu5+Xo8WIq266VIN3F9c2N0VS5c37djmdLZxZ32POnMkhpAM7R2qaZnS1s8PsSzrA1tchPwOWsmEvDI5xEJRNmacEJghYAUt3U5aXjEvB9tFuP0twY3KqCXl1Yfbzwq5lJnulRFh3et2vJSqmONx5ggIy1Yo7MM9GksybxkiyOuCGXxstpN0apr/VTW1lfevf9wg3fztlFr9lUgLpdLRhRT5MZqSVzkP/2/f2md4BQ2msE1ZAoLwGGS0Knl6e4Tog9Tr80RAQO0NE1r1swIehB3MHViculkEW/h7lTtrApg+NCDMIItmvbAwgY6j5NJk3RYFojqcLCrhn59udN4ooUyohfYlsgoeR972F4voVPrJADvUQA96BQkSQ0WSObwtKhx7bchBnowTDCb8CPrK0lzN/sZ0kmpLyVVdQICajnQUwerSUolyfpWuZinHYBkrFhzpJshmlx/a4J52qQoPmFmNnEYQ4VfjCwJGTYVmywU5YYNtljNcdAEYVA/ZP7mf/tCcv7bt+Z/h6lkbiL++LrYMambU6xpvhjuaL5uBzULtkzwDx1gaWVCu0N3fvXuVt8CfWLKplAxXGQJaPNV0cu8VlaUrsRjvaXKdWhIzW/SlrevY5dAurR/VNFZuJBnGY3ubG7wg8Xh7+76zdrluJ88Xy9NUPELPjExAJZC0iqeT9/d5oAbioAR7T4LMn3bGH+4vO8h7cqWSLGZQsc0DcgeP9p5+VRbJt3iNRVq6opidRb9mNuc0NQPU1USM7DDI0X5wfxDxzJLdFu32MgSYtyB+2zeMaF5W393cHl5006nSghptccRZ9ufDRt1OtEq5CIb6+B/IfZl4klAy6f5ZFENsKya5aVtyYDdJ+BwEp5VhbeEiQV1l+jMRpNysbq3viNXcnH06ObiwxRH/RhyqbmUK3us9/W7i/pFSwIB8cYMQCOsDqZR06cKMY2o6BJebw9D6il0hLLOdVp3p4e/azcvrroYFWbDwg/35/Ax1rHz0zPshuGpx0KkPzlNtq8IXwBQG33E+MSI9AXmA/xxJnB+Yxyv7ET7nPisnEtVQMj0ZEMb8tAZlTPlB8so3iJcoFkpxQeJcLQ4T/Y2nu69WFv5E0Q1oZ2W2teEutfhifYp9fYgUHzmjOTvvz+AZ+k2EPvEKuXierkoKCuSLAdSSIUwUSRTI23WPcDhEH8LToiMdnZJVhBnRa4IelMpZJFmybhZRtJZlk6eiWVxvry7C6uBcpk5nEfSKpS/ZjjBoj0WJf0bI0L4i7CCYIBxVRIWSAxUSAdKxD+q1z9VGzbiP/3zx33iG46fbwudsetqzNQwnvONYNj3JiVn0/pdpC38unmEhlFEtR7aEW3P2+rwT284npgAipWiLmb6oyEay+eqkwctnEoq/yWUqKYKm/layeWmpOHk+Bg8RxbpUJK89oDiSlwtlayQcw9TxJzsB0KsiCZCsUFcaw6FM/lYutTqx87vBm8+3BzcNCPJisY/TL5E/cyclc9Eb45XO18+f/V8PRkfdFvXPAgGajgjgDqANh6yKNxgrJJRnDHpNTsAFt3h4PLoh2H7UrYq4/AsWrBooj3GtRe4XXmpFAU2XAVRZNpJIzbF9G2FmE7aPdMZez0O26bPigRwdTV0CBZ7zuRKxVLFg6cEwvzlpc7m1ii+C4GNFClmelBcoQXd7cXW+cm7N29/i14jms0oatKb7roDrgv1/5ApbpFFdSbByI7EUaiOqRfOxnb9yaPdX3z1Z0+ePEFebmIzP4mrrhanyJ8KmfFSAXPbFLl9R4s1ZWVp/FhFzUvGmh0ksPeGZlGILNL5nFOOsSJgSAAeUYpEW5PJ+s2+E3YaS7HJ0+ryegkmRSTWbK5NTzTksJXrBVMexbOs5sPg+MPbXuNya6XEGY6hQMChV5b8LT3byu4pmY9mQFrOVjU0y5xfWQBjGnUB9GUik3I286i8K7BSAHZVPLWGn3UUmYCIhBShHC/Qfbm0CgDssd3XcdCG1sXCYkz31fLSMK+ktICqidwy5MhoNtMyxwvci+3JM+qPQgCJL0gsO1bO0xQQhC+E1EIaxezEzWI5/qgh1vAf95ljP+7/0x2Xc5LF+rN43753FrETCw4Z9/7iTe8Hc3KOTF/oFZVj1HidNtTxjZT6hfZ13SHYDp6weKoBISr3z49DPplAZ/VQ19jXesrvc1aULIxOv0R+l3XJYZSeZlMgbVwuMst1IpKeZksmpt0rV3enUsKcOXF5d87xLKBzTuo8MFCscH58P0m0o8m2NnZPC3PbotP5MG4X9X3JTITGBI7SuKvnhDtsK02sRSiUmrqH69YZbBF4lrpq08PN7TmHTmMcq6IGhB7x3KUOSWjmznh1ZRV0oBWg0KA6lZ0N3G8coNwPZyEy647XxxmgxCzylqJ6HqEMpebx7iBSa9x1B2H6MaxCBtMc+lLt6KA3BhqtLYt+rm3NErNa+/7o+P1N60FnwmRpNVHUOcIDxkUu6qe0eIS6vNOT/7FUPEQe+oRsaWU7KG2p/GxnWw8SOHrRiEYQqIm1+NWz3Q9H1x8Or4bDuv6BMJGzgJGcJfNTkoQhh9ehg0Ojfy/kFxuLDkkcT/1sKwKAZKnKC08sr6xht4gny8Q3NpxxC1DxS2jAougDydQUP1R1gl0IMrbduH1XO8zEHgrpGNrqYT1Rtx4BQiTz7UHk7LoL98w4zyYKKq5XSrm7m+u7xs3m072fPnlSzugCrdh+nNioJ3ZwsmlMUsArZUKbYdKYZUbYqAcR/Y4EXsrCVAXWgU70hWGJu4U0eIoCWuqJjKrcI6/eNK0zBKQ75yEKehTAB/X7a8dA/ogkMLPNkoHCfRKcJkIfomvhf3P/aL4bDv7/2WiIbaEt5HRxlBC/fbEZSw15dWnbQuWskDbvWze844vuZ5xdhFXInYIiJa0hrcm4MXFbODHPyGABhOhcKtwMfysY55pzLeKH/TEa6bYVoUtSBYompAhyLwhfQ4+FgRoY+uPJhpRsYI8J92tVm7S4wOzqsKKFjLzaPQD10B+1xY4AEAEOv78LMHCELqkkkGSXUyaY7mcyWCzjpNlifHXfxN3bRICQHTTak9smdGEkAdAHL8VGN7HwcAyBZflh0qu37ntUtYu9JCJKoAIXMh0sJJ1f0jCNpzWcxMTiLVe6ibFZA/xDYGWEVi5EkzwtWSfD05WantXFjIE0xoOJHiP81SwyjO3n375+//7kVII/my3PEsVRdCSpOpB6s6ZYTCS7nXPC+aQDqV1UqaMpmGD9+vST54/0QVcImMhFdtarlqwXT3aePhksV883N3YvbjpHxzJXknVjHeN3eWCz0E1SNcZ2da0DUKz2cmqmd2rhhRC5JlnCK1Zfrp+FOHDVHN/qWLGzLZYU5mDruuDE/d31kDEWHWUV7qYjq9oyZiKt2kW73hgWM5NiPoBcLHr5aq81Pjs8P7rojKOF0bTQ6Wr6VNGpNI0fWkbmIsKgRS6+jA946by6vmkSa3VvsBII2noAqMp6/WixuAotu7Kytbm+AyFjaXZvzXSAsZLOp08noRon9L6V/Ygen5wFfFIe8MpkP0NBO5+DowcHARBos4Sa2i2nbjKJCnURB5d+Cluw1ha6FITuv7ct/KKFFjkmPKT5GZjZcysvBNntePQ2J7A6OcaRFMya6WB/OjhT2iJjbL0AiugrmlI+BgnenTeSiUmbKltiTrjhhEVVzz1zSViL9I4LdYEhvBNSwoEZFMzWRfGWaYGtzZ9IFmMvz4Ag9naDxYT6w6IEfEScBmOWSjsgskHGRpPsIHCo6fQk6xTi8qERwSVaeQ3zEjtbpdsaHnBgP2AUsyuyW5YBQ1L71V2+dJM7dh4Yjgfx/Prj5QQ/WmwtdEZAiqDAHu5wSffOdO226e55TeVSpt0fXN1cKwkJHAtpc+Qww0GIaVHxoNIpl2/IlsLChXh5SLeLCao15hiYAKdZHUIfHpIzYbEM8BTzdxrKLzOF4tby8rMPh/eHR8eVpWUANJyUfhcQpJBygLGGBxWY4CPo/JIKB7N1XXfG0WZ2enrMrpkmI6Pu1f5M54xUXn+J0+vOwVkjmqysr+6srW0d7R817moYBnfXCo/WtyedyqzPtUuVP9oKQjKHwYfEX/BWEfkl7lv9Mzmos4vxAxoD6j/d2Np98dGLs56iKUUhYCed2+syZ2TU0+53qJ/N4+3VSj55e3l0c7aPPfZeG4yH8RqrR+BgKjqk0dCs23yoK/sIdWWj4NKl4sj3by/b8VHT7JSNLi9BnPXaYmKsPmCY7vC2P8o0ZJaT5VEE8I9/xmFg91qQg+C+b1xvBt6yDdYmmAxRIfUSzfrMBpDNGFZVmT2xCQaVSsed3UdcFw6qrD1BdIagM5hJRqTzjxubxt7Ckpsf8I8f/Nf/X6w/XmmLTxZHEkqDtVCqhRaRAQudgIcDyKnFyvv2LUR0o5CuSGHCYOs3WoakG/SWurp/hbp9t315rdvFuAnQ1e8mg2+HsTCsjSGKOF/8uGLhThnQhAqHsFh5MNRxp7G8pH2y8QEGKDc1YsPQNy6U5UGxO4dFpuTk7Lx2j4xpjbko9CWoqKiiqZbwoa9RWMNzUOiekD/eEV7HGqGnF/8yoO/kZHnR6jHGed5lrcYx62P0Lm1/vra2l8jkS8EVjiTQn8hqQdTM9OwLDsCknFP+uaZnQat1NRjc53NWm+5F99pd6eOgypgJq0g3kiyIdShwIG2ieUYYFtk1JQyXKpm6ScVbTOFBj10hUxSKWPWByVU++/Tnl5f1b//wH6+v2wySMKo6Cg/allcQXVAcpdcEx0KA6+3g5ESNZPn5Vj6fARF6mArJx3rYlvolfE713vT7/csf3qtPmeRKEN6Pzo7Ptxk9u3vpRB8MfdKtVdKRUtrBc7rAUIyvxwCxgt0LC//a2k4HwjMn67WXzS11e+NYIoOaLhsBvQjFoYyB/vNnQIViAADMlVImHrXz8OyjV6gDry5OJJTR297cHCaatXEsR2gZI40WvjVKaxowMUYAlUbjzOr66u7y9mzQEGnQlrt23RpHBm5b7PWmJrUGsL/54tWX7c64eXxBNbUh0ED23es3++/ft2KTZ2ELrCMm56AUYaaJmAFDIIuHTXzAMUMTON68HoErisTM/jLOap3mwehQJU70f9SR/0qLFuDIHz/7xx16sthdKA9dstm3Ri32fUp4HUZVvM6lPNSeLEw+npuLUq1uKyRwFauFUAEkxvShPKzSJQgg5UCohWEFeD5IHZmcgLVzy9MN+41z/fHjGAbatAb/XVBS4D+AZZuoj2WDRKZldwLPA61TNAHfpGEGB3+q9u/s4ub9/vltPbK0umIVYstw74GRSGUC4XtWVGnUn0wvbgfJnB45LazIYQGkzGb4oJlMxMhtF35iSbxBm2KtkHMI62UE1pZExEO4WaVdq61PacuddNqMUXV/K8hwBdAwN+QLGRHka5VzwcvUIESxYE6JiLUFchkS0w/Ki+JxOAYtsC+U5NoBCnuJPc7G3RikdkRHUd1RRSKVonY9AZBuc2az3jRJGGXm/aCvPzInJa7RBjPuk88/+/LnP336/AkOl5/85JMQb+PJRUdWmMm4PRGczsQaXVCDYbZQOTi8aGrnmVGLoRpC+DUyGjTb92eT/u2oc3519t3D8OrJo2pPP7h2DRsAP+fqFuV6BFnE2UUTFFuwZPvRs629J2ubm+vbsLpLhUpufW2lVNAY08oeiAqYrBQbpZ0CPZ3hreIyiGnHLa2nyiv56tbV+w+x9NLN/fjN4fX1/bCJoLwPiikpFVPN327Vuh1N44bPn1pRqrX7K2lkKYNovDKaZm6bk1od7/v69uOPc6XVD0eX373eX1nffvL8BW/15v7um+++M4cbeTl5/yz6ZHSOvAu0GgBPSOIZH6FuTPkIA0RI8aGDZF6FkMYF/hYbD9lSYi6KFWZ3M7WViYQTVDGt0OrTuzSBmvm99IQBFgwnkLw5lNYKR57m5mJAS5DyH7XIzuIdqhXOF6z6sNkPF0T/RLORbOQsyqLQzK65dY3Cz1NPGgmtf+S+8ysruK702y2uLFcDo2RAEuW94mV3wLx1ImCzNEdAPNJGp/J0RC+3dndLUSTsgmU5vg4bDPY/IGSRW09Tf/cPP1xcz8ooOxNlC8lkKtXJChlh5klpWqoSt2DhKGtAhubq6PT+8pbctC9v+rX6pDPgYhen0cpgCKG/BViiIvn45AqpI5MpsX94Xq32S0vDSpX6JirLK9AXVh4+DdRRTIV2OrW5/ejpk/Xp7CVK+/dnlwCXTLPa3RX21WhMm4aEKL1eBqFkqKy3Sg9aVmYTIkkgbCkrGWz2ET1kcgQSAra74rdGTwXvyt7u1heffaw8CdJRvIqz4YuoztvteiEGxLn81S9+zmUDKc9lpmKarRsSWB/PhqV8ITnD8DXSpxmzaz2ABjnT2grPPKpiqaqdjrnEU0W1sLO3lNyOF1KjZHbUwnIkzibaMUoPHlBCMzZi3XHs9LolvijfetPqZxh+1bKnQlyi9zQ9HrC9NHc6Q4lGwkCOEZrNk/fs1OTI+iq/ocw6Wnn00S9ua42bxvv7FpNbNsK6JQgaO7+8pv+VLHb22G27dXh9lS3vlrd3FFRjZLnV56LDzBb+KWUrqU530uxfv3579P27AzZaMlOgybpobDx+hoXvrtaAuF1ZXifVC0QrEd/Z2RGxbbfuF1IbGvOQ/34PlxILWS01I3M0SOrg2m4G/NHuzp5fR7LNtLR8LuRhvjV6NiehEgIDxJTa0J9FhIBqLdTDMQ62OdLVbY788dUOC80Z7PxTHQt/xrQVjOkpqgMIv9VhZjSn7Q9wPIQyDesPK8otmf+dVH/aYNCFOmWLIcuTMRnAEZ61lgjaB6FMjUfSVo2rWuOHt0fbkXvpDaVE5aVQGzuews52CIqJRUI4luzgF2FtzbpMEKxM+uXF4V2ZxGQp3p/EGkCw8xg34Hp/zKr54osvrKgqr/zYanV5q7pjh8UEY66tqEmnulxOuLZocr2jE3PoRF0IzT0zZ+f1tY2dJQ3JAs/yOJkt+IeTam19fW1Pq5zAnlBv9D8cXret0JGUdVhKE9fizpZ5JJ9K5LgBNM0Uc1Pb9zCxc8GDuLz5ZLq6FY+uV1e2l5ZSu3tr0fjP2t2r79983x/cCyslE8tB9PMhuHx7c3V8uG9GadavQzOBaV9sUNra7NKbDtJWdRy7KYYmZmGGk0kBA24ISXq0QsD9h17sYVzHOpOqrK5vSHm1ubED5MtgtcPavWbByaWV0s7es+drq2cX9VShygi4ub5E9ldagh+nPN0s9v98kaNhblPHImELLqbBw30zcCSZFCxSgAdSnwr0MuVo8eNO69sfbttvL266MZwbMiSefjyC0z2VmK5WUvJ68cz4ojMs1rtLKuGPW3LBZ5c3l3c6s6U3955ny8OL89v944tvf3ijL0Glsn5daygnHertEdXIVeVxv1CqKlPAr/vDDz8oBIK7U9jIXlJ9ZlDMwlkNBUT+SWTvbq4FaS5cOlGWBmEL4NnADTIXejZB8NUJbHCmgi8R4mAGkED7e7Fvx6Jn+rAu0ZbF+kP0/WnZcZ75qRbxvj+qk68s9MoZFp8u/kykYIVg0wJGMZPNCTEWJ17ZgaHPkoPtW+ADm6QpzN2EblLm97kKCbu5XTW4oalm9CyKrybUgIXgVm/84fDs/PL2o6oeFAiSLCo8L3UoCjQ8p4yJD+9QSpy5svYQKd41a0x0j5Rn6ZwhiTYP6AVY33zTVyyVr2xsv1rf+tRdwaOYU3YeffI4E7+tXYsWvPr4aSz2El1XNgvRsESO43dc4O5A1k5ZvUYx5BHFxMraRuiu25GeqeuMg+J3ebm8t1N98ex5vrT87n1otXh6chVNZvlqYns/fNfotTYf/et/9sWnL/FOaxcgQ50YI1iBCWzJzoefV1oqFFc0qlTPyG1Al7W9vfnpZx9j8KzV0eDBNDwX+2ZV+l1G++zszG8wy1KaajHNH1stPR22r2tXR0CkAappPdfAp6M5n9K8DPNh0OnV7luh4nk6Q+x62+jc1NuqQoTkGs3GQ0incFfGtXtW+EOjf3V+K5bEItt9iDdUd5kROtZC6PU49exXYmWLtAYywo4YofQ2no5Y20luCGSAHd4IFCzZoUdm6Myj59u92ep3+68Pr8Wh2LZ+RpiVVX7qEjt8wGcAUXkIRz4Y4vKf9kKsVk5QDZjEBiuIH3t1cf7h7dur03PWou9KyrZ6I0wrCP1kVIKcThPNRuftu/dvvn9TWSqsrlR1TAC953YGWy45VVUthkzBtIyQjAYmkktitaxWi1D5gEjX17ewTAG9GG6P9TUPfFv3g8wHQLrFx/pu8OkDybYiURtbELm5gtnxUTh6vrlP79hd7BgK++HZBaPrj6/hQCHhwDQWYht+rNPSQ6ajJ+kwZxbZNQEr/mMuiM1JNgYZR1Ynef//sXVf342uWXrYQSITIALBHKpYOZ18OmhSa2Ykz0gXsrTs5bXstew7X/gv84WX7TW2PKMeTXuyOpzuk+tUJos5AQSRCRAA4d8L9NSMW/pONRoAAXxp73enZz875PxcrvCTgnNbaI4w30kSACSTc+9L9bS1o2+COi7EbJDYuYX5UIuLJmstZHAAEksDgK6yRKAODssFWxds5riiPM5l8XD5Y2nucQHz0ddPX0st2vHmZpYf+PNf/TWDv7q2sLGIHTGajtRx/0CjPg7Xq7V1wcL0NJXMib/5iPgjNHFSYxFp6DLBpzdw99Vnexoq5JkFq8DJysdG16WS2YXSPAOH5lIUu5DPq7BXq0ORvGkR7dRUqmMYRsRQDku6YZkyexe1Ye2C52eUQPruncebt++CbLmVU1MlrcoA5AYfnV/UDo5OXGtpgmbToBVCwCbGm7XT3e3nR3tbmskU4lSOG+bet/RNQt0nMGZCdi8vLyJGy2cikobNfuocve50rFGbOtzbE9pcDaYLpfVHj57oVX76fOerb79d2zwHdLWcgzi6bVjn4dwJxvzKsgKN2jRlGEeawcpJ28iGhDg8gA28AoPkYPenM1fqJncePfh+uXJyXnv9dj90uCt0Tke1W2oMUwV1PziuXJ6G4lMy9XhjkSXB1kDlOKX5ksPOHZ6cQ9Yrnoml2/UGtw1xjSxovrg4owccb3MGTlzeJZQy87kZN//tmxfCDUlIGmLQFESw5nGcm7furELlisRliVTmrjEdzCSNo2w2aqHFjeW2kdDQuxZkSV2WZEEelMvliUUi6PZiJfaE4LodpNhG+r1D33zLy3eP4Vf8zrgnyvvO1xa+MN7MYnfLwj9baJOF6rN2BAbmUAVi6FRORZHBMPo/9ik0IVlfKJcwagyDpZww0GEvipU4vXjl08YYcSH7vXJTbUkmJIRdF5deXqROzOw5nV9aLl/0i3MlswetRCZ0anlVSZHJmChQ2N/EHIdlxfTY7lBCFjCyWXeeAMcnpyYwlCM7P5NoXV6KlStvBCJG3sWivdjq2i0WwFA0mTgpnzCNagpwJg9ICsLDwMWmDYYInRXGP02Vq0ZSyBtubx9+9fWri3NTkJT8MJEYR6rsHLW877x+vbMNolDSItu+gEAOTV7dfsuxGQ0p9Gq2ZQmtE3qtFzLpRaw22Zy+QsWiyKw+2GieVqPw40i12y81iC+sLX/y0ScB0KGx8grqopEOgIn1/OLNV8+f9Rp7RpWWgSy6/dKsudMhLY1iyOwwkznAEB1dtTUVOTG6Yqhh8cXLM2V/kNkCGvRRMZtXrVNfG756/UybPucNetDKHUaxBe6AxHmtEUe8FIZ7sUhhEXSmlkajc+mNVcwlglxSlTAxcFpdaiqmQvrg0QOUeBa1N9u7WGoSfcYMDj4st1oya4p4EtSJ6cVI/pdffWYU8weJj4AATKo3aG06ejXq1UeXdUAHhbPGRTVXrCfMfdATMpOfUTVQcRhwSjGklkQS5knu7my/eFb/4fc/fO/x99dWFlACGisipL1eypnmIPIJONqBOQldmgMFIUrSm6z+5JTlsKAoBWSKSUyTJkeqQg6ZHS6cbWIxiBFzQTeoFifK+544nSDL/7C9M0feCJnrf6JaExXyvq/4fT8lXe1NAUmIZsPUrKALPkD8HIG0rOcB/0MNQ3v5VVxhR+6YGoe3gGPwlWYtmgwZGkJRTCj5YpO6CCT0thDtYRY19ykY8KtWvypZajIFjtrBCBkpSLIkCu7EscPpng6ReYjxxnZJqNwJ1EuuiO8qEJ8cdy+qx05wI3a2urwwWxLBE+sLcKHhqINtdYEf7SorhF1weOCNAUeGVhpMuX7AGHI+q47CEE1YuSILeVwir7cPXz1/hZCH/xkAndPxRq05dq4jJ0en3339bae2OJMemcJyeobYpR+IvnkYfCxp9ERhKlr62S+eP3yQW5yK56ezcwtzcJLS8/CJnChMS7p4nFVgDrSWOzl20IjL6FRXc2urGZbb2UJh4c5SJ1o9CP6b1hDDfpfW1o6Oa4PeFBfGdy9CcsnFRasxKOaSYof49Py//de/x5MwrANwlikG71RVuXf/9kuzu9VVKyfCdy3HN9ZviD3M+dg5PlJMx19tqcI6qc7qUipcDi6hpUhCuN2q6AHdAwlBfJ3sIKrb5fd+9M8wuJPm7y5eSsdyzaVBQ2LD3NkxJ9HlIHNyPpiqHstqTkfBUpfcLnxIyuSv3+w3z4+nEevEkmGYaqeH9++s1lxcWtPjBXwnNMVHSFukR4+PtjnPYJF3NpfFPEopCA8MYAeZdcWaFweiDIIKTyLbo2zibMDdg8YEMIOygkGhWYQ4UJE8hVwgYAk0YNwYVtcjbfGOdoCwWofyZbgX3rfYMUQ+SdxtBPfdoyfBHoy9u8mji2bz3AxAP0IzXUXOsMDLR4Fk9ZP7DZF58AjHOwr/b/HWjR3KzcZ8pmkR348Lx6FliwxDzw5HLqY5PAIlRQh2ozcXWC8pubYOjy5pMGSjEe/9OhIyYUhyiKK+V0snqQ/oRc/CwdOioH7hOKDmDdyOWfuMsMNpAY0hyIfwMp2krbKraA7ipZsuNdWfHrZDxoxzGSo6w+Hewf7hAYddEtgoYj1K1l4/NyS5YnrRCiINNpfbCJfBaZ6K5iwt2jeYZtEnFnpOLfb1n/70p19+NigWk3fv3FxX8RxB312eVE6kxKlcbu5moTg9V1jJ5Zd6l5Gjdp1qCYiVf7Xry8weHZ3E42cm/UJ4uH9QoV9//a1FKKwNlE3LXrtzdi7gBrorYeE6r7dl6tfWS2sbNw4PZc6bqsa+eH6mlbF66WrEXEcmfdYI88WFG3Pz83fvg5v2wWY6V70TabcBvsy1wCn5ent//7haqS7MrWTTQK9NMz94FFYZ+41Ot/jclkaIflPfhDPuejoRM282K5UZ0h2xyzmTD5Ao5G/duMkROtjZPT06JgPNdhgdy3RnC3N3792TRjQ9wR27t/bQ1EQSUCkfmamOLcMq/90zoL4kLwyMRAmPYzZqXe+dlEPbF+b1lOThkD0QsuIkK58dFGaTROfVi+d/Hh/evokDLMPrMAXIgqqKHUQTjKqv44HVgV+xgifff/xIg04U5liPSMLw8hT98kl8Yi61uymwoSSMBm3x3JvEyyPXjrn2J4gEMrC1teV92zv5m7z0yYnauEYTvfBoM6+AHgZ8jGmCgi53Tlrcm1ckeSzKvL2gKGGUo3dQtVq7iaefZTJt2qwicF0ZDX0zIqcxNmGGYWm0L8yws/a5FFZ/qg4iQZGoFyktl8+4F2JtoUpgV+WIhsBZMxHnK3QXeeS0+78A2TWTV1lm0GvWO8CWs1kkU2sba0twNr/qvo4YsKkEhfJoRPEMnLqM7bz8jAOjWAPdk03H+QN0BuOl3avjsvRUFXGkZaqQXcgl1qNz+X1zPnFppWQSAeQCb6Y8bxhgxY2PzlZ70+WDKz1Lm5kbmesHqdkfOJm96uvjQ9j+dRfouBHNnPeLK9E53tDU5ZmUNDrLdrN2foSENTK/6EoBmZ3pz5KZ0YDEEbtqZCA5VSXHt4iZDec8tsWZtX85vHjaZytApIt30kut8u5nywvZ49rxbB5t33AaJst/ifjboxMc04ujp53zQnFuRpuGLAxHeWazOD01W23fRtu0ffTBF0933hydMZsBpBOP3xslV6JTyGRyc4nFZb5GN3p9pYpRtEpZ3UIkyutsyVnKyGla75y3iMeolbiq5eanR3/8u9+Tq/nlF98KYkzlDQj7Wvv161qhIOcZMN3Li/fqiXoiKkPjXmbi2cII78FM5NmL17MFhZKZUSy9t38AQ1fM5K7q1d1oM4PHEicVXPTxmMuuP2pVWnLfRzvVG4v9ViH26s2OtRgosVJRIWC1C+AZ8AGcccF1Fwf8yfONm4/mS6vL65YUyR7LQsAAoGTeWLvv2lrdEUC1Llu//PKLk7Ojjz76KDbDvQlAACAKAD1RQ7+bQsCxulHX+oF51LrPzOmHpW4WO0O7g2ZpfSXmkUB77xHgRcPoRN/CHWSRQuIasl47zTi3ME4g8KoYK96bB2zv7jT7HC61qM0L21RkY22BNpLSrlqppN5gMBeXIroZPO4xhW23q4s5iDHf0l9noBfG2+CywYkMxA6XVwkAHCrjX/ifqD88m2zSVD4+a26Q1oPG8OGj+3fufyhcXCqu8YxbRrxn05dNp6rtIRHb2t7mxzOLeJvUH0REReM12mE0kp9z77nwjACP1KHImieO2g3NbnDIwfFV/gwdY6Nrg7QYLgP8gj0NdYrL1vReOJ+XWye8IC23YVJlfHQMi4ZRfDq+Vqu5LNlcQcB4dpY62X/r9O5s3rysj3s5pWbCyjM+Lxl8U71czRCjhqg0hCIhYA2vdbLh+7t4dG9v9+i8cgJtrU6nRdGQFl9nZvkASMg4q3jrjEG/4oq1JXM6lemBNOhCq1mc68YSnZ7xwMbgzM8hwt18/L6EnljHAvjDlTW0kPHMIJkepGauwTja9XMSx40UHHE4bW1Db9AaD8O8GRD84IQGGDgMPUhLzXUFG/3u5RsEt6DaFml5C66QLK218FuZzFJpaWNdAgMCr6cb47KJ+SChh1CJmgSEJQNBrVNW4+qikdcJ0BmMAkNf+bRTq+uCUBTlGfns519+s7W3Qyuk33Rusht7x2Xl+fXN9bXNuwo1JvqaAK6WQiihunBVF0pza+vSN3npQCnu6mVVe6+UV0PvZGx6dX3VHdYpTKBZKqINegIzFfhg3CN0/sXVmXRLHw0JY2EozsSPkyaQAQutW2MFIElUyubGeSRak0cvXUD30WWZiO8//etE3ybv/8ajK2O1dYI2v+AlcSd7Jhb7lj+57+HwstmxqASiP59hoIhu0L1/GKboM5Nf/o19Mb8cWt91YJPPkH8/K7Bk2wCzBCcAD9NTtKAbu/fwEc+N/kjem7CpM0dnmNVFaYAvjsPftEcJZdIrde1H4Ya5xHxOxhL8lu/kp+0ppErCJILQR6pXLKS5xtD9waAamloGl9oT5CXKgfKrnZwtPvv2i4ODvcL8/OaNm/NzmV4gQNPEe5VOhLEOhCJ481JlIf/Vs/cAcHWBIQuD1zz2rXnNU1N7W9/dvn0boFuvqF/GbWElNQdO+l+/LaMNY9PR5NJphfr9zEylWhNc5sF5Y5g6273j/tFJ1YDZWGKuF5ndOWyc1a9kvefXN/Oy/vOLlfMLQzsazdO5pczNW/OSCI2Lc9m6dDwN+jYGr6tEAkJFdQU5w/J5g+GLBMRwuAVagB8+Lt66P/Vv/tv/TvzpUnHE+EJoVbkdTlR9Azc6ViB8odJ0cKjfPn02e1bhkpM6VRPIEjlSvhl3I5ma64ldpQZxxEl143zpdXF485NUyV2XcrU5t7z6oz/4A1jpn/3iZ6/evuH0FkepNuQaqRtOmQmBF0DvcCG/bPaHzKFxNY3a+cKi2gOx09aWi/dk3qwIWksMksqvT23QkLCeBt829Cg5D4sUmQkdgWp7M71xQ5qCyIUKmxDAteU+jTWFwkw6yAGvwERDJOY46WS4l+OmXaLvSk2E2JuuyeTRE2++e+7lP91Itr9ONj9I6N1cHyaflIrsUSobzZn8PpNrL+8UaRLX0aWokc/jHf3Go1/TweU4Q/IwHBW4IP+WsQUMV2kEbuXM5yOyGlfTsT/8F38ctJb5h0oKVK2hOwWChuv81edfvHr1wtXkCWjBtBA6vlRqnqVyDnL9UrwyWfIQEqngqPanlyiMzXK5THMMSd3ry/qp64+oUfrJXhKRrggIIk4tSLatWZvqlArOOPScXJpEVAGYdqccd9CRkOp0duESwyR7UznEif1685pfiR69fizRlk85Uaa+k4oOCvmC7LCcoVAfsbZrqVeUOOJQQv8jQ4Q6pN9Baxr8ftAl3vfZvimJ0ZdvzvRB5hZWE9mvFBcgT7JtFaT6bD7+4Uf3zavF8XR2Wu40msCmDAaJCfcDAUV8OskhTsburt3VzGcxSmdyMLfQmPo9mPPg2Iz5oyYLZ1jYeEi2y+OgQoExoy/s3Oj2CktrNx88iab+w9vdw7OyqdWKVBmBuOuPrliG3NUIXYZmx/NXxyslu4CnVc1e0h+CcffgRDLi2cttx7Zxp9TqjV7tHfZeb0lMUWDukmhuKhpa/dx6JvH4+ERcvrpqYt18uXVK+LwPiMz2OFoxnikebov2Nz0AAEAASURBVK79uhm8doumntoAhfd0JH5W6shpiHIYhpKZ9hOc7fFnfSPk4txI3j44iwh4TI5Cfoi+H7cvv2mb/Pj4lv764d07kw/8xqO/+rrNE1+YWAyXUy5xokIsCcvj0S68Y7NHnxTbUB7Bns2fTEae7H2iyX7N5h1GTGjtB12KyQVxzLyGo9mF0bSc9tVJuZXjzflaKHNQFzWYdFbgFYQX3EQAmEh/+r3v+61mp3l0sOdYQJhcDbQasj1WJCD8fB47AV+OjZO0GerPsxuOBC9FhlEs7go5yceb80qBqrcgrhDu/Q6sTqgYJXNajWaxNMHUHR/tNS+qEKudVnM0PKH4kwsp5xFGJk3OnlcXrEyAEE42P+cIM3ptqx0BPa9kZalQPtp786J9uKetWoQdl+R0KfV5r6xtODx8A3YOKB7omdQP7WhcbHObLR+jy77u2gCbuL5qXFRqDsbIkbY4O742Pfdma+fN1gszPCgmR1Ha8cYGMNy6Ds2BYi1iMUFdLPZm7zzmO1lU0YN8MWo8QjIGgxNjVplHSwOUly6MoBVuTq/37O3h3ajFK0qa0zNhJVoQx966Z+roz3/xK4xn6vFgfDBN1qzjk8P8dOg9IZpjMrPQgmepUZUK/VQyYCEnH335+nW72yH8WoOlEHirPQOwey38m6yK7CVyoalhfCatwS1pzQpdvVeSsS6nuYnBXSdC2hkpCqfVmzO8PV5yWBUVDwNGOAJDHeFJdq+NQg8Ov4+Lr8dssn4ujDyCaQhSCznqMjpgnqmfImaWkyBsontw1Hf/Jjc9gE3D3fc4EefxG1795kYTyIVdE3R/oyQUhrwBannpu/5EDRzT5CVWGQc/1qbQze46Uyd/CoyQ4218cuFh8tIXVQ99jH6ysb5Iazllw1FSAHhwaiTtQV5TGI/j6jKmkxIu8XKG4xRmD4YxEWOOJW7G4yfvmT8JKdRq1AyaTiD0qeKsO+J/Sq1YonCG8ZqkkkkqZ0Y/HocLdps/EFyvQNU02ljJGaeq8m8hkhVYmDMZ8qjeHUJj8+Q1ujVqVVWiUMCbGlkp09dhSLcVRjjpYrpSTIrHMF+N+QumL1QbwoUY87jfzK+NkR7ZxcWNWDqPjKFaOf/pzz831ToyFfBg7qgfd7TjyzF8e3QMUZHTVRdYKRKQNZj9ZIzQPoidmNkQ7g2b1hYfs8dkcQHxiXGdlXMtuRUJD1eWt/ng4ZNkbjk+uyR7p54RVCgMdtdhNZAJ0to7jF0NY5fX8dQscY1PqYrp/2UM+a3k3hoqg2ahrLaveFlODMIje4WGJpAtRnvXH378ydLymmTAn/7pfzBRRshhtePoNluBpV4KPlyY0EBDN7Uh+2Wlke58jM+ZATrgNzpsOnN3ebXfrSE4EYwR/k4TTXT/gilRJ4LajGHUELKPjMWuVJH0tOdXsxouzg/26832rVu3WSG2S1AqRSFXFrQiLGeh3YeXjqLWHK1QeolHkeJfj0phetW0uDpE0aH6o4A6dinI9UQ1pM3cTafg0Zn6GCPs0d3xcW+OdxGcvckWvv1f2oRDk7d9zO/41uQ3LUye+x2b35w88Y7jn3zeh230zU49ASeb/MLkzfC3sSL5wOTrPkaEWHXvU90zU1ou0XCgeWoj+s2kdHC2Q9uWphTjOp0L2Q2IllFIawidkjPpBw8elE9Pnn/3bcgrGO+YzRiNqyCLqUhPpd2zd3p9M1CFQ12rIVzRIKuHkVJI/Xo82HuRjt+dnSvw5xbnipvry3fv3Kq2rmjRwVnj4AS8+rqoTmSsd6gLIQQ7J/5smi/78XHGNUzvWV9dc5lIMPUJOx0vJ95ZhCDV7g4sqgKejD64c/O3f/CJE36zvS/53De4kP9uCprkSSpVnAPOZ33jLRWDRj1iRBkWHZXe6cTBYXV377iDaDaWrjVwSXeiSbjd7mxyJGBTJtHkV+RsrSwpQ7x4ufV6+7R2GcudNJ3n3HzxdgkyUFH8+nV5N2QjUjl9ZJVao1xvJNKhQwkBC5G3MJO5gA4VUYyLjNoT23YazGKKC2nYoztsWRWob9y880d/NMuN/bM//Q87WzsUCdFPR92Dk62kP6aQDukwETuoaXTaBB8MngMndnEkLlhemX9y525+cdYC3WggVa43WhexQRvS4ap1dNhp6CaTAsnOFo3NNcJdo4KMP5tlVVKVFuXMZq2wUXU+UghUTfhZlAAKkNCgu6rWAZgPyhmEh0aY5Us7tScLFXwinKDzCj5EEGBBEBWhM5PXk8cgwuNkgMfJO0RoIu7jr4Qq939xS6bCoBq/ZvOBoDPjzI03xz8ZHojxu+duASma2JbJn8JFDhMKQ1O2jdpMtslLTFvuFnvgR+iRfycnRzpfjs7wSQ2Vq43lg6DFjgFdH6hkqK/magrMKuvz4aXxLoRWeV5aae7x48cnp0ffffM1/1eu6ax1YTnRDwD3JS1Zmsuuri2TCYgJ6z3fXRDWUqYIrbkh/ltemqdc2m/Kx4fowO8/fFQqLc8vLPWm06Vyc3kN5CCCPq4wm5svYarL5VO7LkpYHXnZY1rDyfnrM7NAuVfWY2wpg06t2wpoxfPqEYFqSpO5mNMZJCdvt15WTk/W11ZjtN6Iv5BZkqvJCRv81KhjdeCBaB/KdC8xfw1rkHOa41u6EroqJRn97YMOYUknMBgO5Xxka2d0PMXSy6XlD558xOeFjf/zv/zbVj+ea/YNb84USlPgecNplR+oAsJcWloX0oGYGkIl7+Iec5xKBYEH5lusseQsgAMcv1bOYQQn8owCuZGBoMtURb6H4Rpe1fPZ2R/9zu8ycP/P5Z/u7R1cCizSUsJMQVjlQ+uzZdeyfq21UaOewSN7c/nUnc2Vu3cfPX4o7bKJhUL/xGUb3vmpFqjBcK7Xn6rWWNdLLcvuWrOJEVtEad6ulvVY56B+/8699bWbMGwOuNXsHO4fOP4H9+5HxhXKgN4JGGhRe/DYT89+ATHQlVQY4E8MQzMlLNrNzqOHH1iTORNjHQj4ANAiPnTofpp4a2O18cs2+kMIx/fd019/YPKxyec9/42N2+KLEyHxlYkaUCHPJ5ozUQbPPfFdi6mjnfiBPuO7k2zE9Sh0v9p899dqNI61pCvoj9hpshc7AolikYwyDoXrZJzlx6w9FU/2jRy00zHCwhkiswqHKunAMxbyhrU/GVU61ApzfIBiLoyGp2YBv+fELeCxOCaklbU1MuoIyCjnJgDR+4H55eQ0dGVaDoK4TEUW5xeI4+7bbVzleIzKzf5RGW1H4sbt+963X79gj4/ubFBuroiKB+KvZgVjTvC2nbmrG/wId0/ixSnK7QyHC5kkUc0VFlFE9PoxIxORzZcWNx69/xFo3XG5ErJvc/Mun1kaoXoIbDKD6T8vvgthczHrzTevd15vPcOvOoSvubyeSRepXkiky75dh4meC4XZGe8oM7R6uaX5u7fvf/Ps7XUy2exczS1nzmu1P//zvyjltUuJ0iLCTP0qIVcZ7N8Mbjtnpx4tZyNiB1i1tAk+Q4nWyNZUAkAOFgFUVwRm7bWEcYOSEilu0vVwbXnpj/7wD6j5T/7jXxAdGAoaFGpz11PsrHgO1EWJoc1nG7Q1Ds4XMndv5tfn46lRNdpL3gt4psT1fGqjcLv10XLgHoxnUaS83ALeiOye1N8eVMqAWtDr+Vm14LZZVAcV/o+qsQzK6tJqLjUDXH+48xY81H2F4vevYSUGmh9eZa6uT8+OL2oGoQZ0O2XAmQFbsLGx9uD+B8DpmseKc+Zyq5kGCY+n877o7rnXBIaMujWddkf1llhPZN3n3BR/dd2uLoO2+FO4d2P+MLsgDxPyTaIVLtf09CT+IfS8d9/yC96kQp5PNtI1eTJ5892fOEHhsMa5CkflYGx+1ht8BnO4RfXel14GI6ZsxbNKUDnCdzWv85sc5ufnYhe1stSC8JgGyr2GXxxzw7bbLeo5H9fkgzp89bt4irft+7hN4TBC6TnAn8IAj6vBc7bSn5w2KiTqSq2ZESfmSiFGV6GWrqDAMCmOj+hc9qeePX21d1rHEvZ29+jp/DMCl04lTEmq/O68s3VWPmkLTuZ487Nh0OT4DF1HJ+ZQeZU/O9q6f/9hMgtUMG3w6NbOwWy+JAiRkVNQhGwIgX8iIfsnB+gg25fI0bsrMO53HxtZfXJ6yOD+6PefTE3P//mP/zKqlpxf2jsM9hBbmonL8fSs+2EYJwMmslDOGub72WTm9u07r/cPTSapVM4G/bRh18fbZY3Y0ykVMIXNZfkcIxmDyDWtZwTA3IG2RD/IIJAeX0q8Zy9IB+XxQ9CCYWC8rNEfqzNgRPCRYuZuzNz63gelXPq61/jf/7f/o5fSLxw62F0bV4GmX1/1Oq3qfM4kAdRoMjjNYfe81+zWJJyH1aPvqiJJdCC84GxRc9si9eXN/+i3nvSGuWdvzzJPd86b/UhiRm672W5hot3c2GQbq+XK86++UuvrtOsyu7/4T38VRA2xTdDa4NEFv9L05cuqsttcXhsGVUR3fl0qZpKpwubNNWDK0AikmTHcT408YVlwzO6nO0KXrJWuQBCbMU7Ch7xJ3Cfuuvvrk8IQ99rHKJIFXUrAo2sbRHksZr7rOVHxeX8F3vTE521+8N2Td88n7/jM5J131sZddlRu0+QHWR6f8dLj5IDtxVeuWJ1/KE9ZMKz1wiYpS0gH7Fh8RqRb2CLwUydRzmjzv+oi3TQyKCV7+P7776Mgmkml+Rh0xs+xk5K3TptweBmw9brtC7Ob8ZvzrZLnFgznVj5/Fo821VsLGViZwPIM1VppdPgEYnT99lLS2v7cE060EyhF1rDXjwnsE+Vy8yiAasOkLSczoUbRCu2lTRp6cXEhEjubKSwbhLm8vlZYebCw/gBQ9ToS188D+Dx250LeHdEwn9Blmkli6uqs3VzEUMk8vN3ZdlmBMn/0+/9qNrf2+tXbk5NTnEhW2UQvjNF1wGpNFwZgFufwbMYwHCg59fq6HBWQV25urK0tmGXRjHVb5SaJL3erOzttfubNm7eWVlZD1TSoTazmS1or+gZlTS2UioypGdymFUY6oSeVSzIG5YGbhJuLwDB+HeM3N7q9093XpIpX+vj+jT/8ve/9+ddfWeC0ogj3JOpcB04BPO9gJCsTXJdwaThX3VHjqjvqXVxV9tExYSEtlpLFxblquRhNFaAXB9NzydyN6onxNzDLGW4Auyep9fHtR/NzpZOj/adf/PLzz34+m9H2jzEue30VpFNq291nVgxRsXeQmayR8SmsMxEDs6OJElnP5hD86udSoQHz5xtPqdKDlab0lppDlQ3ThVlix+ynyImXDvt3f0+iPMQXE92QaCa7nt9YWydIeLMODg4M57I0b25uiiy8abOeTlTOVbM5dd+a6ImXnkweJ5dl8txZvHsS3kfkH+iHQigOLBHay8dl2NhiuLbuvl1MNs8dHj7Gyfs8Iu/z67yvqQVlfJO0gaVaHyVqCLReFN6OvJqiJ2YIE5d/57d+V0FNatw5k3XfdDTYz/yikyGdqrQOTpHOmZNXH2A9nPyl3tH+qHxWbma6FlQWEreOpNX09IWu8/TQLQntTL4VTv7y8s3W2dFxK5k8xLPEgWHwXNB8rrCxedOaxGAZ8+rCOQH20+C69TtrWoibrW5haRNL8N3e9cr6LelL2bZ0asZhOEJhEMIPX5dLiE1vNJoXmn2uR73S4sJMrihxcrB/DCny4ac/KJRW//qv/3Z4dGRuMwaAXCobaD44HEB0+Ls1xzTUKJuGzp3u7WkdWl4q/s4PP1lcyJL11VwEBW15NI0cXB/H4f6wXj2HYTeFbj6/MEyFjFBAttXPcxmJcutYy2yaqwuZGIkMZFsRKEnoknr9HGkwPKm7RHt4sBxso0Lfe++D/+V//u97/2vy5z//7ORUn0jWIsnU8WHcIFzHcLEhz2XtDKwLM1NjuoCV1VVVOVPWIBKsmuenJ9fReiw9//bgVWL28KA83DtrX0Vnz1vySdlHT967c3OT7MSmhqVCdm05P3VtKBu2lsFSUfJDbkdz9WxyRtd3ASoEKm81XqMhsfRwxvjJFKieMHsKX5aiMMFgwucXVzO88m7z8qpumPbotLO+vn737l1Ls/vomjhkQkV4SNFExGkCjXK/LNBCMB9zBWjR/v6+R0Nu3r59K1wnh9TeF91ij37K7WbH/aCXfmryxKPNZ969M9nL5H0/7qXN1+1x8qZHy8HkBx2JjcL7ce+gPzDKkYM3cNdSYJ/QscOYSl0uu8B9Vwat1XE4ojJR1oHDq5lKFUhrk2Noawnhg+wMloygP9VazS+a1hicVzSf2SzqBe87JkdwXis6f90yACGpxXy9xu/WcwojbLbXzO1ZIjGvUAJIEudIGr0WsqCqCNI507unGr8N2WwhsnBx5xeXbhXyidxqdn4z9Dlws7SUmJR0fFI7q0+VuytrCaOPLH7nzeFF70yBp9k7CBSBhdANKpXM19VtHQaTRzXSRWv15otXL8XAyyulXOEOX1Nv8aP8/PbbfSR/S2vrH376ydbedqfbMvNcqAgxwjXmn82jNLjq1zuYtweOjtummnyyvzUcvH9349btUuz79xcu6xeGuW292T04OFbHPw2EWPCK0XnTEcnK9UhPVvUcEgo0RlzW6yTBEnhT4JgKYwg9IXIb190LU7o3lnP93hQk9crScqhUpHVh3c+ur/9PbWy07V/0vhQkOjvs40owLi/MEd1JRtpTydQwlhuxFSF9p6Ep9IRBtUdnYHKV8ODcOSCZleV8ZzDTbZ3ojewMW7TIRMLLtVZpNqs/JnK1MBu/u1QYmNuA1tP6vrBYUiVDPj6lohHFMJvx3B2c7V7PZGKDqVateconDf2A2Xz/asax7e8dHxw1avWOdHgyhZO+NFdamEkWeNdfffWVwIYuTYbfEFD3NAjYeDauRxpFwDwBgCSzEGoPHj/66NNPdnd3f/nLX9KlX335hYtDIe2QBrEKZF3Q3jWx/L+0+Smq5S+TJx4nnwpCHTQwIMtsntv8CceBz9gIIQyHs5q8PDv/dd1JUBOyd+P8XezunU25AQfx+s324cEePiLwe7GQ3EH5tLJf3ZkrlKR3lQqpo1sdh50LDeiGjUUlf+xPOoET6Sik8B2B8+eeuusImH3j/KicSOVhbC8vzmrlYzm0QcSQUMPGtewEByGUs+RvoObGVdQy1lcuCe6NmZzw3HSO7ePKwXnjoNZ6/8MP8qs3Tludr776emvrrV0LgndOuqurq+9/cKPaHnar9bniYqtbiwyrH3wwxw+CBnCZFJWj04pawUdttUYs5OHR27qxDKvzgiaFLKXLR48fb23tAMN9+v3vEaIf/9m/Pzwy2SaZBkgT45lazm0JLgzma+zfl/jGsUHvvX31xc//Znaqfmsl/+TmSmI1f5HJ3t5YYrPPq5fffPNma+s4MpUZKKB3e9L5qyv4fwqrOIOzemBhdkYLuVTAasghi7+jljkOWgAOcts4AhYpuKVwrwLjy1Hz6d56oXB7ad4U0Uo9FLcMxElqBmOldSTOWsyzcCKtbvSio0gOy41oCoZ0RqN4T4LWkj1QDohpvpovrZxUrtDCtc7r18lCKQvSkW2AyldOl5cJfDbST01dzS4vQQgLgszPUwlBnijnwx7XL5FO6jkYRm7LzF8l24xcZTeWngaqG07x0tuff/HF9ah4dNIBjkJZOTObuHt/I1fITl0blbvA2dMA95Of/ITMfPzxx7gNyOhEc0KoMdYowuMWw+w6OzVT8nbv3r2HDx+66d7xXQ4er4cikTd66E2fIZy+ZZsow+Rx8o5dTN735N37Lq3nRG7yxYmqTD45+ZbHd296oqdSLiyo/aRqHgBG/ej/+D/8q6PDg2+ffvvNN9++fPWaNyLjx5dbXFh0l9gER+f+KncGWm5AIYvEyOyQVEiSJBXscEFeOhlLfaFYwH2tIigz5XxQ0rhGPZQs0kXD64zRMTo3ZazQBlUuTssXsPAo/CQQxKk+z+8Cvm5pjxdbS4jht4RAmQ4Bs9LuNy+f6445bza+ePrN599+ewiIaZAvo1RFIp5dWF6TuYaby+SKqUQGFT+JEU+LOQTDulME3XoEaOrSyj0jocaAp6nbd28ury46WjkjMhIm7qaTKytLD5/cB+Db3nmjlClPpDpb1AwepiFMF7PKJlhbapFkbAQAMcJNWOk2y9F+K9K9uGycN6+h3CMLUgvZPJ5X/n8hV9Jmgr7mxvr6vbu311YX5hfzt++s3dzEYU/LL0OPRaSrLUhdR7UHjLF/FZicGBC9D0cHW2XwpMrJxbmBFOXaQU8zeVNcHqaVQCHAhmNw5CMg4FILk7wIMapFNcwoGU7lF1bjM3nNnZ5rLjIYWA6fAlxH0vv7lbdvwRpRa1gTELlIiHVvrBs3LYFuLnJrNLzImivfxbZyjGFFt5H0mIguZEOUAsIaGCtxc+GMk1PFEjVOn1fPv/rqxee/et67UhfOF0sb9x9+AOcib2Gd4KjJGpFLdsMCYfOc8EjQ8c04MgQmrNXjsiylslnifEZ0QEmYnYnvR214dJ7TAV+cVFQ5kDRQzoZWTLZ3tsWT/1wx/KyN+fPo8x4n2kIUgzSOD8M7/mQv9m4TRyQ1kwbXSYgoF+EAhSVp2IXKz3/2sxdvtlDtasg9OT6unFcvqha67oZE1sNHgWelWuWNqGPMFGciaUF/2c+FHU9dTzIndsYJdz4ThXZ6nnh0UT793g93t15XT4/jo+vk6g2ruU67aq15PTqXtYtqIw0p81AwMeI29F5ehrmrojxn9etG+1DwieYXFtTUf/n1ly5WyQyWD9/HyP369Wsj13LFGg4W8zUQRAC7glo61POLajE/axUWHhKZGYKM3yMzU2108PXOL8y9ffv6s1/9wgWScUL+D7GmY9VLvmiIAK+v7ty5/Z9++ne4wGaXV0MB9+qq2lBf0/E6s7gwXz05QKM+TGCiuex3Z8U1e9tvdoGGHUecPC9cdmJHx02cyvNLm6wBT5grVSmfvnhxiGLp3oP1mzesU43ZyHimN4G32LtPOG8MJwwHFcaPE2sL88RPVmXiOTfPy71WndVJzOXQMJQbTYimLh4/hYhZxGpGpuORVPjCo2cBiDcujWCxdirqdNKJoUQCrg/uV7V+8nb7mN81X5zHVSQ7rdlV4p/bpaLRqp1HjDXs1JvikkEVVmFsPIVdMLKz19Ozo6kcLvLIVOJGPGJwnSkV6dno1t7LX332y5NKr1C88+T9HyZT6+nsWmlpbXt/p4Kb1pTO5VUMyKwQtXFSQiOb6JdV+ZM/+ROK8d5779EQEmybyLRcs6DITbHkh5vV74tjCSTxsI4/efLElSBsNn/yONEff7VNdGPy3K+9ezJ5f6IhnCY/S1YnX598yweImeeTY/DoA5OX2tfCyzHER0XTQs2Vjj1/1Xv28rLVmVXbwSI4jUz01u33Pv6Yy/TLr7577/GTTz/6Xml5/Wd/97PzZu9HvzM/aO+HhBECe/P6Bv3K2bHCATX1w2enX7qX7ro10sYg2Ar5+AXnZmh0isRdcb/V2uN3La2lApq4voCPKtBrRYCM2s2IDGYqvaZZlNEUbqv+ivhWlufu3t7Y3noho7u5WqrXYJmG7y/fjG6kFmOFrZ9/vv2fvp266N59/2FvNEjlkhjp6q3o2uLSyYmBAil+EahNrdk4OZUOrDSNX1ZNG9PZCIUnV2Sy9lgaZGjc3Vw2jQ7kxo2r06Oz518+HU5hl59Vj9er3G9npq4TucTcSrFb0yvYRWJq3rJGgrOlUhEvMpFqD863n7/Z3a+dnaMIFwvcKRSXlRNUXi8qh0f7r5LmDO7fuf7oztLC3GHUXYlKpVxU1Ww1AY34aZq1em2Y9PN0aJSckqUgVVII2PsqF8d3HvyzXHzqyy+/bE9tYxfsDix57Tv3741GdTn0wtJqIVd0RhfNzu5p49WbXXcKj8f6+kZmea2fgVutng8r2iKOzVrrd2bSU9nMdGroGE6PTk8+++zR6kqxXt/qtPcePYB914V5fHVVu1lcA98eXZvd5uZwVvKp5FIima9cb8Vm188uLl59s/WrL4+/fdY3IerWJ/+iPChsFBbRTPzdL//y8GArk01wiS/rB+noLBM8aDV3dnYrJ5C4S6Wl5Y8//lRAUW90zs/rudwc+0B+PLpT5UNsVc0L2dqj05/+zZdqbqwuKUeR5bz07BqaiicbMssqictuabqI8k41oGUUinlFCXzLPfGqZmdAwOCUXAPJWAyTmEDkciFV/Zr0HF2YaNdE2SaZvsk77JRdhveBdbKhddUmewAVGiZFSTf86Z/9e2pHrRlNRofc8xFVgTyRCTHQDvntJ598orrqVn322Wf5uSl2M5Ar28Tjso1M/GBUqYYpIDQn7Ix5sUlkKJTo81fKMTJgVmZhRpOCcgfby7VAzi0ZqPfQ8ilFZr+RSO2k3VRXEGZD9cE6PHpwZ31lnmdnpJRClnayy/hQ32j5dDcaz3Q7Fw+e3H3+4sXB8f4wESmsoudadZevL820O9/b2jsltPs0F2BBT7RECOdOBpP+B1CZY3WA4YDHvNIOcly6CPAiltwVJ7sImQIgrXFx3Y+mr6aNAUxmw8ClOXxwg6VBbV/qTZ0xEGKKlGRE8Bxc9uR28WOppWmDN9IplTpj6lV2Alm+bNAosn94ZDxAu71am24dHxkOe2QaGmJDwAqNnGCrEpOZ3OyCgRyjAMT+8puv5Wu0ykaiMxxgGUvr+ofBls8sLi+BHVjU2XBXWCnCiaDE0AYrui9lwyAgora4hA98gaiBaEFw//s/+1NcaLyKhXlxuVIvT/tK/uazX31248ZC7/Ks1z2aGhVv38pnZ/LLS4utdl9eGlmReVjJWFZ7RbV+HI8161eQDbGjs9OtN29dxu998nE2t8z0ReNX+3tvaxdya/vmgV+PcnhueEZmwZGJequVVNOLx7BG19o7GD60IhMAx4CdlxPO34GZcO9efPeMLpFWcZ2Qhx8lN2uT+yHboOLCa5TdTBccmpklMS3zBBB3e5h7wgiLCUbKmDQgfH5sXsLTgEAMeGZC683f2LzpGk7enHzg3cfGUhq+ZaMjkycxGUnRORgVF0jtZ9KeweCenSHswpxf1/5tkV6c1919JcloBCEL6B3nxsQGkxdURh4vJDH4yO6lkySIlgHPQeUVBZwS2aqeN/XMRqdTlTOVSnmbWXQciN3CpJUBkzrUVKvaKJkKRG81QkGuNl0p9xqNs3azouYZW8rMFcF4eT1nfW1ynebm4487w/qLXdPR3rRMNWMotYBk1RO3VDK5LhgSr6QVqc9VuOrGNNCdYJMVPRy5hrhxwcYZuWoMqcJ4GyXvbBiErLBdKmahGAJqUZ9mu2tQaSwbHyL8iONIYUnRptSpm7wXunAJTsBXJrrJmMilT+HOM1Gqjh91ff0GTySfTT54dHd+Ll2rHrx+Dcixe9LtGHxmKXzw6PGTJ+9LiwNow0nKMQobxitOR191rSOgbG2s3nh4/5O1tTXpKcJkNAlkI457p+CCu6PuBPyjJBBH8MGDhzzzkKyfkvIZQ5uQshiyBFBk0ubMUj73k7/7+5/jUgYCA+lSw2RqqvVqoRUoUdsdqm6KkCOJrSxl0AjIK5rqFolWp2NuIJ+wC2neah+7ufDvjJu459GT1c3bNxBCvnj+Vmt2+ezCEoD8SCtzo1aRKphNZP24hHBhrqT3AJUA9Q38gCdlK/LRaeXr756fnRzTImSXNnksSGQ2OS0gDcIVwJn2CD8RZFiCExCfoOGtmpnD04Yb2GoM3kHmBFgESNxAv8zuCaZkrGBBaMlqKBL9owo5KgIwefTELv6pFr37U1h+/7MttrmxurC0IjI40q9ihEba0tuXtub9lEoLfHHM059//vn9uw8sA/zXlY15l2J+MQA0VF1pGmkj8RLKftzv2J976Tll86g4aFkn23q0ULLQMJVPNC8NmfTZ2SFi0b5POmMk4mOMRqjTtGQy4APkhPZ2XqL4XVrIrSytmk708NENZpMJNJJkf++on+DP1/OlZKYabZ7zh5oXjYtE2aSTcX9yGAUgGxuow+UDwVWDqRxn6qXa1Cgt+WFsR7h8Y3I5yLQ+mhXsx7LQLVqWM5PJhKMesi6TjmLti+6Fno52MpJxI5NsRaavrbqOArZ+qZyq1mlY2+C00i5XOBTwADNQLtDYyrg4It3OgLYIRLoKA6awCHrah/WQMF1dX1pcuL+y+pAxoXtUgi670+WLGh9BguIHv/vbgiKp4ZXircAuKb2j6MaZiQZFdQuoUyhBYQkbBKoz8l2cw7wfgQ90WhCHOk8RZoUrAMqevv7t3/sjxbb55Tuf/eLz3Z1DmbdA76q12yw5bSxySami8d1bbwNNdCZ94evyQA7HyU7jsQ68ZTN3795PXMdISOcS4XO30b188/KpcpNqEpBQrw0o2JerABU6r5xZTBy1XVh3neZit1/0i1NRyYoe8pU2kp16iHyuupUzk7wGc1xYMLTgaIV6spXFsh3oFcdZaUE4x553Z7WavlLz1WwlpxKfTUcNKsdOEpaNeILIA+4RXadNZ8RGQXOCCnHmvfSG+/9rXXr35J0WvXvnH5+MtctL2ztbFDVXR0OQUqJkF90m5aA9bgfPRTsrIHCIrCQPRBfSLFOR4vJK2hqSD94nfDXnhFlSwlVYAvBwv4Jwai5yzS2pwdmLANY53GQc/V3opZZUgG3D7m3pAge3izAEbVofNR9qGtWp0qSYgB5cduoAo2vLc9//9NHGeqlQiN+7vXZ3c/XOrbVbN5ZK+fSN1YXWtUJHAh04ZSwtmfW3aBeXYlGkc+0+QJ6ChWvKAgaOTAQLsFrKRgGO4gJK3jKDPVRY9YuyiYeGQYz6wivJuWa3daEKOjWUDWmMLruBIMdXVHVQEY2MFxpeqSbJQA978pmS6hxFlb3DWm97hzNyEYZohKUhFnDFMlG1c0rDRxcab29vHR4eSxPn8nNX1yVoeCCSRqO7s3u8s3NosXN5gZgsTlu7u1s72/xPXDKiz6PT08oRFxhlPp9XuyXFCEOZWEWOjaXaGk9i3DJhKR9NRrTa6ALrmRDMiWKYG7DlLJFxu83W3MLirdv3NF80W5flc02wSKFG1YYBUAYV69oI4zvwphj3fHLSPav0qrXheb1fa14h0REOrmys3n/04A9/63fn8gUD2p48ube+uoDUnuYY0X3ZtuOmVnqcNsZoad3wUs4XA4+VlxDwqN33Mf/UqGK04uD6TIJcoTaAiFEEw0/l6RtDKSUWWikYF05NMDHjk9QMGu4GJ2PcaGaNZKmmEyvpOAsmzrDMAfPIC/qYO82Pltkaa05oarLUU+DglPxnKjS+XcEWBXs19gD/6ZNJnw47YfOZyYaRiE2NsyGBZn4kykd8hRnaLKpQ7hUCMaDNJk4s3jb3OntWOWdWy9okAi/CWJED+YDbqRMvGB/4Fak2x2AH9iTPK+llcQ0tCIk4BisLJzsmkeBuem45sXcMU1463GI+3k/ETEDT9m0RDaDMCH5W/B5TJv+c7OPUqogBBAzJzSVXea5u/PrM6s3VX371rN5h4rmHWs2FMppekRJfZ7U0CBiEBwYFa5iVDQvFAYfsPw1BJsqy/zJUPUQHURO/zGeVvQ30NBoeM5FS+vVlp7JbFuquz61S0fagHR+lc+mieHl6NokG7PbtjWG3iWgQPPTyqMqKINFPorA0SgjPeqCjkH5GLDxNHw5PzVYyQS0a8rbNYafLWCHR72/vnk3tnQrDzMLh/6uQmj6ivAgnen9+8c6DJ3REvHr63YkT1MUEr4HQaCWwiU8ZgMVxGotLqJkHptBQUFALuIqmcq6qEeNiBalT9VcrllNjFYlVYaH0/d/6AR4eL3/1qy8qlarGVQZw+oIMJmdTs7501c1YbcywTrqgyVQv0hle9rR5AtscVc7OZ4s3V5c2b60USzP66qsXZZ65s62cNXFO7O6idtCMYwRl5OSkcaw7Z4CetKgbUvA81pDgVMurOH6BtwsOEAAGxD4ZsigzBBQ+PmA1tJBbDz0lYyK7kIEIkY0mY/TeptcMDTxqTcd6sVlKG1qm3GtzYI2E4GHoMVMEYIXkF5y7LTz45eDXBSUb69LkcXIZf+Odd3+ixZPn7wyRl7Enjx7IuVQuql7MxNNmQMgYKPRT01m84AoiILcihUBxyI2ZmskXfRIMXBBPj6nmOAriUjthi8ZIM5+xKdTGRpFckHQ8E/xZzmsk06qfo1gAp1woFY5OznT1ijjlDTmEUPp+qlqW6r2yrlhwQIRMorPXXrtFtVQuauUOXtTqcVGEIBjjG5Xmb+lEOM2mNdwevT2ZSZcKs4sGhcOWREfskTinMTIWj8uGMC4yvGiEOaQ2Jl0CwR7DFugihiaL0TEWCxzOKVhW4NDXbz1YyM3+tPd3Q/PjYQ+Yk2h0c3Hj3nuP5ZWvsA5ODxZL+a3nT/GE9bJTEOSx5IUWb106IGXc0zgPYjpGZ0KXCq0aBneQg+tFQyudHpM40eF2qA0EgyLTIJM7m89qMAHcVc4iiKeVOoNjNNjGzVshOXs9tJzpjyGv11PHUjsc3SAXBMKKFjy40L3knT6MurZU4oPkkp0YQXXB9EdQqjY7tWHzAljo8ft3uEr4RTGWWRhDpifMe4m1UX3xHkwhRGsci3MWJbNkgZBTFZMZ1fNnW7unP//5b//Wp+nYe8NL59DJTnczpTTQaPaj2+3OtWmcR0c8LETql6/f7rx5s/3sWMHiGsLIZPka6rDKuasE5zWOUyPjvrd4u82pBPwBKdKtDRFP+rmiruPYM3U5ZdxB8cwb5f2OGZf54JqAR53paqWtyovBphcYby5xgLgK6AsCb2CoGgXTRHFcmbD9E3duojzvVMg1fPc8fOUfTJZE2Tgl4fU//ovdv3tPtHN4eGglWFwJ00V14lsnVtbWjw5POEZqlDgh4DA4EQ7czOqw9/FdoUL0SinT+pYN2QWIA3gDIhyHBbZRHsMiMhBfYYUcdVOSGTPIo3l/EPo41RA9cnIYHBcodGZIYLlcmp71ig7N8Bv4kKIs5AC+KjGbyRHtRqCIpB6h/2gq9erNFnjrL3719d//1eeNduTRA4yO80gvL44OtOnoQJ2RtUkOEkn1YGaqN2OWheIXLAtnQh4jDKDLYqXQ3TSXx2EcL+ZmV5fmCZOgb35uLjZ7U2tArXL+5rvXzV4blfisUdhrKzpbQ5Ajxk/H8L50epGzizAWqh+bxWHq5gZUWSxuxiCPmKuh6OHe+YY8QGjQ8aF0PjNvjCOwH9+th6YiX8BxLJGK47z95s0rDDFCL2gmQyiG372eSWca7c4fffLp0uIKHradt7ty9xwh2RQ/ThbZ/tBOgVlONjcs4KFN+OyyFqoOAw1kyGstc1yM4FO9vtIPZoxJzqBuqbnbdzbr7Y8d52effUF+gh+hK156NQTTQd4y2UwAxbv1HJVU4ebtBxubKzs727nGUa9V2Xr++emM2bSuKiGJgiecndY3Nu4tL2wuPVo0CAACiK0hUV/sDrZ39rQAIlHafrvXqlcwCWBJqRoxChsZMd7T8i29y3Tw7S8wNpNgVfQgIOrwVu0xzoPxZ12tzG4B+4tJIBVYG6PNi6vlFUOGk/VuGMlD74KYUB6hVZhwHNyCsfZQjZCjnajKP9WTicKEnf6D5rx74mNh/R2///+zRcViXkYOtEnIqbqVzkxDZyhf2hlxZkIB6rSL9690FqXB69LTc3QjdJASvZDjcncE8Typ0CXuBmAOHIwSPVPvZH4CShd5EdxygGYwazpoCoWEpK38cL4ww3kAeW22tFcMQSPMpIn00lftq/xCqXx0UporfPThR4PuxclJ+f7tRX2U0UiX/UG98/bVlhYdjXTd7N39nb3TvdOlYi4RudTtpR9jf29vpZAd9tvLc7lH7z2cX8maE9XsoxSfLiQDCJLwEznMyGMVCnhEYsdX4MR3L1uxSBtoyNlUjrdHjdAI970ffD83W/zum5eqKvFc5kDdiUAm4wELdHkJ3Geg7czsfFe8YfrkKDa3sFqcn+Ogn57ts3qyat1GCwwqaTjmKKT14XZ4jeWDY91ttzc3TSz+8P0noH1np4fogZ49ey7z+elHnyytrBwcnr7dOz4+OM/mC1JRB4t7yo4UmVtbrTdUMM1gMNXdLSuVihASdEbai0UKUjIanTXHVcLgxocTHD/qfItnZlAI6uc4FUfZeOVK1R+8/6RWbcOqYRuTiuAd+JJ1hgPcG9SLi4bctCV+ZJt1+0rWC2NWjs9uriZ1lcnrTPVGc4Uk6tyt42fKX53yzsr6vWxhxW9MxTFMlR7fKRVv3rq3ufr02cuz8gWK8ucvt46Oz8SYsZFhNunZJHSgtrl4aMPVwEsJwkwfdlXoLPERglj+C2kEfp9R8jR8QCivKpedXZzXLjZ77859BvOgUj89x5gdn4nP8htPTo/nClmkT0Dw1hnX1j/2yNX4tcX5B2V6pzAcFFpt847nLlG4ghbCcX3WKiMBKPHjTXkOxE7o/zBNypbqZlMiXLaa7ezszRXN54CQlcQdaW5OTF+n0QTFptNwjRwh+JOg08FKMjMELnTMhHBD/htdJKqnxIBXFIs1cACNXU+OhmSeSpE2FCH50upa8D4iqhBT8j3wAnScNyyMMAI5m84nVpGyFzOZXL0n2d3gLc8XEnN584DSwRHm9YZmgnj1pLa3dVg+KscTGfivdU0cD+69t7m5t/U6Gc3curX06UcP1m8t9Ke5J22B9+hSL12YRq40YTMYItRw5N+adZZLSUc7jVQbdoMwtVHV7xTaVefPdaZYvPngfnZxBS2unPn23r4sWWjvuB5qCH306NHG2grdbPdToJaHh/tKT0JDtt0qK5ftTrgM4t7gKXAwGFqZjV7/5u2Vf/Nv/+jmxor9fvPVL+XFV5f1AcWwh8dG3byBZ0vztarRLBURu9Tb8+ffQYQsagdfXBV/cAtDLUW4Dx7bbh0Z5R4mWFyb+BviXLDG1JiZzEruv+DGhvxPcCVSKRNrHYnoFqzL7ZQUjaSv0XrWqmftetW9Mz92vPResmBWhGg7TJLlf4zVMRD38l8MALwWKEYxpF/JaUDIRgYtXURr8zksT43yTqNamZ7JJ9K58tkO5yJS+tH+wTHHPp81gikwYFTOa1Ctx2enCpbtxnn0Op1bWTCtHXxangmfN7OESzALjBfQLXJ47V6nCShtDNYigS3M6+DjgobBn62zF9/U+qPoWbP7ev88mi3depRmq10xpwNYyBhPIqGQ92OYXLVJtSZo1D9uE5vj0VthhR3n5Ui6q2FKmXe876VHt9XHQlZHzJjWXZCbA/mZW1jQiW6NvzD9oYsSdZyVwhXeTcRycb3R3A2LQnDHBeoOyVMGDh9uAN77RmA0EBXaQThu/n+/HoDkwf2SvE7NzZagrwB9llfXD07O8scnpmoa6hkSmNQXUX3EaiqdIHUaLBsS+6Sp1Jf9VGauYfJIszE369rNGxOJgtmSaXYTBgHds3EpbDnCQHt5KQBYW5qLXncVSHV+1Kpy2p1+9Eqv+MkO+mKrKTcZtyl/Uj7BbgMAZLzRIv4111kUyqkDPVienteqFbJBJhCixcLFpyHKmAnxCb/Vo0KHwvStzZvOulLrbd6+tb+///r1y6dPv4GRQLbtn0WP89vRVdQHj0ipKUF4uC43bswXC6ql19mZmdJc4tXz72pn8Rsrs8+eHRy+/S4i6Z8pGbTbycTbl71Rt7W3e+qW6eFfWz9nkQKO1Um7Es16H/UeKsUpjJaBDY6rDMsjXe8GkRdrlAvqUZRg/WqUW86egxSZCcOS5YpmlLzSkfce3IqhHmuHcQkTJgOXxUrhE0J3TSxC/BBSSnfTvjDOV6qtH/4Y5VldXnVMdjBkTcd0Q1lPuvQ62gqWziCi4TXmh68+b755/ZbAl0orpYVVka80hkRPKjEdLsdUYmEuf+/Ozc2NtUA6zRRcYhJWMdJqClMybS4TR++6fxlIrIRMA9EsQWzi5js/fHu0b2pUpgb9Ec0eVbuFtTtsAKYDqSz4jzBVJuQWLP8hzgnrirz7eP6SlzZKQqkmz4mul1RlolGe86Ssqvfz+naDUQqlxTFTiqWEEehxUp3eTHZO8hT7O92HZZJT0Hw6ys60TbfEEtCTUjbEwEjWFl3kZoceVIc03mg1N0Z6etTvaulmJwO1o5Zo9zCfJ7WIBKDW+QbYmzhigRs6btZQWOxxVioXqaeQSJ8a1K60aRwfG+JSM5NGCi8xE0Y4Q1vzw/jA0rtHZ9VsPMl7yQJ6jgwxFCqbzCAWbxcy5zj0sEFhKUSkHI/2Tk6mzY8zxPU6cZ1Ii9lQUknhjaUhMo0A3lLOaeDHyllhs0hltTAVuTfsbMg0pp84OnhoB2BUKsSFlFOlcr6wvhF8brlV1nHc/BywmXzdmQi7ZLt5c8PZhQ6rzrn8DRs9dgzMhFBDS/oTSwJn0OvWP/vF31fKBz/49MMnD298+/n1mxdf//4//+0ffvJfGxAoqVA9fY0mwWhL6jdsxyOZMCqK5Qw3OBpRUlFPZn8wk2KWSKmREBbSAF0baNNZ0YoFQNYneDIWg/DgOS0IWS9rvEJwET7BLCuJvOHw4YPSR+/dmi/E/+T//r/KZw2cxyRPXjM0LEFChvKupKKJoyk9KhpfryHthFFJvOVTg+Br8c1CDIJPIhZXhE4I+fSIDM6r8vEwvSaVwYsiPHIboXnWN26vri+qmT58+DCsobNpTB66UIp5GRfxRKS6f6q2p/cKD0/vstxo12OjSzjdfKHY1qfSqbXHg6Ti1/1S9mp6IQzW7vY5HexOgDED4DdbU3hn/bgbKrtCV/gyVkinZXPvqIQnrqfNEy9tbhZt8VfvUC0KY620vXjxwsfcdMbZZ5S/XTQO7uvdPZ0CZ+3esHxe05xnfrULKj3FHPWaNZXHoslJC4WccXbop0IDUbB0k33YjTWacgpVx0cRmu38esgtKL3zJrvahHwqLlqVR6E5KARwGG/vHaLa0boV+LVDEOJMOBgRzGcLi0iPwmjE88oFcdGLQyQE1ogZIT3kUXXNtUYg+sPC7JSZdAhQ/IhCk4wy9Pdx5azbqB3ubc8LjYaryI46HDXT1qTPR4PVUhIgQ7Y71LtmZvl1uPNZhktMzmmMllFcRck8+TCVLl4qliTJNDiHVLwCu3S88qRFLJq4fWfT2uISHR8eAfZzwAg3ngrtWOjHGCndwZL7mn5+8pOf0CUyLwYLuUB1YLy0VpwwHjf6dmvr9HD3+HAnmxh+cH/ln336JBtrLxWjf/A777tiFoa9/dNXWwd7+2ZxVHFnpArLmGsvL1uVs0PrTojmYnERjqiSz01OJAIFYOwRFgP5eOLtTpEhrWJhQxAcaMtVFArSQiyMkTAyWhSb4xQkJtJGqL+ykNEy8bd//1MtZ8PrqHvBWYCnEXLwii3RooSsrm8Kij59SnAyC4wk86TgAdKG/gFRghvUHURNSO+wVqaF5xIL80sP558srqylU7OLyxswuxI1imb+SkwJDPcePKujvC266nWkQ1ZWVs3jsZ43G0cHe82z40OQw1Ts6sV3rzFswleHZJ2+tsTUfDGifzDSKrKR5fboqxdvulPq3YH72o+7CGMJs3SQ0JCeDQnLQMv86848Mm9zocKfddBVQ9bak4kiTewSCX/zdttnxEJsUai4LC/5GGb0bbEKG49KV7l59XraqYopJfBPj49r58dLi8X7tzefPL4rXWTNy6aCvoZtnAWyD7bcIXrDntzC4ADQFfl+TnQn0jwu+6CDIUZgCowtj1HshLca7X4mP5edK4kUNa2w+ExSMat1Hc4Ai4NxuVgFlZ8HbWyMwU1jSUxWzGl9pVhX4JMy9Nczu0cnirt8X6bdPoflno52oxZCzDZlqHBtEDXG89IYZYeXmP7KoYNrPHz0nvkojc51BfKJc3jdyueDEcfCYXA5bDQ5uJtc5kEgPwAIL8zosibYLP1I15izIJdIBcSQ9+7dk53XSwCMS0gBOXie8mZa7P7dv/tvmGJUWBKh9N7lomhSzVxf4ehVv9OonVhg5go541u2Xj0tFdK/91sfyQKf7D3Xh3NzdeW9B9/743/5O5Vqc2tnf2/38LCZkOl69epN2SDlnS23XPGUgiwvlSC5VlYXxu0ggwl3KX9tfiF4IKExTIgsECcClnaiFPqqpLGDdxeejLouFzlTTEheR+/eWv793/l+5ez0q69fmO6bm52bMTxmKlTALJcqsnKb84UcT7rfibQHmMniNG04lePI8CopIzvDuYvE08XFlUebNzHgZOdyIpu5tT+WxMLU1WwNKueN0IxTqZfPQIrOQh6X73etUx5BtCVRQej6n3/4w/W15Y31uXgsVFxCyCDryL3o1XEdjJNbU73QXMpeKBNKxOXnCukjvcg7rUThjX5TPd4Y+kOWfqweIaUw2cQjIXUXtrDjsdwG0R07ci5TuG5je2DxCdd5bo42bt69430ni7ucFt25c8eNjqmEk3KMuFDeIXixfCZSVGFn+5WmZehBhZx6jWORT0XliBSxAs+wXYa0/9gC0lY6G66CVWgcrtFv0uzRMV2emoPikOQksaMz0kY4yLUlN29sJlDOFOfjmVlxUeWigfjU4Y4ihvkgPFjMmnk2nIKn2t56tXcwePnmFbxCsbQuMxZaXHgOcmwzqbdlhRzjiUPpJ1AragQ3a8SMnhzpcXZ9+C6VnkBaJUUqtJnuzcxkFmJzQp7OVaJ80arAwU2lF1OLYqtAip9OFJZKIEItjFNt1R9tiKYn6yFN+hHJGJfSXjq1huagy0ZdUd5sFfpD2511DuoWbaxVqVIhnOvr63/0h3+ciqV//OMfs0jW1+Cd9I1wV3aK9Xptn9Efnl2bV0XAtIOeoIDQyoIjw/V6/+wwi5Vu7cad9UWUfpsfPN7YrhQQAuOlePqdjl1jGox7mQadw1BTmsvdvLG2urQo2eVmMuFmDsdnzgm1f/pBtX9L4JBOidTa8UWoLIllXRx0MgPJ8xAS4J4pzC0EHrHpyFwuv7qwMopw94r6jC2NMT0smTSCWH7GylIRf/jeRbahKbCFP1VVmzUUw2PcMq2toUIBlN8pX87fyty8916qVMAQurW793Z7H+3ri5cGRtHKjOFwZKNQLFEJNP3ytLIIKKsDo8uw/+LVtil1lSr2B8bkwgo1HvzX5RMJzdXNgbYkgq37vBj87dfTCfOjtFmFwfAqKwojgkbArBh80wT1w5MKuISxhzsFyUaMCart1wZgrEU8TDeR4FIYRpLmTMQ+lQ3k+i7Ud999p6/JxrWLkQr21BIrZCfEPi2KCtdcU0MhN3WdHPab33795f7Wc7MsF3WfBS4Ddyf0vQQ0t00BWBVsNtCxghHYJUI1JcewK78zIw9uCQYoy5qzns+VMKgnQCSjKRxuHDglo2Pcd+YRRad0tq2uRrOZgsUf16rG5s3NG2QCqvM//vj/hOky62pjZXFtsTSbyqrnIgcbDO00k8giN9Y/lZovzoHrwWbJLIujwvl2XWcyjrbGoOcwQkgeWMqrO3ipJHpqZFAiuSBjOIhWz6pvd3dEoms3HpgzhBV2sF9uTg+hChv9nnXUTaYtrowWbBMSq4OyoIHOcJetKSY1WKHxdXlZyBV0mhj9bjHxgd///T98/XqLP2aWyeQeuFbyMQ5KeodvKZg0fWw+V1B3x+2KcPPosNJpN6GUUcwSvraGvOTswuLSzRvv6SGfX1pcX79xcGRoZKA6kJ0rl09DbB4Kbt31yGIpnndXpE0r5W17DK2y7B+fNITIl5IqEmJqcUF+LJS9gDAOqeRAq7QADhZNzOoLlAy+c+vu7OySmE5NPUwMDHO4ZDIdjAlOoQ3SyBS8nEZTd4zAcTCKAABAAElEQVQ0NC/N+LYpwIvI2vpdx7z39PnXP9t++nav2hss3VjaN7FsLylj+eL1jukIDx5/fP/ee/m5Rfdd1KQaqFymo3gczGjIvAC/6BQhs0zsutTDP81gBsyJCQiYdzqaGBHxKVPQQgEsSFFox43h1rp0wvdu56eL69Z9J8VPceJOx3IyhkIQ8+BX2yYyHwz1P2ye+yuJJb0TRfKOTxJ7ShVi/XHVKKgBzRlTcJqOvOquc9Oh0/NFycPp7f0tGUb3z1Kkvlw+0r2frDQj9XLrOBfNjJqhZXFmpj/K4RZo967n19BKP3jywx/sHRyxqxmjtmdSmhqWV5bkF3qJMPpiYpeAO/gDolsaSLYcJb7J2cXZwo2b8Tdv7t677Zj4iw5OFkidjtIVDKBNFO6sPVan+o9/9qefbR9WNtMXN2dWV2dXlteSeTWA9tRMcmX9BhOxu7tXPwrUezQBdTD/Mths1L4MSwsxWOgdkqrnGJyddI5adRdF8s64p3rj7Om3n6vDKGSVT97Go5379++DUzTrqV50hj3E+4jqxCnJkShbcJz749HaAvlEJFG9bkorTyL41JLjzgF8Vs2h63YzgN5qffHr/+pf/2hwfVH+m7fGt7q2asBqmO5IMYnQb/ni7GjUbwIJdhqBF3gRM9UoVjSc63rYPD67Sgf2Ism+gzAGShEueXBUm80u3n784fFhLdmz+oQ5v7Fu8uz19vG3nx3MTz9+oCt9qtUA0QXqariwojJWi4hh+SM/pVCLtHiC1OgVEiMRm5DAjQ8ulL+uDMDqnN2aHtz73vfj6cUf/9V/OjmrqIfMry3mizPX09mdvYOTagWzQDaWUqwb3b9TKC13O1NIby969dRMopPon9Zah9OJ59XIz/6y+v9+9Rfvf/TbufzCzMIMVoaVmyvQd4sLRfVRg6t0QUhoWXdGfWbceJjzb7/5bv/4RPiROP8ZhUEIvbFcKOUl8npKLclpROdR15D3M4hPN8e5N0GzLHCtd/t1Zac2mH//+9/HCpGfLWHkPTory1tIzLrF5ZOy0UG1cr3dugLb7cevuGoEg2Su31gjlmyAVJNUpmxRSOdGTSqwysmkCNsZGeVytBbitL6RiH/1lz9TpgviRcRpuGsqZxfUi4+p+WjYH3OcB7iXGgNfTXNT+NEpAw8vB+gMTfC+vIzB4Oi/W5hnqUFXqIf12JCVYj7//pPHUlVUJVinmTCNncl2uO4W5bajyaH76/gAwkJozQhua8Dhhjk5lDAs/DPJ2HTht377h93L5t/9zV+H3idzT+suyAXuCz25lMHvWyH8gs/bo8Ow5pIJoIdwPILqsJyE9oGpaFfukfNCSbgTG5sbUOegsYe7W3WcJOOvv3z+QiubC6qVUsQlvRFqfoGRNIDu2FYedQBwyV650jjshHLGFwLkRmNngxNw3gAE49hLqPBu7DgWk4G4bIc5kk+fPnXdsDWnZzJOc3TVdmxmLV8PWipL12kVSLlJETJko0gwalLK6TmAYGiSUZD4dvspapSDg8ryyr0nj3+QyYI7SZwGFCMEyunRi7P9F4mp5g8/vf+D7z0szEp7wiIGNJRHuWOFC+crXcWnZ6k4eG59SFs5YNbabqbiMqLnuqManbS5f6WlqdScXqYvvnuW7M6iQOZSyGiIXQMxtY33NhgpoZ6cnktwyOERE5Fj92pKz4XUiBgYOsGi/ezF8+Jc7eOFD8frt1aJ+uHBjnsNEeZ+kQdrH29QwMnHkVg6q164dKnms7lC7P6tDeT7QlIT2KV6NM8gFZIfVTQBaRXRyA+Z9UysjmsmyhsJl5J0KV/Uz2rddGFBWGvMNnf95cuXe3v7EFBdoXb7ipsXy0fv3bmrR0tPuyZOa4kZVrfu3OYzj8VG1RUUO+S7STH54SnYZAwdcPA4NUBcVC2aKWbOSkR8+cXsJUkiJk4shYWAjydgZP5ccl9yzRJRsuC3e6PpmmkEIfLONLtX27v7lYsLg1gt1BfN5u7hkUYF0w8DqfZYi8gKd9RRBnDJ2D7yOMcWMmiy6kQ+n/NJTr6fpBicQWlTfjABpk+o7UXbpv+dlc+6fdSvl0i/MI63LBL9vvCDAEhAu0MTu8d/8Q5D7Tf9mj1OnuPd1hwRGfZFUmvLCx9/9MSw21bzHJ7RuRbyszLRrVbTIHtu8o2NTUYdRyv5MpcV9IXHE2plGi34NPChUlIkFMYRLD+0SEUuRx1wXFUHgQY/3J0PzoOIpNsWGDo8k1gbjY5CdyqVp5EaS/GrqTzB+wXeEkOVWjXhCr5I36eskp6hfA+LGQZRpw7rqVcvtspIwsmBye2Kz1j1I1Odlpz4UeP81ExXU89MR1yxuhXmCwtQmkaYIXwV2bkgw3RqhLXHUDwILP2M/WELTbsSXX8ol6ZZPS2tvXNw/t3rw04vlskvDkyI7w/BJ5w7/bGgYKvVNiRRiMxELkWugOS7icRDuh97Frpo03T3D6vfPOXJRGTFNdofnZ5LkXcHnfMKScFKUD09OTqwaXE5OiKmblz1ouYmuuvWD0ko2dS5XGd1bf3O/btr62t+275ClXk4ArW7uk5c9vX5jcq1q7OLwVn9ulwbHJxFzxsCoUFTlb1rhn0WUFEK7c9+/BfbO/unZUtwFJMmNwfcDmxqtpCFNQAhRxWJMZITVzmv7O4fhB2FkaGhJjAWfA5jWD6xRqoz6RQ33acwh2FXm+14nDgNI2qkfOw1ulZhzebQS3+SXqWHMPGLU30pwxx4L2pN3KbTQoyWrAgAz3QUzyGn0DGlEA7BziE9LMv51cwSE0mRYJJEpsOKF9TXqKIwbNiFG4MdAiG/FJa9eUdHhZ2JukKwIaxHT4g2AYxg2F1cLIklDK3iI5MqxdrjkzIbSi83NjZ8l+vl9+3IEkkV7YJ/631q5ieZGZ9cm5t5/OD+H//Lf/7Jh+/pgOBMCJFxBHU6F/NzuRsba6rmGniEDNYa7UWW/xA4BruiOi0dHBWiUhJwpXHdxVmof1iEBKywFNH6pZSMKmKIsjFbZdJ+IInKC+/fwhx2xBnJPILAIZdkDnO90lqddcVZfcuCGsdAVt0CvRkOQAJH+4jJ56lMfjqqVhupdmZxFUlID3oRc8Au2z2ctdOj66wxborJIMXJ+EIxj7wI4fjayo3e9Ws5DGhGLUC6FS47ONr1+LdqtXP9hf61cLcG2rIgNv4ZHmve0fOXR599/mL/uFGTZUWaquInTZ9KKh0qT1Ah9OUcY7peOQ5j3eAPqtVz0iG80hGCDr7R6n/59au3B510RkVB9lktK4dqM2GMpYBNW0e4xRRPvTXk/SZRiSsMkMkyu7yce3czN2vwXC6dyWjoMIVRWfX45Py4XEclbfzJ7mFj76h2dN4/qw+Py92dg+ZRZXh4KhvWcRbYh7Rz7ewf/OXf/p0putmQzFrEZ5gvLATARjQq3YvHJmzR2HxpfnVjXRlK8Ki5jqfjcjDSE+kdi2uopwWjDRqnVyUMdAogSfKmB1jeLXThejEVSiHjv5jGYQZi4Oi5NqCL9ge0QiIJx1kTR/sCiKyoPK9x1+jLOcqRzmVxX1A3+RQhCpcfWvvt4eG9gwO7ZN+CnQmQNNCJwKjiZeiCVEoPQjmgw75lPcukQjKEDBNMs8QDn3WSkI5WitqYrzhg7334gfqqbnW8OoNzKYAQ3vgFGjL5EUvAeHdhAqFfoo0TP83fffLy4nzmxur99VU9CMP2yedfvj65eKsaGB92MokELChRzKQXuXP7B6e7b/fyi4vhshkfoFRr9JqFJVQ1R42avHqA7Y/jIdcjXBL5i4zJnEieGS+IguvGxZU+JRgA1Xce6vTSUvG9x/dBWPb2pc6sG7OV2lOOnNZeFSfFRFmwWNTk7F5YvyHZrkbd5hVCdUxz43UhVq+aIC7DwcjGeWSthvHPbaHkHYy+K5vNi+VOvexk3r5+/uUXW9ORzPrdMEySixxcjHGhz0tPquf1sMhYGibZb5dmbLFX599nUeK7/WjmeNCZPqt3rlO1xXSOnSIJ1NEEYr0GBN2N85W767eUxazAYxbVjGqpWcKWx1/88leV2nXp/yPrvp9b3fP7sJPohQABsJdzSB6ecuveu9WreBVrpDiejBI7Hv+H+TmT0ch2ZEleS5tdbdPu3nru6Y29gSQIgASIltcHWK01CeZc3IcoD57n+/308v4s8XoXxM36w/TG0ppigZWVqq3noQGv0+dxXq8LjURRxXBoK/UfqjG/5srJiUmMWMhk9qzVbb/eZZGnYWfTyqH5WRyCT0ysQDcHFqOUglV5erHPBkypaFxYAjOofU2RoZJytRcfffKpD9KZ5+K20rVNsO6SWloUxOhoy2tqStG6axP7XVpeOYNefmlqdV82X2pVLM5PueXqbAwxh+kclQ/cy8WFYqeYQmdIkMfvQWZ7HqekIjSqSkCDAVGrql74zRATcUX1mgtAj8aNrkGWRmspEhwmuKR2Z1yU01CvlTORYyqhYofGtm2Mt6DpYSBCjgPxUXETgfZU9HW69PAjx0UAXC9BRTzKACzOpMFuqGfBUYxmHq0Ku/c++vD0/OrZ09c8n1GiUD/fc6lhf47DkU47pocI9qMVdxeSj7QYhyzJvJmI7fSO994m+pVP3rt7/265eRPO9xWfEKhvL7nfbiA+KGycHAVqzLkJ2YkJk+hysa6MKCVYo26Q0xQxo2tje8aJvenbVHT14C4hrF5ypJRD95ZY1vxcKTHMlYvFT791X37368dvBPPgVyXzy2hGwI7KCYh1NlMyOAZGykR/i6m1r3oz5fxKdZlN2xYcZstz85LZnd3916/f3HYvxTYOj3YVXEZOPupCks3r6ZevjxLJcmlJtjcaY8lMsRY8Q6mSAg8/eA8ZWBk19G5/nCvy1+jlHo/o5vnu2fUgAxJQPvvSojRbBITpGNWVmhIUw7XEKsyAtKqZqSLvXEGVRhI1K1HOn4ue6P/417+oLty9s3U/UyAUFChPQTsTnVtZrMJV1sHOXK9WZuqlskExaIMMjSiIPudb2f8zmK/6FFEFbUt1ErSci+V5MavlIpO0P1gGJzRbUR3GwhA/VNcPUfHwKjVbyHP5gHnL56hRWVmcb91cKV2A1ZMwtmw0KEedRhFY/OnZGU+QPpQYYWyfphIXDZjjrIeAsMbXAdwfJkzUy7k8pUOoayGiTAs8CBw4keAxwhD/MLIIDys4kdnRNR3F86bNkcKSSTwBxS4i8UltHzTS/PISiofTyJoXzGlcqZhKFrJGkUtBtJW1s2ioHWcQrX/z5g3axc14VeDfT6git+42wMU5T+zEeMJK5G+DeqYjG80DTtPIrgpdGXGcVlgX9TuDbHWu9uj999kMb98eqB0S23Eed4sbsSh2cuBe3HbwrVzhmJ28YmlcA7ehYNJ6t7X3hg05BJS9OJtfvbNmMuHFVbd+dcueuGhO7x2Zca8YF8LDLRdI/C1w3nFHj1Gn6g5uirF/oghGlshdokfmcWhanpB7LBUL80J1s/rNR2Bn4c6RCAQE80ZVxnypggm+/vLV2WmDOgP7lxdtzGTb0k/XPdOPgPhIx0ahaGgLw4AiQT2Vmh0lyyvry2t3H8SPsUiyXzx7+UIOqjvsfP3ssek6ivOM4NQc1rpsDJKVdk9l3VpBx88MrCVVQdFhQ7BYrkPfU+90DSyrjRpINOa6FWt2swoSe3qXZ+ZKlRVw0LlCucTjzi5qwWZaKuGpQvqcmxPNZ/qe1ZsQ8ZDOGOwhIiWSyNT7q52TT7/z7fchXZlaw9AYDrnlg/PuF7/7zK+3WldjB+MWR9UUIM3M2LiJvGNbuh5cLQAnF8eowZi0nf7xre2tDx695/NY38pAu2MKADZUtmZcdK68vLQ2VTMVZNhTlv7k6dcsQdiuzfODfudyutfES/FKVjp9hh3Uva5ftzr7h4e8hfMLSG1L+EdCnzi2LEH7AVGKQfi/SY1eVtwaqpCklyB+yXGrknMvwUVIAqNMHNnYtHGkC1kghXhEMCrKajh0IlTWWpRGioFtzTaer80yZArpUW2hXJvNXl8dZ4addD55JVNg4gplNLoVNtja2vLzyFpm1j5RLEjfpVg1KQLX+nthPzb8uKzKqUJkJjSuc6w0fiLc4nm7Pi+WKjgHh2CmfHdjS+uyGhNung1w/skeuCt365i4DdU6rpzyE44RpLfsgG1WTa0uy//sZ7sxyqduy7X5bCJzf2NdV8zucbf58y+1i4boYOZz/dQv4iG5cjfIohi2Df3CYxFqA9yovI4LFcHJdP1C6OZWTc0CjJKCQZQ36VSUAvY7CvWVPHMlZH871ZnpWinVvESwgRdlbVUQHR/qIc5UZswyWlGjSrGE15cG75roDEdv9usv351mypGbtpigh+Gkl6sVuWBXpIWWb1IuGj2bUtUhDjEzW2r2kn/999+Q4LodRcIYjVw87QxKyyX7IoAb2pTY5Mg59oLI0KFun8Xljdly7aY/BTQ8nWm3+r3FlVpXvcD15f5RjNiRlwPLMVMooT65G4KeJQY61dSl01brN599rRPi+z/80er6Clyw9u114+T4x3//N4rQkjdhI4hWUfUm1PBOJiY3ReR1SoF+FOmSLEEVnBPBpmGRFZ00w4T2fpdnasWQ8IcPH2ZupzWM7emmvWwYVr9x7+HW/fcKvc7f/+S/7b19G50Fvf6b57+VvfjWw+XZ1G1hGgBM4/gwarV4106Cbe6sVOTxlL93r8/1cxo3Wq3MWRMrhGy4uqiLg07ue9AH7anhl19+CV9J/Fkyk8g244IP7rLDy/cVX4uGwnFWVyUsnh2rtqFeMQd63FgatLCbd2JzuLqZwerWqsGGGvUXy0bkzH/+xVcZsVVOBt0s5Hfb6A2rz58/J2wEAED97+zswFkmCcIFKvJEqJ+U+7Ex1JeFA8lDk/b6zShPTkP9GLRtwnULlJfSptnZmrTS469eYkLrKB6qptvJ7YS7xbHOgyg94BsL3HPPeThO610vugvj5lQV3NtaIuGOjp4LeotVfP674wfvfTidLCXSZelMlREyBsLcRqEsaduEpZpK3N8GX7XKPF6YKyvxEYY2/kLkhaPH5hRsZBjhVbWZKrNGw1brXLZGFPeC11apFk34gZcA8DGbrTI9fvbTz4F416rLwqZs5t29A0Ae0q87+0eXRVzUb632zEQzhU38AY9ZLjF923+699SvSIjvnh3zaGorS7PLcyE2oj9eW07gQiRmivTUCFlnci/2bp68fWsBhbwUgIug2WnnQciiJTAO7H4U/Ua7PgM9c3p5Yo5Z77D+aucCpsPS6p3NpeXZ2qzMi26M9TvLzcaVYP3r128bl2FFp4/2N+/cZV917EQ2vbG+/uzJ8x//3d8/eHR/71gg4Pjd7uszgbfzM0NutOIvV1eRoy48djBP87oV6uuj9z+wiX/1V391cLRPJ1N01gRzoNHZGdiXLaGM3s1U4/zl4y+fyvVyH2bKtaOTc9Ka22PvgTpWayU01t7Z/+7HH75/b2F378m7119trCz94Hv/EmIoX/T4qH7e77AGgKdPmyHca416cv3VhAGT7QGXTFjt9KBxWT+pVhao5rX1uzr55U4xT6d9Ux/VUezd9TU//vLly6ffPKbcaIiT4+NQf2GNhN+J2FCL/9hVQcpoDkcFU3nD8ks0DAom5em+YWJWWOrz5Xvri+srC+oFxcduGzeZwXVaILjT6jZvcOHW6sJpPY3EeUfOAzGdzYpzCB6RexfHPGBlsvf8tnEKRCxbTlDdg0TnQtLqItMMTjVpEpuWI1nN3llfO81o4dTftt5uJREiwpoIM781sRKRBc061sihiB1TgJubm93Tb47ZFufny4szztk3s0FAN5V++/I1H/6gfl14fXrSMKt4cP/hg3J10STupSXFacnKrKb01mW3PpsbGPoA75fsgHvDhOIskunxxJoeLOBYookMMj3uyuDa1ulo2KnOl0QyVcIbLnNRl+06DjD4nXfJhY0/qEppGUE8hd4yQwyGwA4u6/XkcDLDwkZ1I6PColuTQ8OzRaNUQWh3rxkw716/EXkF2GGO3e1NhCijEWs4Vcnc25craZwLS9tAiEwccThg1NHUdFdZjPgCB9N8a3svMbu6vt5otCRnaZnZWV2CK2t3VpeWFza218vlAs+H/cQj5SdrnbKB+3U9IDe2oFabNzWMx/3V4y81gl99frV/dKChDJRaviSPWXv08J6tuT4JlAFJNikWSISsG3iu7ksjI4qkIJ2WD8bGFH6mHgEqmCMTfnsaTo74Ex8ysog//vGPXbB0KxEg2YGWzi8EzpdWUiWg5PfuLj7YyDU/mpur5TbWlgjkucqCYZ7yoOrSeERv93frl6fO054u6h44PjtvNCgdGzqgsFgodAB/PJ0zXFSLU2AwXjYBwLQemI525w5BoPIPyT35+jFjz8AIub94sGvdZM5wVq2gxgYP/aT6TaEUiyY8G5Rtv0tZbkBfzHZ9sbxQKcyXcrO5xJy0kCBNYnHUvcebeSccqUCBYO7dVKuLDDkPa0RiWghqxKptj8v48PSrV6/ULEVjwiiGP5+en5Kn+JitaJJfGlqULEUq0ThvQK07P9VdGPABxMCd1cXVpYVf/+NPXaDToi2Ux68lIF0qAgqzMPCTprEWLuKqSqWdnj3Tf3LaaKrTZ9ZnM1WlzWLVjaaq/v7h3vHuZ+++fnHcS1Y2Hnw8t3C5WZlT/Hcx6Lx8UofxKdL77W+/t721Al9VTjgmuEhSY/jx4vitVuOWzoR5Q7hK72oqiFLXTttMOfaDJCZdDw3TkBVVk+p4yluf+pbddvECGhwbBKHGhyJ1zfoceFPIhZQjKaybFI77ZQnLzQrTkXgEjl61za3tp0+fHR2eqCJv9buvnz21YtgmkwgrLqDWZ4pSZuJrihksCO1Bu0leMJn8kGq8GP0CWXyMdk3YIxTwcUx8g1va1w0Tiro3JTFxmKZCGLrWV1fXeLgmsOzucC72pSPJqb1U5pf/+IvmdUstt9YMlyqkWO6VtbJPN8eOdzN2x7wFbo/Tmi/GGLZAVBOaFhKgJxniYs1kirAS2kWWuMgnpT0IFO4GtF3fjRpbdejR5hbdlaPBdeP88It354uLpY8+XHlwr7q8WZudGVXybV7o1M3BfL4MnzLAlW5Xz5t3QIkqHa53E2a9HR6f7e+dHZ3CP++eXVwfn8kH6PJpoavCoNRCUuCEDDroD5Ro8zmhYhh8Ys7QeMTbVKoaGJPjKJaG/chRMvQjd2RSUP0CRXTsnLWw4kLcrPRSVnzjOlktLchTlUSruvWjvfY5xI+ZxUox83BL+6jVvNe+fXtwpFbXiAerQ+TYObUVFpA1ScIheo4EwkIHdBEuIlO9QlD5TMRsbiOHIaaIXMhd0o6U5XcGQiyQ7/oFn2d1dV0slYRwcrtOnTIG3HlsU2xKhKj9EEXnLpCKt4SIFXc0O332dCHdXVuEMVLj6JjsUBhlWnr+3r55u3vUmbq4TRZ2j893hgkNmQwzmdlG49j44dkZRX6Jq+Ypl1csPkrO220lcn6IlLm8AD11hnb8KMrBAMpAmy3VelrlK+ubneUVId97fzx7B2DvbHn+pPP7Mg4bZfyW/QqanppWXCYS5RbiT6fynBpEEYISvtGAfesFQAjuHdfd335k6T768JNvvnn6+VdfchPXNu8ITrx583Zw22TTWmeXJ/uDYyNAm06dXpyNbQ56INYHrAK9jVcrmVkT6k17u+20ZOW1JqvUo1L0IygZt4B1QIWVBSGKk8P62XFj7V5VoT03mJ2MTtDSu3dvpP1oTSEKYjGTqvCaruXHQQe0GpX8cujeW9WNfYh6D7YlVLcRgDOjSNVufCHthD7jmqMS5/qA+Bgb+TIskQFix7qJ2FZLz6sfZyK1D1w16u5s6kyIRmf2wVSvemclfZFs5ZM96KFJHVK5ymVxvmA6Ri4mFdAxalpmKtWNxblvPVppX48uDRvopY5OW89eHL58d4idmgbbGLKh+k6kgSxPpTDz9GAkQjYXeHkRb4QvaJcxtxyjkFyUUUSxj/hfH/zz9fnJmZijYIVgKP1AMSj8lFk7OjkFBgb4uEqDx5zVm27rplLM8oVFOQ2LGs0LhowYToISfBVSGQ/wjirV79EGVgcFTNwVBIEOLBx/aWf3rVWgVu2A5k2MIZPAOsJdHA5xRpFlb1Ep+vPC7xRNTo++84Pvo7z9/X2kQFgjJqrAeQhgH+YX2QPmrEUnGvhjvRhjfNsEkCLx0enl0t1ClmZDn1PKlhU6xWxsidqBXNRFQgyml1ToeXkhEDpQh6me6fjkqt97FnYmnMp+X+WIaU6cUS4lSpcbctW5qKZNEwWRmxlNn53B4z1ZXOxd3hZPr/BeVWspftFjXZRuW6thewt1uH+kpml5aZUlLUca1yFkGcE4pwnfJx5CHV5WPEGpDaZumsZ6a5iroOClheXsJ0g6+/zVS4ugr2R2rvTiyTeYMCLg+qZYc1Ze9rE8wzrgppJ3yNeprar4YrPZ6jUPAq5O7vC2n4UKMLhpNk6bpjg1TY64cP8SyqV81T1GsWind3rxDjf6UaIpBgsQHNT+TMA/OPBPApxT5iYkqbOjiMURDSy6MA0WqqwjlGCv/YBLQhuMOoYcW9EZ3O7drUWuvIilt5gOSMMVoKg+1EyGoUoTLDeIei5vOfNiYYYvc3Gpi20kSQGIEuhjfrpy0x7UO7udG0Q0baBisVLKlnCFtKg6BNMP1nOF+VmdVotziuLFSO3srM6PHsCUKIm6kJqOSckpPPno00/ubm0yof/qr/4zHDohJpsJWml4q+03wrXAQpWKRduJ1HJDs2XjIoBsxh38Mhl4TrmkH1Appnoglkylwk3fkDRJ936jr/EmV6q6eYvy9s2bnZ3TbPau5fDJiVviu8C+KW67jvqVw7k4KtufuIVY1VQ6McOc3T36IogRs6dkcLjv6pGjGxomfVIbZfQP37t3jxbCJPgKQYx1L+Vroq2fitCTi5nYkCSqj0kOXJ435wjo8iJ/8PS8LamzOF8RYtLAe3Z2dS6EHfNapqDmZnOj1cqS9huauTILoAfWdufNztFnn5+xqShnXd92BVvMzS8vrq7XqvPTmRbaqs4uQI+gRDEwc+zgYP8X//jTQrl40Uy8ePf87FLshKBdFQK5t35XtGfr/naxUCJJXr18px2dl+ymLIsH0zrWhs0z1MGkHUADb4JbLharTbDdaMOiTM5Hq/Dl2bkIwx/9ix9ub2/9+h9/KeS+slRTZ3a0fwQ3GGWvrq2SYmtrK6vLK+oscJT1QFYi165TDPfJ428w6GUMcr0V9VpaXFK0UT871A/CHDg7O7HdNYb8zDy4sly2lCnNXNTfcWkK2UJyWnYQHnrKbDjpFKpJ84w8BRl83ZS1Z05mFUl1p2Ki8NL83PraGkcL/zx/XkcDGIDzTEwnpBWx2XRCiZB3t7aXF9aqU5kY0CivgIrESGgte2pxbDSq8DGxkpFIqPzyrX7+Vs1kwNxSvpAwWjQ/PdAOc3OrE3oARfvq2kj3qfnhfHGo/Hw0jfVvh/Wjd6lM9aqVKJRXC6V180P23r0YJooj6HYjM+Gj5JBPvrK2/qPvfiTLzDl88ez5V59/4dchMSTfu383gnQRLOX2JaKwMuoF9PlMS78xnIXNZL5to6givle26m0m2GKtIpmbISSHtyY+UFbIlG+l6OsCCsV199Wbd5qrc6VViyLe9aMf/cgIvTdv3vzDP/zs5cuXKIMAplLRvb2xowph7CVdRpwqz/UiwIbgqIiLcmtFEmnVZIGcz6YqpfzGndX79/Wt/ICUIuGENzCMlcV4DlixlE842XoQxg9REldyM+qcnkJvSsDZCkOO7af5SF39MKnC/+3+ycHpZXpmlrBKZPNVEwQNNmGZmern6heARnDrR/WL1u6+EMX1ZROsenl+8cHW/e9uP/r+xr1PgNpncpWF5a35pa1ZPaNLm+ls9bgua5kzmOnt3umbnRPOf25moT+VOapfgQA+PjpSiCb2v7gkEZe9bFzqw1Or6g4guCukpVJ5pnbJKxIYLkdHl4p1rPXk6ydQO9aWV5gcTHHLiLWlPucWqor3IAp98uEPVZVQMidHZxb74w8+/u63v7u9cW9j/e7h3uHTrx83Li5tOnRnSNrtRvO737mvkpgFZRkXF5cQg0qF2pxSa7UFF6aGiTXdQnZkfN305Ft4sDpeePhXsJAbJiwCn4n00YF+wobGroEgNQwvSWUggRKToY9mZra3tkR6xk0Ww5DXDbB1B35RAp5LT5/XqnOVWqjo695Jba5SKNNRHXUdK6vrs8ZkjUbVuYXSjNyOuZFGCer4YLEzIIv4u9U8nZtLv/9QflZSsz4E0HEN1EkxaRE1iKl6MtRNHpTntlhO3d5cWVKL+fr1u513B7pVT07OP/v862vAyBdXUQyEDzrd1bW1//Ff/auPH97fefv2q6++OtItBhOOUSGE68t0hUgCA2isbFRraLVCb6zyPsJld6JnTK+o2SZ1oilFjQJH5WLUTRTX5g1GK2YSbtVnZMNe7hy82z9LFUDAmGSX4UyIwv3gBz/gsWAhNhUp4jzo3hqxEFC8Y3pDpJsyGXfMR2wtl2ap6w2Ql1dAwzAaGGgnZKwsTZ8Q01qlCQg538UjDGjPMzOGE8bV0kuY066w6IhbN+Ph8uJG0iBQUwrIdnYPViq5uws1kRS1OmatE5d7+wHgm60tqpKOoF/K4BEDJDOMBH9aEPuB7do36jvLXC2hlFx+YToFIXF6d+/y5LR73npOnY+mpFzv5OUEsjOnZ3twT3V0cgvnljZHGSCGfelX6eTbmzDkXBijxco8ePS+QAt44RcvXhiswuJyC5SSW3PlhBspo+aUiuVXw9w87By/e/2WAq/+2f9McStQpGCIQTVictb3798zhy15u/Dg3nvySn/5l38pYe/alM4d7hzoeH/x9MUXv/vSrzPdxU43767/6z/7s/sqK9K5b56/erd7oJHBiJrd/T37BJGHxaUQlODvtPaODy7KxXnoC1QmjG1t5LxAvmiie6tGk10tMWsEafe6E9WFzEmwfYm0JkEP+oRKdEdO5ZMSbnbNLbtTu0luwp1yy5v37lmcg8uTs8sTlZ8P338YqNUDsyEKn6x+KlxCuQnrAPVucV86isiIy0JtoXR84tuqXnTXqbXJlERokEuzE1PKoBHprezBFQWSFOkyykvaEI6tCWmg2q4AoenQntaE30pk9Rr24KL0VWgks2tj41N0wS589MEHyv94PR7l4kyqtrwhrqUwjSBgyiMLtwxiuC44ooFOPU4ye9MUcJkuZQp9zcH9xHJ1ea5Q7TR1WpT290877exsuXCuH1Szz1Ribu3+dGnjp7/67O1xS7Y0a81WVoszWkNStWxRG8eonL7otCqLpnBq/GGYxMxjaNHy8zaosHKrij+TAj6yUM7P64dLmTM3uMxn2omps9TUvgaN5CCv0Oz2Jjt4c3ye3+ZLzOYMKJtxI2gC5VXy0WqPc2gf7a8aAKJCVym1qJRxy8WqHjUBg8Z1+WqQV/kMUaiyAKv1+F3j7fWokIwMkEwRe+Nm0BkqvsL2RuuoxnZy5RzT2dmLpjo0WTk5j5PGzvmbg68nP30ZWLztjx69+dM/bsyXSseHJ89fvDbQYjqTk9x6+OjRgwcPXzz96uxkN7pRjT0aruR7mcbRRX/n8AyUzKC7vDy/ublo1surZ7/bef3F9773vfv3H2rRgs/S7xXTI30iI4nOXCE9uzj/0Q8+EU46B16lnwo4BMASePTRhaw83KSVJSDyG3fW01m1xd3/+J/+8i/+r//jb6LzL/enf/ZvXh0eDPLZjz54UEwPj3Y+P3n1D5k/+hcfglfK5f7H7Xz2A80/iqVypxcCm41nL8q/HuUumplsefbo7ObNLgzDt/i6Orvy7NnznIrR6mImr023dnnDhKpk59ZHdc249X6gEV3fTLUVqA0qvSJZPILXXVfxQ3DgJaoJ29x//9GzZ8+IWvyMXX2gfoI/L3Lp5YvjRq998/EH9zYebqjnJN5xCX4jZEVZXqdg8B9HBX92uPnBhnjgbP7gtn3ZuSiUahz02V4XiCyxJwhZiHYeRpeyZx0Ygh1NRcPRO59P3w6Tg43NlYffvicM/Nc/+Xy/0W0evzD/xgXKfYouN44OW0fHK/ceVkrdbvlkPt9Zyu5Wi4NaacSKXaBPPdg/BAMq8XBvzCRCjiB3TDzQFT4Qz6nosnCg31B2hyBnl/mLxW5uF+OXuaHjw7eINMrritvtInQOAB+Gbz0/U5l5ZNB3JqlmxwT5MIJh3Ov+nor8xqhf0vjRazemu52pBtypbK9g0EkSVu3eqFefHsZmwMjOpSo0MtFLjHnEglYqIRlUgo99XHTvdYpuckf+9EDoR3v7DES6lXj3ARa5ItLbTkxN9+EwDm9bXudmCGeo5uJQOoO3vDg5cKykw7FXmC7x4liphpzk8GuOSqYZ8ZLL7FEFNjAGOO7LK8ugX8tV7snM1vY2T/PseFelYrlaUhfB4oICp9h9atDd2lxf4pEsLPKOLq4a8pvOuL25XZsvE+0sdJ0zw1ux4FM2lPtlWvzt3/4t75eOcu8cQrsmcOzq+FGpUmplfp5v1rq5npgDKkoXFle/efaUUW1NODBH1xedxlmtEPvLhRNusp4mas2WydkyQCQpvUfvf/jJt79Tbw0a7aknrw8WXx7sHlMDF+wLxUMake4p9SmWWU/CLqT12or87GWMUr8BvRZcHY762Kj2o9bKK7GAwhUwdMZ7waD4oz/6o08++eQ3v/nN7373OxEjlKY4QzRPzNOfywuLD7bvW3/sJ8wbjKR7R/gxojjJ7a17d1bXjp8dR3wMmlWTm0bgXosvgYxRboeLRPSYNax3NW2CAsWZZlJIrTd1dHw+ALNXXKUzzi/qChQ5xkKl4RDpiwtw0sAk9Ysx1fe2xQjUTLW8VDMZeDZ/m7pzdx1y5PBgiEmwDWJyY+5KGKfXm5cqctEq4r0+uXnAfdzcaxUpPa0pMzggam+bPRkGl0h5jlkOZ0SlE41ZyRcl89uX592CKZPX2axeneb06CqbNq5JGEeQRO0C/XmleL6QL19d5jo3TB0FQHq+sn1JjIiEdfhhKAYGhMYYU1BgqIE+VYQryoye3KG7JUQ9u35E4IZji4LOI1hsld2Ue/R5ASIKnHgCDsiJSE7Nebc3aFhrB0RJpJcVe5pUC2zTFYxZ0TMHzanICoeEhGeMNXl9wmCea/ORmOez2ukkk0HYM50x0Gt9Q02aEmNNL8qj5ZQDyg3eIK0IXU2Vigw9TMzIr2qpChadMuNdIkgVbODBwaMwhvDt7uXxscD+3sGBAKo+Vv0n4qh81vEFxKVG2IkIc30AfoClVAunR4fraytSGD/84Q8ty8vXbyyLAI+Pta8aBs1lwEeqAU5DL8KWhuUGzO31denqIizJ2Sp8lNVCsbJ9b/5BZrbVnX74aKPRHu4f11+92f3m8QvmsYafSGkRNQJso2hoU7AKNuRgf0fISg2wYDHgEaykuVgLGZ1pp1AJeQR2wJpr9FEtAxFRJkqghaujrFv47tKk5OngOhfM6hOeFbpYGeNXBcmaHfhPDoIcCR8P5OBstZTotxBEHx7pdA5yqBkUF5edzFQ1KTw3qnVvW06Z4rrkh1MXX0E4GIxUndv0vKFMbG+5RuVa2IwMVc5sZJKQr4ixYBtxBPgjmTPs0OPoVJVRsZdioboHV2kDsDWa4+n6k8hEMQIGHh2NLbTNmCK5Wj5D2GHSiLiGjxQZHVVC4qlhbQ2GKrVIRCd0Hg2xkJuN4jAhZTRsTHVVAe6np5tTEYvr5YZs2SJQDaG/TLZfzhgbWsnw/HXJwLSEjxWYfZd+ZGF5psn7Fa0fdVSH6icjvnXpvT1/YjGpFNdJBLpmf3r40wW4Zs8eQVjjAaBkmNiW7hakK83aHt3Up+uyg6L/smpAsReX59L5mZ0Doxl62DIgS/7wGEeKxSqR7Gw+JvsGy3qMUQL93yuB0pxJtxtnt+3GnF65jJkLJpUYH38/Gu2gXnVulI1KvKrSEAY4flu/vYkUGf+gVAyASLEy5xdKtjUm9mXyxbqxdUc/Z+ccSMHt7dAeivZ9hsPIXSb7yuVp9c/IOMLJYUngogircJ8GpfTl+YWo6kxu5tHD++jyL//Tf1ZnhDBdrn7HoH6tgOpmdTWl5XDF/hRzUNi9K6MczuuqGxYXlsq1herccmluDdjq2tLsvWLt/fdXvv3R+u4PfqQY9Mnzl/uHpywOrqiuQcjFRFKBYT4lZnYznVc0h8UC3Xci1EIummT8T7BVNs7N2kSazYNp5wO2ki/auGkr3wgSHU0dHRw+F8SbmpKh5vpO+AdfLc0vWBP6nypenuUamKZ8AyOpea1NPNm9CRDlDvNoKKE5Lw893dFpp52Y4Z64rL8Gadgb8lRmerfp12929VZBgkIMycwMCTgSGokpzlF1rg7DvSnZhczcvjps1I9xW3qqD3FbpASsl5wRay3CCFDFpGtmFXGVjYA3ikFGImy2CadV5uaFga+bdVkewwMpBbKPSBYgzueGuVGqNySGIxyOSNgwuX56vlxerlUBFO/v7Hau3hbz7c31GdXfdJVKcJnXLEMQlrOIfbU0lVrjMoY4jta3CUYaYNEk61/+VTKHXrmJ3p3uWaNxelb/YudLG0MsICaVdaiE6GYgMQZQ9ZBgjEwLykJV8cq9zS2DgmMIBX03uJUaHA+cbC2vrKiKT2ZnDEEC5gK3VbCeWjfsy/ndu8fEkCPgg1fHPYW4yLseWChwqMhixfoZOPbFUXqkYiawGy6PqeuDg2VTAhdWJFsFPNsKWEvzNUlTIMpEleIeqTZSDCXt7O2DDhXzVRp/dtlgnhHDWMgWqC1RhIPVF5YNPg/VGuN5lS8gVjlf1xexH/nOuGCmCkqURCWSrlrwV67XWsuffvqtV2/ecvACNUeytViEF9K9OlG0NpNN6skZDvbdBC2mzRvghsoq/a+NVO+6Teft5IqVmdnF0txSfqaaLagRgrj8L31ZvB8zQsFRV0sIK8IoV2bymc3pfufZc+jNVzfNK5tq0rroN6Ejrxqp1ciN+2ZU8aAWrz9/+WJvb48ytI92EBfVqlXLi4JlO9yp28Rmb1+/kagVM7W7hMWDBw98kmzDbTHTJVa422gJAgHlLEIhvGinD45bxZt+GURdWqUlkEgmfSB9V2a34RECCSoE+80cn8NOv6SUVDgB2CEKNNZZ5/H2907Pji2bcTM7b55PD89pv/n5OR57GHwu1+ccII/JgYsmy6kjAo9nhGhcq1ccbD14r9mo77xuH8a6nkNPMKOoVMydnFyCni/1deFPnxhoetvXf0IfzmfhVU7XT4+vm/2j3Z1e53iu2r+Zs0UduoEJ05u+0Xel9j3ktpL3ASRofwq2a7RPaWdC9BZZRCaVm4O54wOB4dpunVwOTy7UqkaljJt0qS6Ym8eUkuRFIu7I6yjbMS3hFjzPQPJqR9O4e57J+5eLZZ+aqs7NWYfDkzPKRFTFbnEqrMIwF8yBLHHb5FST51uTNf5JF/khL064aKE8d3d15f0H391YqUpTHO69ev3u5flVIz3drl+emAYC1LbTOpXXW6iVh93r8kzWoCy3iJmH/ZiPgFsooqfPX8b8jlwOX+l7cQsEsEfFzmfzXuEnAO6SOe5CEht3PbrQyCm6OYKNDasacjp1ddY1awOqFlPr9Hj/4b2tjz54n+CuX5g7CNw5zODUVKklT29KVLv9YNEUZ2G1AZcaQ8oNAzBWuWaWrz7x/ulBcfZw5hy4R7o4W9VRfzFcEqS+qJ9pWKB/YnjxYKo0U+XLvffgwacfvP/k6cPPfvubFy+fNRqSo6FhbIpnd4Si3K9HxD/HnpIlxSr20WZ5nQqS04wWCWXvXQWkUirwomWSznGOuBVMKRS7ceeuHd87PHBaTZFNDQv9EcY4qeszyfVuxaeG17389aUeUzgI9C34AwmVTHlYSORmjKZRlj3MzNUvbt8dNE7ORyVlYekCIaQvSXm0/UVd9Lm8+JdfPJE/gNSXSV3nUp2lxWGinEv++f/yrzXBHx0dEti0KjsfXfqO2FihEMVBwJ45x/75gCsmg3kx9XPnOYrXtB+mGQ7mW5EuxEHmstne1UXcBLhBOIE9SRwc7qnX0qWsn0K0Xl8Cg0HSybnUJdKewoM6O4S1dddehKUh7wSBZYQO9HuK+XfAZQqpBEB2/6IxODsfHR92j441LIlj6J8xu1LNwUBv1pIurpKqvizxRtrFRTG3XKdfRWWkoO5zIpAxPm6PhTPkrpeWKAp9zuq4TtW6KIzTf4E1GEzIyHaG7GTFCyogMVfPTsBgQQDxsEpWbPwjUQgCQPrOUvXbH957sLW4tjSzsVa7t7lCti7UmGyM2yZjsqinQsNnuHzRw2cliX/q0oaxnQWqDw5VlInREwEiPQXdDXKlLjXWOJU+U87abIoH216aW5O1awhDk6h0hSENOUZhoVVWylCHQTAvLdQoQNXnvA7ZJ2oeAwpaKg/Xfyk5im803y2X3ZnDyFgzwlwa74Cp4iJ9V2kPdSf3fXy4Z7z8zfXVzz9vfv75F/uHB24k/PSRyULRVymkxLIFPs5FF2AQQ+CqK+HTx6XWqWi6AqCS37dkS3soHYINDIIGsYY5hadYCcwHwWS8ge6sfWTNu9ElvTBn+i1shgQ2Q5oMn+bVlQFz2EFtDSYj3zREWg4yfTCdux1k6i2gudc7x42Dkysgs6p7bm65rbzf9hTU1uJid5jfO7p6+fbkvKE3ll9ZhM4KExtXQ0yIUkk/2esd7jaOj87N51ZZWj8zeU2MKm1GTQ/fsyXYqcQDecyqGzMPtFjaF1VEpsWd8KsdPH36Dbph7aB2KDfwS1Smo34BFpvIKfeLABfE3dUxuGv99hGPwD3TGvtSuptN6xOayOTmJdrFmsZkpA9PK84IMEA7p9OjZ6I1CF4ZXqup/MdA3/r5UXSvS9f7XZW5YNCviajCVJERnxJjpILcBUVPYKM2fwZlj73/ybOLdy8KOEMUpDNcRWVGJpGRGoQfWch21U68ducua+rk1IRGZ07qXHMBwpEiX5Ol8Em/aN2s0uQxOf/k+P768unR7jef/Wou09zeqOqeLurvyPc2Pt7Kl2vmQz5+/OptMdNqGP5WjwkYC4Fj3mzNRjlsPyFyQPkMRteYVVhepUuVLWwQstKBk2MX7Fddhqpku0ZqiKwo6yc4mL8Mch8tF4pqGqulCAay1a+TrYuzU7gwC9WaYNflyVGlZn6mvurkPEgMhR2zxU77XF5QcFVZwONv3klqFwvwu9OAWqF8aMsYFztfh9sM4J4YkqXXPd65rh8f/fq3Pf0p5FMh/5Z5uLZ6Z35BpXyf03K0vyd7a2vOL8/Vm5mjA3IeJVhAe+H3JvpnsvJMOOxhLzys7Vg6wVqJSjyWkT+5GDxUZV8299NvfSKVZB0IIXoMio2vBKdFpnjVOswYtVGDHDaUXdQHhXXLN6P9o4ujujpMHjKM/fzS4hyAlwd31kgiqDxaHe8mF7tTtcLsy3e7h8QXYCLEJkRNItMWhC+iWqjcJw8UyindbTWn3xxen1xcpwy/2N+dYrSp5eabzpZndwZc/qj6g3hhqwgqwon5T1xdQTvIYk1Jlxg3ZHocZCUrQmS39LHz7/uJ9k0vUleDkUYkz8qeKgtVYamzK4ZBNZ0ra3E7Ag2VYIPJcnTJY7gj06O3orI29QD0fOA9cM/IHlV6Lj98D6pgsmoh1My8NGQ3Jh/PnNWjY9xbllu35v7BEV+Bj7R+Z4N5bYntIvaYED33flwKEOAmVlx0QQoe4RrhFwyfyfHmdTuKlHz88cdffPU1N5eyiloOcYB0mqBxHjaifz7vF927VyaOcq1SQQpQrNeX5mbS3ZvL093u3lw1QwutrC1qdylXFmrzq3/6w49uvvW+5gjF/71O78ud9meffUGN3w5krlcoQuOxqGCGGSNSgA7d0AbsJBgk4uCXssC5nB8i1RCc3GK1tm2baLNaRZl4GVwzOEgBMZUMUEDW+CdTXW3AM6xhiL+z+cP9nYvjQyHKcTFRmE8Ge4h1KG2luGfnNkkvecnr07bGbby0MKf0aSHRaRKpCkGlNIAZzM8VSxqyB/29/UPRbVw0Dg2n3r15s7u7b8YULcE7JdwsVKiz0RS7fK4ydwxpVrGChghVJmNeiuwpl9R8TpuClvS9jTfUpqJi5fAmD7hIuywIxI23ccxfuGL21wXIL0XNQmnm/W99hHWV1pjpUivpV2Mcq0UcRn11cUbx8XsWWbybppea1g+osi2ZqmQv7TvVspYvrXd6731r+n/936d/+9lXP//5L1++fHlwdKQTXg2ABKtQGhpQgqs1Aqi+ofep0vxp8+borBUoVnbFPXNhxT3IG5SBxVXhTKjEKvjTpTuFt86vW2SWdXG7roTtjH+mpq8G8vxZqK9pyoJUkxiZrdTwLmYzaCgKs7uKjAL7UOlFOpFrtDWl0uPXJvlQ4xPZQ5x3EywofJJQ9YiXwlo2EWpIHvDKVAMJmbJTx0UJBj8AfzJShXEVjehVKsIVoi3MIxHuRbcWuzXOgE2uX9rXZwxR4sW+fvXi/PQMObp94KH4RwL33oOHc/PzTrJ5b1tJwd/9+L8hPn9iReexi75OLoVoGsctJ8fechnWSkMZG3vKVDkw04qLfLM/aoA4fPv6pnLOxa/VlotmgC/mh1UoK6PK5sLCfOX1G+wPaEpVz20YZqkkDmcPB47HZWF6CC1oqOJRKqC2UIkbocZNE4MurzSNwZNJPNy+J7LMcqO1zk+OT9XMXoBZ3+93TxhFs3mlMVUhHNAz7Yvr4c31Dz79/pffPAfVf6YVKp+Sd+l3uVuN0dycwsl8smYq0ehWWKDV3jM7p768NB/SIwWGRWkSPNSb+I2z80RKxltToMlgYPEAEwHLEj25Puj0kJZr47rAO3VP4xjXhaTtZFO8ZWssmq13R5aXEeFAHIWAsZWTj6nRYksJacIR4BEq/9GPgNIAB/hRemllbQ2EDoK03X4ia7QPQHHxKCgLFIokFXZhjJZqsgFhIqvGmZLqCNR/5DJ9G/BDw6s2fNZaWh9DEyP/yZ8sPXj4wZMnT375i3/Qksh/oWBUTnIKrrrNk4tjy04/GyQgDApcks0brW8KHBEW21hcbrY8o2/JTAF0yYRFkZw5N4ls2J16pPTzjkq8WO5NynwCymPY0rfSnBWON9QXvF7KmIlA92L4QsaBZEPM6VYWS5CqCZtKOWm4+iHC7A0Dz+gWq+AVER6ppjFTRc6EhIsapOE09UILaR+PUGzwFkc6/P7oYisFqqMQ9sOH721sbDmmHKyvfXKFHpbJww55RY+hPfBFDTZKbOhVu+XkHFcC0S3rhB4beKO7dzcZrt6SBDTYyw7RAJyPIO8xC6EM1xy85HrGcGqkoxog8rsSAdmQqJ1mu9toJ8xtkctgSvPWWk1FqBEP5MQPhpt3P7mzuvKPv/0y/dXTzx+/PDwQoIP5VPNt7GQhDJkrpBPiN+C49O0dndcF19SluoYJFxFqlrVdy91eHR6JvQgSXMrWGrtwze5aqSQV2F52bo8SzIriyvLWxtLdzbW73SkjZrJz5YoScaE+otLVndYbuxCv8qpMdbGWMLPfZ04zKU4urbxZGcnSVNYEzqvOaO+49/qtqCncZSuqptsYm17Unhsg3QW4lxOzWZxb2Li3NTY4k8cGY/eG7+r1Cje6Hd5ODGgViwcEXigovNL4TQzpIrPjDNpwQBVHCA2ofJC0LBZ0C6qkXV1fx0JsbBE5WktQBIQ5srUgBtpkZysD16HytDfNjWM7RqMMgA543AYCRdV1TCQN5wMRENEjyCUafhX7DIocnQM6rgAAQABJREFUVdeWTK+tr5TKs+vrd7a2tn76s5/89Kc/efvmVRcme1SRDrpDHaLiqhrOo/ED14Rhg0MojeBjmrEYcoVMwTz0I5Zyh25YDARJkRxZ81fGDx82aTRqi2Ps14DrT+ZqohTaCTeZUTg2ahXN9qkQriWMSQ0h4psCRqFb8YhqGlFs6CjuJ/gpSGc0nv1mK7g0UA7HJgTPWVCIMTURXQBdKgJYFcjOwOU+QPq8MiTuwMNvux68MeEitzMhd8vnIb3n2QdoXYznM96XYxHDGJcpUDwspaje95bq/X//H/6DjznbN998g0lUNwf345qIIwQ2lWuPSx231FjD6+aVsUAdwMNOrEmkB+lEte6NSXCEEGCOCChEpFsRdJznqrcOoad+erSysjy3uP7Rx+2vn7zc2TkAEUeE6HMz1i5Hht6kOleJy/idsIDjjpCtOA27INJEU49/+1NFH5A/lAv4E0Q7+cKRbx2d1srlja3Nu6ubC3NLeotT+Wp/Kv+3P/vtbavtAyrTkb6gLA0vvLV3clUs5Ga7BlQa52g8QQWEK3visnHODlY/zlgnMZmdL/eae2JSC9iAswR6PvoAzI+j/e2URbcy9kIVYuzauKbbX4TaZGusnmOfmVg6Vnt3dxfV+TDn1p+TTVQLPBFzAnGbGxtSQ7aYmT3BZvL5caDlioKKVgvNJ/3ocRIttDgRMbHEpFzMIccBeGbsGYSP4F9gBmqkNzJFsBPwhZhlzDIbJZWSuQDU9Z3vfIeGVLT+N3/zX54/f8rYMIRRVXqczlyMGy4jTu2n9Gkr2XJLeIbOkkTHVCisfn6KLr04uW3c5eIwRmt6bKmT61xRJm06e5NhDQWUnIL/gM2PcApeGmiVxdZwZmwq05Th3mer0rSIIDGCJjjuBjfcEfsI5MhfhRgj2MZEyVDx/4FPhhUXAKW2GYWLf6RLswXN5/OyS6WS2BqNMzGpJ1a1SnWvUUdBxuN4WjDp2Mi2Mb5j25zdizS6IkRF6Qr4mZnKXtnLXo+oNm8VB7PTklP/+t/8m7ubm3/xF3/xk5/8RDMkysCZHn7FIvg8XRDH43PqAlS43BkwUlUOGpLMEeebupa0swZE5vQ1i1ZxGWPADf/k7/8rk/WLr57OL95Zv/ve3fWNhcWV83oLRIbEnUncUOcSfRUWgr4U4SjQzKwYZHrMz7ITDMpIh02tP9yGMeMu+SBiA9EAOXbbNo12ZPhqdr5oS1Ac3r4dTM9MZaudxsXV2dnlVYuTMzVdQj2jdE5S4SpQXRnQeMr0IR0oQz5t5pYRV1PkSvVcdvq6qS6vsMjy/FpvoGK12aYTyAheuNg6N9JSWEAPkpebdNG8cpVIQ0XV6so6NrBoNsizcmEMZn0YVISUCJMKBsCLlhcdeu4luiAPNzc333sARHCN/gnxrZE0l0XrjYN9oAvCV8fnZywIukI0a9a8EC242RT5JT4eUjKlEu0KL7FgImSruwwjcRm8kE7u7O6Wy8RySaWOcbdiAqxKDEkHIj4s8KM//lcS2z/72c+ePnnMnCN0BG+TRhKIv+v64WMhLD//6NEjlDo2bJRj9fEfRkSpEZYBkjQusbM0bqDdrId7T7vTu+EY8maxSVqUQ/aK/ZLP05qSmeKh0UdtOrdlojeNfhXtI8ecUADBRkXjHb5hho8Cqpc1S7wi3XhRFDMEnLvAXMSaUvY8jSEGithT6TEWlIF7J4fthvaKDCanjtzFBx984OIn6mgi6nzbZrhyL9o2++pAkMExVlce4k+N1UOjwhhgUWgeYUHfEs92BsYJWXjv/vaf//mfO/jFL35xUa/H2VwEpkaC8RwP6+NbpdoapO2bIXdtNKuyDMiSCI/7lk+KQE9XPx+c15u2wgNRaWtwh0d6Xj99tyve9fXq6v3N7fdqtUXKQ0oKhqlBCavL1fce3F1bmhPjmB/7X8IOukbSfAUBNaaTcXqmGMbAH06pjZlsETE8SHSvFBNc10+Od48vzpr1+s2FxH1ydpifkwkNNMqMok/diKqpJACmDs4ACUGQQ2HMCQEf5gpvaIpIpTOjtzCTMMhqdjFfmjUOofrLx7978+qtAgWhdbpXhCnD5FX2AQ85FW1jBraCgsbx4gFhTbSElMLHttoef5DRWMhP2Ckb5FuuavKBbFWf9ywzG5CLgH5gVmELRVyR6JfxMlxdqXNZ+SDE1vbjx9Wl0lx1sV/t5tNFQzDNMhVlI2skMDQ2WiipfMsjAWPWHgvppn+jsAiXoh+XLaIdhvTY+PITWtKsipCugmDqmihs/+oXrpCclWajmbn6mAqofEoOmIpEVdrLBBCtCJt+EptCturhCvkcsennBWjoTTd8M1RjH7mz0Enox0B6LdcK6tRf0rW3UQ/vYTmur67QD04j+jFeYAiOU4PZwrgRyId4elOs37wpSgYxZwsNNyfeIPHHyuMSRbkCgzxXsgKEVnjVulmk925F2HtLtXUlS+JdOvUduBhbNbZFzaQgIsW5fh+ptyhoHW/bHvUclkweij9AFLqKyVusUwSKuO0imWqP05AH63V/Pnj00DP++fLzz8NvHmshC+K0tjTYKIyE4frW/SszCDumSA5qMEYg5SZyvJjRFAxKKK9i9Jjj+nK6m03LR6XubvzRu719SZtEmnMcfbUq5FrNW7A4TAXzP3WdTM0Xtakq+GMgXuw+i1uAByYePVsSkAILLqsMtYsiYlVFKxK8HJJW4fK0YqqaTemmjchLJUv5W5PWLyFDUzB6A6jxzHS+eLa/GyPbQBeMRg01Ipr1O23jhxWV5DOpmTjINjv1amWqXCuqBiSEVGjMLa7V5hcL714yOhCbslFWZrf9+/LFyTqLkZOwfkZkj6R3fZr+kQ/BbW19JoyZAKOKBxYite2LZRSU8exPETY0A9D44PCQwUwLcQ4VBIiEqfrx7vKansMV1q0/yaPG1RkhqBrCdPHkVIZjxE1P3CRj6H2EACNEhfQT4mW08HDatB1mIcbwdaWzHGcWuqtyAUjdp10GlSP5sbF1j6tyfdaFB1a/rCtdpAGCJU17CVYL8R5KKRip23V97gdR8gfW1qKhF/X4AGZwhxVt6+PjztQtFREpJEj+lmkkADAUYxKJiNVhHaXTDgS1GCAsAdTMgdCxhUZJb7hoFpeRaFIyge7KBR6oyovGWegifGf+YbBBOCpTo3S5hP98eyz7A95EiNZNBhyKz9gYqzCxASz9+N0Zt4aN3ZcDazF5uBUf5t5gJUvgnabUY7tNg+OHaLqSaSva2UB+8V3xIqXQ0h2TZdWngGc0/5BGfnfCRfIEwUSs8MFgbmk1ZhXfNAh3gGCQ4zXdqK4SKBlbmExGPDCm33ySH/9kb+/ly1eQbqlFwRh2tt48OpiTII6TpcWzKj+m37waHb57AVLqYSb438LDKB315zKpmkoPIRx4uJKi4MesG1uBRgp1mU7UT46EBHOpxOrSXGpZ2891sXze6hcGufmbV/uvDw0ANzog2o21wQFyKNT4jX1Cvn7eNR5SN+S82F/Z3fFhb0ZpRTUiQABMLwFkF4o7sYBKpUwpXqGllIUEZXEWhTwY9xhAelmg2c4HOn6nU4ZUoWiwwKGPgnoUQoQ5A1/I6/aIBERSlt0x/TDKBtAX4030ErnPifyOo686pp1hcW0FmYlAqaYTbFJNe944bqm3TFyqSi3oxk0WpfkR3pWMv7CW4ZXiamqJlXD3o37wavrK5CQEo7iRsUx4xkWWK+jBBTAh8BIXEz0INkqE9OuBkH777BvvIl5fNNMNHkQZ1Ucl6ky+eXP6dv8UoBTxqfH7vHnz1Y//zlkePHgQPfpLSyeXl8VEUUtWIjfV6gdCihUX38vTJWw1/ZLN2+oMJZO9uTw/UJ49lbzo591tiOkIaMV1eQT9TWcEEBBfb1o3qbK5C8fx5zibCd3KQuMra8oztqbSDDPV8vmlVpd6bWludmFOxNve59qxxOZQFcrw2G73Dl/PvoQXpWvCImXGoOwdMRNrzY9zTntodgL09rgWakkuRQWFpgw6V62kzrn+yLRZkUIcZYMzqebFydX5MNwNPA+x98H2t/joX331294tBzI6CDGYgGp0oXVu15MD4cmv91+IS16XUnu31xtri2fHO1CnEjyNJjCtYm1+xW3ShAbuXPYq6dLGwdklYzIRdQV5y7iyvtoFRX92mk1PFxOF63cHe8engC5M63lutQtTM5V+XgVK+RaIqtPCFEqN8t3mNNAKiU519u6vwP3JIZqnGgT6UzngQfVm+oIFsrW6VFr+P//Tf329f3Vcv8mVFqrLy+RX/xJuj2o19hJjEZRkGLTWzZilm6vE/fv3se+bY7XnR+N9/32lvAFs/8N3/1gRUEcHb6Ywtz6/s7ebLVUYy4QXk0RwAOgjOtGOYrRTqkVDjA4PDtn4mmQyRaW/AnQXx9f7wFvSuST0/v61wfBRYNU3+2Xhwcr2sm7Nep1NqvbmsP9c6Au4/tnayvqoOJ05NKVBi2KaKs30StnboP42Jy3Z6hZUP7TZQ9iVT+le6F57ytt2d5B60M9svrpVmefmOJ48xgkdppMezHGhugqcKbCK+o7TM6WZD//FRj/3SS97IdpEBJhPlcoYDD4OZ5Hi7969k0KhiGywP4kBMtvPWwtkGhJ6JorSvYUHfMbD5Xp2t17xAbLcY7LE3vJFDwfenTyCS8bxJc/e8uHJn+Pv/f7YCd3tyurS/XvbWAiZOxN6V8ENDS5qZOcqEeobDGNqw2BaRqMbrQahFVmu5nY8f/YKE3z7u9/jp8IKY+BFH7I8GP2YE+3AseHAhFMbxmjgx9KJHnE7kegztIJ/Fpl8L2byVoBS5EsZ4RFIOr7L1iNW7KsLY+3wykzD9Oudo1NQ1IagMNqoH16tmUvqr0kYiwnyRiEpr9Zq8Kr9kMdkufzQeBHC3Fdj48EZYHZmVfBFsaaENc0p5sZwo+FckroK49VMMYluKF6l6CBTFESs74qgs1oiaqJ08sLMKLadKYCMcoCptatO6uDwtNWmpUcy1B60umayxdUVGoMJQ5l7IClcZFsFAzjMfuXVq1dIx8b5yiSW67icn/3jP/5jdPKrX/3q9du3EyLxYQ464cK6t5tO5QZFenyxBUTMsBZDOGejaJDY+PDjD/QyUQiieS++efqbX/3aUAt5W1t8fPS6trVu82+nkzHaVxzD0GYAkUcHaOMi10wnj1vn16qR5mAmFVxkbBkS5eG5BUooBFwi5lJH3px9xIzlVgn7+GN8j+dHh9iKHukkAwvJQwOSXSBpXV5cdrgtceUe7mVra8v1M3yEtS2I24yFsugWyyrIMe3s7FCattafxL+rod2c0Ys+PSmuYXr6vLNPfiN2fZx89KKf8aeT+pmwmsYPbsbkw5PP+55/2Cec4LhlB7//NznmIbjWu+sKcVbE4SCPPXv+xNnmK0WgPNDhi6nyxZUW1L5RkwAsE/LXt9IYYOh/39ZxfMjA7a+s3BFhRKsuT/Aggm8ih90pxVHh4o1/2yWJzrlfi8B6i6uZUHNEAhzFIqYHAFYp0654xLi1WblXtjKqaOsYapnR6BvREY7JGC8Faj6Ydi5/boYXgHnYq3QOt0HeXf1AxOWSynnG+6RUMZGisYgaxi3DOLzaMA4D8nd1ZYVFJ9eW6ndHmm9ncrUV024Xc7cvZeTSuem5qivpoS43KFuA4CPxI/3PlpeQS/dTmkq4BZm8+UaadG56yemsMQULhUyxAxI/P7t+t/gAbuPaPVZo4EEVANhHGiN4aHxglVyPDfUikiB39PxIBHkXEftJP/1o+yFQDQYP+19vHdsM/hay2d7e5k++3ZEfqvs8v0DeWha7nIwqBApPOt5DFZLWOgzPuFW4lAFqWuLxmZaXev3yxeOvvj47+eb2pqJpkjRUEFCAcM+76SdkfBWadvMS80IWYNUSicUEbu+bntyO3KYohAAdynFnkiAity6YxCSX+crQq3k7eCZMKC+RONHQOqHq2H2KClW41FiBbEgTgsNtws5aWFz+5NPvKJTxj+5h49i8MEhoZIa47KqvOQU28MqEwfCxRfQZy0EXhdylGYnw8cMBaeqqPPuuC/WKB5ntT687iRNOHpOT+54DF+RFx5Pnydkc+wq3XiT36GBX0Yusbqtx4iJXFuYNyGq0LnVvaYwVteGwKk+9viJTI4oIHkKYTyW2+blXjfblRROsD4WizaPZbGAXP+s8+kwmvzX+6fBnxswi+4Krf0/GNmByF97lQgWVClGnFEyATwkMCJGqq4SMk+RIRMbVycbA5qlIUvELrLJhVu3muboS0LyRfuup2daoKmgpnskQDcie8PfGbZsT30C4Z1xJGiF4uFCBYcbDNj6520z0zVQu34HiNVtekXKRS0g1IdoDTpbd7d1ONa9aUudD4SJmLkoYxyW4OUIaxdK2skb1E0LVqcLCQPtWurI0O/fp91KF2cWl1XtLqxtm8rLdCkXh3LKLsWUeLsPDAWKwKdhGVdQdEL5jv99Ge1jPudkYXGA3v//979+7f//Nmzdff/N4f3+fXcOfNKOO/HVMKCMF5x+0YkaOSgeyzAZF4Hu2+vLVs7/73a+BlHz48N7/9Cc/+NZ79wXXnn79xetvr/3asCb4irDwh+RPhLmTeUCLNfjW07dTrYsW+UBfYHIhEy4TIFVi0fa5ZvdCkjvW8+d+BDLGXKRQNh523lsy4HYBeUxuecxHce8dGaTxwzEbTzGaf4D32hcdLLC5uen8Tu6Zjkn+u3/7vx0eHT15+vTUFCq0qGQCM6SjmQw/KbrAg7oWnBLHgWKi8Px2LMQ4STKhSMdO59jBeHmDl/y8PxHOZLm9MnlMvoLuvfv/f4gZAkIB0HNysn/TOmfOtBqGdXeW5kvL81UNFRrsdFRv3blbiNKOhLpXxplNZyGN8zEya/4eKb3Q3IVNqQuSRtycw6C0XPIDVUz+6XjBHmMfkk0YB+yh8bfjfJMHMjV/kUFtQqbQLbksyq1I6+h4l1+EoyyHnw5LW9AlNmRIbF2MQYSBt4TjlE6ayhOwSvR2/LA95iwUeK6KCj5/TaHeIGIaWv2UWKoQm5NhJNX0gELa5ll1O1y2ogT9fG2lsKvba2q6pe68N2j2Bnx2jbLQ8BKaZ1nZ0awEHNHNxuSvm2Fmq93T7zk7ysx1h+XGjdh91pCAQQK8WyWZBQI+DQOcX04QRO2xxOQ4zuTZno5pKKAExj53Wf7RQ/sJMw/J4pNIxoxDU0iK8t/asjN36AR/+ha+5BrQRb5OF1kehULiaQgYnj1Rojp7rla9rJ89e/xF/XgnNXWzvTY7XxZ9OjNHBo7PdKa3WMvrZ1HAYdBi/yZgJaGYvv/wfcGtq8DoOVWtp/LGXcd4hGaXha7Rhi9uBWM/p01sJ8asq9vBcQhZxVPMKpWYdvuR/XdlYyXuzTALdPSNI0dBDWoBSD6SiXSjFex1uKaChXpXe2r/LXLy3/+7f8uQA7lI91E7SNzykakT+kb3uNYyTTiVUSfb7cU/UP/keMInE8Zw7CC09bhU3IU7GxHi4XXvTj4wOXCeyYHnybGKSu31un5ub7TmTql6LEJA6DWXF2e/9dHDO6t6FZOLc7VSXln0OY2zsLzAmGO6KKUnUFw/NWldJH1mgL6bWyLvlpbpimSRfGo0MMbShL8V3CV2zracqHLfFxVEOzwx5E7lc7BGYNw5Uz2vWcEI1Bt5TTpeX8DDEQVVReDETDIl/U0Qstc39fM671nEGNRElOEMB7MVY3UKfscv2cgo62Mjta933+093tPH3wNpH1bkhIu6Mj+R4GbxhYyU3dEGSXyHnTizNXcGULHTb4F31AYF6tqAakYHQxVaaLevv0Olg4xCIMmY3FbvLLc7mZPLPvT6nSOaO3V9m6w3+3BHlIOYfyXb4X6ZEu7Sc/0sMDFRAtJHWojBs122KpM/J8Il1nIQKUEwnnjG3jFV3JgDthPuoriEueCDMHCwHGwjJaXcCR9AzTbJi35ub2//vH5yfqL3tjPda9eKALVTvdZh4+w1RsomzZbNVYumA84sL1TnWfuJKd4ROD5xQ51GYgxUEDkWIVJWM+QBQ135PWOKjZGG3mCOd6xweERo0ltuZyLKHVzHEFUbSxe5Jx+3Q5M9wuvo/PcEjqy8G8KVdRQc2w2jAh1FFd3Yr56siGVyrjFBxEX4tvXyCqGCDaypJdjb2yu9FwVB3AzZbBlSwlgmvtuVQYjRDz5sZf0eZOQZ3auymaLT4/M4/1iRhvvuFT8Rl/xPj8mx59FtxhAf1RUQ39dXyg+2Vwq5rb2dF9VyYX1RffTSXa3jl5RK7+ayV+/XNzfWGpfm77ZPzqJ+nZRXPyGqInnQaq2Z6eRHY9iKpYn4AQuSyeP2ZSQjX2ChmPsThxJHuZxYYXfoaOw+aYmJJF9gQsOAi/yVrIOw5Le+9QBGGDogyA9h2F2Y6IAK9bFDuL1QRcq03D+s18+GjYtw2JYWygr3dbgCH9SIA3lGH8RVS2Y1/LSxXzTmL1LM9WHkdosei52ln1IzGOZU4xaY5bvSCbg/DZVCNqALYC+GBM+GVQ85YJShlIhX/in1xYh9eXh72dDxpdT4OleaW70zI4Ro4+rvjqyS0lKTrfmiNpzdRoPJQg2HdcFGvGHT8QW6gDAdxtL4QfiMr9Zl2UkgQkXqqwPLT1Qzk4OvxkRguVGqn376HbgRog6cJRw1v7jMfPrlL38u/C2zR67Tl8phT4/2y/lENtFJTjVNhBfZRvWdwcV13F4qO6diPaE3UbaLazlrOm2ys1TL7OuI652rgUGFZI5AxlVTYjBdTM/CK6WWqrAEDb0Zd0cbyRiiMWQjodAJ19PljqXDNIjH/06HYzYaexlIYsxAQgvjxOZYztoNthClakEAyBkcePfOipRqFDKF2BsDFeAB35ycfWw4OgxHxbOPCUrwnR4+2B6TWqgjB+jDW5Nv+aRjzxbXW5PXrb4/vYi7PCaM5FvUfRDqf7+B3x8POrnGhQBIffPufAxQMJliqTjoHlVnc6PBucq5+QfzzQv93tPzlenU8Pw2cZ6YvpoanQ2GDWIYxqB5R8O+9v+QAuMrd5GqBkJyqCEUjuZOuiJCxc0J1IXEkNA0IQ85q1QZ61Exg7EoSd2rzY2joEI8InwcIWpDXVmyUjXxUlju9u2b3V90fgtanmFJK15eiGHGQIRuu3fSBpioSzRgifr9O+6lUJzXwcbMtzmKGgTNut0mCUTsRWXcWKq4ZleuyER1Q5ITlDJDIqdH3hVkiuWDxqkshBwsVOOYHJs37zXTCChdg9OhCyhtUKtAkEXdBzHxzavGu53dk9PI8a/OlDt9o46jE/r03CSYiCYvNpp37jLS5mZKEbAzdYJXQ2JSR2pBNjc3Hdg41r9dnmy0DfVFx5aI6PTgRdMLK+trtltoZLLjntXI40ZBhdevX3OQfB47WZ/z80CPEIgTdagakaEjU6L9uqlaCpYLuOHO1V4ro0s3mWnJWOhsV402X0ybsTAsZCrbG+WD08qrN9lnb6fr8ItiUPSNulgg0a0OkEfVGVqthUsCxEpwQJ9EoBjoaCfI2NhR+hA5uyDh0GP0DFyZkK6x+OPYEgBK6oExbp98zGeUQSOkcsE8X8BY0wHzHVskUAJDmRq81aTeNG4NFyH9WDWqMGrQNIoF/l1EuiShU0lNuWdnp59++qklwBGWADky05LJitidRLN/NLtvuRqLiHowkzI4V2J7pMvRh9f9SlDtWIP65B8OHF+2g+jHragDzZ0YqXF5urg4I8I56HUP9hqs2bnqPI1tv/70T97fhSrWzs+UjSGZevLsYjgCYaOSgu9SUlbjCu0icJWTI5EisbO0lA0usi4lTkug7ecUXYkOYSScM9G6WrKFQidMPltT8B4eEcfGjLpIKFIAKtd7ndJKVXmfun/hSJzy2WdPdLlHlcIo6lnpZRqPLA+konrDIqeTowdgslaWwHqUdB0Vhq0bYaSpSrXE3LUxsCXY1a6JUW7ImpKa+VrNWB1uGYAAfHcJUOoio0W1UjH4QCzdRmaVQicBr5qo1zGftCiGzmdRRvzydWAY7NT1So7yYIFrxnWlnr7YUWyJvjQssc9N1xb1hf6J6W460dUr2jnxZOQ8tACiAWuCYawkCWj7/vCKPxGMfJ8Ldpt7ewePPtCpJS9HHlCDyRhpk3Exc+Mk5vKT589EtOYXNbBkfvJ3/8+XXzxuDVpsfQqEo67PnbgOcqWpbwPeNZPqQ9Mv9k5sRH2wj/wYgXNGri7OMFxX16sry6mt7drl1dT+cfv5q4N3e6eCZsKVhiScZ8R4Fhka6q1Af9CN3BgsgiBtofpE9Q0spXE0pS3XMTFGWHNj+oxmjSDg6MTrDG9JOTTuSfQqOexdSdyxDNMJYP7pTz9++MlHDyJghax9Z3IwIR0LRNV4/Q9/WkrHpA65wr/0M1bWs1XzSQ+6hbhyESIYXndsVRAHp21yEi/+fx5+1MOLf3h2wLq4vDgjrpzh9KS+ohmH+Zi4LdRMwWudnh3iwvbVPO+c4e+q7iPl6fTCQuk3nz1hOXzzXIX/qFLNMi0smQszvwo28IoptjN5XsZ8LXIX7F3UaQcNdwmUTFJ/HMFDIh7arid+k2sTSo5iqQig0cmWWeGHqSEdxaVTNxdKMPR+P9xYP94/3X8LV7Vdq1VVgoJBFVzEaYBUSSDA+kCG1aQlUydKl8ROlHdJWwAfnhefLasOyYkN+GlaW4ZfFZWla8V4K9iFovhZE6LMKQBU/+qAHdS9fd1Qd++yEynRdtM3JKLKCpPzCTzT75wPz5rt/dNB63bmujsqQBqBiaG0VMFhuSKQ8PL1mwhtFwtVYHM6YWJabfJSd9HVpV+zcRhJ5Np2P3782IY+ePAAq0x2arKbaMPDdueVco3BAIUcXHOQwjjY4F1f7xv5PHaP6Sie0tbW1vHpHgkl4JbNFN68fKNHHVT1u9ffxORjhVfpPPPA8PLkqMsJMuCEVlZSas6KbofOtcaec2hHUHFAEdWUm5dmQPpt388+uL8Nhmhn93h3L1ozictxxsz+MeQi3s3fdeXGH6cSJTtOGwEt0/Vod+gjpjrvJPQ31om6z2Gn10HZ0yBllLYnp7UNq29n1s/NLgr8iy6ITFAaljQ8ez5AlJqNucKqWAT8JLhhRSgF70YFZYydCihxRh3VvL29bYl90kq5Mgc4asI8TkiHekapDrzFl/7nTDLZA68gcc+Txz9nJAFr0sKWmM/19u3O+lp5sSalr1pMlUkkKNTXwG+IQjshwNTw6sSy1jbuLuYLP3j06NP/+69/+fJ1nUnl2mjF05OTlSUp3OXte5tzc1WAAKVcNNvpvbREAQWrmFauVfTlNgBQx0WwggIERDRvohJ3qQqnr8Y5OkrMJmwphFN+b1VYYTCOlP+1b5LNs6MhRKz+ANNC8wEtPBiaesBEF2Y3/0cEbCRkfngmqqRgBMbi0OgOU+tG003RImUtTALbwAjIJ2KOoZ82FVdsIZ8v64aEAz2o6xvtb1c3eS4vX75QEomvJBNLFWMnokOP6mC0NG8uOlctWzBMzKxtrOdqA8LIjCu93+Uq8okCnFjGW9Pgjdk10lRzuTis3hytSa252ooqX8rVFlgPWC5sIdpD75YvEq/BG+N4rAib3i52jV2ecN1EO7GTUK0HG+/o5FiM2157izb23WjSi9ng+YcPzVrv6MJYXlrc33nevurkNTaSLUmUNjd1O4yEzm3P6PIovE9cxwu80Cti9EK+bWZ2vlCCxE1MG8Az9+GjuU8/en/v4PSzrxs08FX7GoGP49dh+MjVmpimhgiytnTAVAz40sshLWLJ4S7IUEXIjq1CBY579wi4KDGNeV6CAlSEtIbyWvc2auIlilG2Z0rFudzebYCERsYDNQcNjZ1qf7pnSsZGBpuNuzg9Eyo+ZuntFnWEzayOlZ1wAlk1MaBxmu86to5MOwWITuhUk4/94Vf+wE5en1zA5ODqUhpkemvz3tnJu+PTw73d4+lhOZMETKMOW6fjMOpuTMx2D9o8TTdpnB9d3VRqAq4VTrUR0Jkc/ER0JSJqbsW7KvDiSiWX0qY6vbJ1b+o65vaImAtzoyVSQjAdbQi8Yhq19FGCEGZuBKyIl/2jNzRYoBFGke1NANn12lhIQJj9Vy4vXN/CW5z+9c+/hNcyV1vuZ7LCBQy/AOEa42vzxpXQzcRwFF3HU5LZLP+phHEmEaUm09bW7qzf2VC4eFa3eOcqLLQJWLHh0Bzi2UfCvctmS2soDj2f602xay7aidPG03aPPTq3tLa5OF/79a9/dVY/YRn4GipX5hfX3xtuPvrIZWTrbF2FwgycOhBG0SZpADiS8lpUYsXAY4BbZpaJzhVDutHqNprJh36YbehSyyf7h01lZ53fyT1wxT/89gu/iGDevHnDxqQHEJOvx9aLcw6j4p5R7cr5EAgDCbq+mbmZ1dV1FThOXszlVtbu7CrI6PTOLm7OGv2lalklUudWO4dGD8nADCwJ0ywT04GC0ro0XXOq3WwWy+188TqdvymY7lDLbd9duHd3YfvhwpMnz56+fBURaJGs2AikK22an7Zfs8BkLKfyXgZOQBQUcze4RQo4TEjp3mgcHDfDBjYUFRGRH7yDTyLkyfMKdxMx0zt6jYKw+d8Ri3Nrls9jwife8MAeE+L2+uRPH5N6uzw9PDjYe/BgWzOScyFmjpp1t3++Pt5FoAaT+HjEQpgfvm7dPTuhOGJEEBOcs+BJj3/OQv7sDsAIDirz5VRieffdhfETgnyG1czr/gd3zzNMRCjTKf1uKlPJZ8YVZ4pE+v3/8t9+c3gK//HR0mzlB99//+Xrd1e+327v7r0Z9MGttHmu768KeuWFAq+ibLEOEYVO1x5Fb7llQe3o+gzNFLoP79cvD8cVI2ZBKSAJZzOfJXvk/uHnSeBwzofHJ525csE0kfcefbx3CTj/8syIjy6r0PyImKAQQUBLlJ8ZR+dkhEZ1kyw1NYrFRg1neKmW1xJR4ATaVEH8qourtT4YzLi6vEoQWTtrnhwkNjfu7R6dP3+z32z3Z2uuLqP5iqxtthnnFEXoCt91j0AHrtuX2/fvbmysPX3x8vXOLrqWNblpN3NrS8QIUWLzgD65WdtH1irTFRJwrF/WhXOHUAgaePLNMy86RvfiBNxgHI+RmhfRcIW7vAXahzCtVDV3At2YccvkOqsbF/lToo3IlpWw4+KZ3KHB/fvnKqm7nfmVpWbrvFHvKSd89c40sZmy0SGZSqpQanfOZeyi33HEP4+5LdEXpB5Us1zrZKY8yhcHV+fNk/392sLd5ZX10szdudrs6srCLJvMOAmxQPa7yJAUeSa7urr4wcMHG3dWATCF3h8OcokTK2gHgndCpI4fVs9xxBmQQaCO6PclN70rJjRhhxBV44c/g4vIG8++TWB4jwjxp/esgmfHHtbLc6SuL8/EcKijyLjh0bHx5tkJ0avldjav0+aTE2Kc2NRxrG9yTsceiMYHJsd/OPBnDoVPQxRp5ADl1+YBlVzqfW522le3N/NMj4ASCYgwcrDfcXcMMbgazZsrSAB7b88vm1Ot1v7+YeeHP5zbuLudux8ZUwCX4j5ffvGb3/325//yQWF52dD5zMX56fkFXCEAcWRmjI2U+Sd8olk5lZmBhhe2RGp58S4iYvhGuXcGCKa+GemeROvGDCJwZSCVc61mzLPgJvjCxx8+PNg/ZGOb2CFaJUQT4bdkVhU5O2A62QN8KSrAqILSTLBIm2I54B2q863w2P9UFBerjfIiv1muIlObQvAbyqlvR5pW/RtzwzXIylMUoreXV0eLS7Pf/77+82VS9uTo+PPPv2RNlcogOw16aBnIK/9ki3U19AZz8CN6XSmnwG4U4tDwadf8kCYxz+jenrIm7J0r8ecXX3zhGlwYPrdfuAUB2Ov5SuAfTLQu6ehbgbQxdraRBF3k2OfdqgObzrLDcgAFW+0mm0kMutm8xFSqP3S1MqDb3WS9Ic4/LMMhKmmgaEpqOYWWaeqfyiC9i7kI4gMaU5DXaR9eXe91B4m5xb3uzfbnby4C5mo4LeIUfeQgEXnmsN3hx+IZQve2Q+GPdM/rQCrlptohlFkLtMFY9KCp8Pco/7jsyIr9/uE1rzSax/62FJOHYy/+dy7yTdsW9qxc7NjMs3xejHUZ9zhYBXHPi5MD/oYAju/7GLp3Op/x7BWfdBzMkMvZAF/HRd7yXS9O2Mmxh5N7xRV4/ucH8iB6YOFmLc8vCCFQy2JnuXTh9ISNlQIYWp2dWV42aCzXRVTXo2qxWs5n+T87e6fFbK0DNLgl13nzu99+9fD99x5sb4qsta7PLoA+He4cH+4+/pu973znk/fev6/h33hjwB1GBGl1Uw9BAbscGfFYdZNCPNSfzrBAQkcFZv+gK1ZJubpt84lJ/ZY5KNPlq/M6bh5qjkqnlxbmBQeOTvPNjNGFQqVRhqXbHStP1l3lQTJbUOvVvdFCwwAUUY0IzWRBrJifY0PShywNtuX+7gGpb21RsAWUDXr+6rmaI3H3VBIEU+L0dE8KuNU+ni1sxGjAfI+Fdmf13sYd8ZjRQSsP6UoBR7GQqg1LWMgMxkKhFDhhZLAcKKwRqDzXwmvRQWoH2XJUDX5j0fnTZrlyO+XD2An/eJ4ceKWYjeSsDzjmIjuW0fctD3ckseXKXTaisrhxntvrSCMKSDizxLPGal5ZaQaOAtWnNWEwlR1Nz5gI//+2dee/kSTXgYB5FMmqYh08ijebzb57bmksrwTLsA3vYWj9w8L7Xy6wCyywWEAWIAELW/JKI49GmplWX+xu3iySdReLLBbJ2u9lTrfG0gYa2cGszMiIF+9FvHgn1lo8qblCp+TwFD7I3KURhLS+rEnYmhEuRqRCwklhFQh+us3d1y+bP/npc0rDXMImFCuLuekSvwzS2NASX10xFDoUeKRdI7CmJ6sIDsIQBLVY8IJNDd+NFM7Yb0Omytf/tMTUIIdBx9Ud1xQmBh7HHguJAftBxTj9bJD+TJE7xXhN+9PSuLq6ap/xpyZS+AKQV7yICLWg7j5OQOvWQuSUNq5Br6RvBXyTJcr13VdUFKuzfTGx0w7zLTGgpwUOm1tm0H1+fulM1iwyiGQNWWJ06/mLs+PVlTsjY7PHJ083blXaT/f1R0wG+xGzSdwgKmq0Dhqn+1KtXHMIZeE7zXxrwY9i5+O26X9wiDQMQdFh6G2SIHZkubUpXQw6YbuAMRDESGwGMgfEgVXrT/CIP22d34yUt17snVbbxfKEjKhWXUtVrGoR5hMJ5SyBtje2amYokInL15QHIt4nKZHYMCAGNf2ZIt+UsAcE1UL/JpFBIXR/L5I7IGrgGp8aEV+nMjt//+4ddtAige/ubPU6Y5cHJ8ywWq3jp18f0YBvrK3zs5xbqkyczX76yXc4nP7jT372r5//xorvROjEKiE56S1OS+D5JmZqpOYIkG4pwI5urZV6awlHMHpCz2PSddK0KvpjKs2pedcrbAicYSWt7o6BGKzHVLQJFO57XssI7qRahdm2MopqD4TTTbn45MlXzdqJxHMNyb1soDRpHEHPpGk8XKhw3nCyJdobC8260/iV1JdDC5kjk0h8+VLECm202q+2OPOV6RrCxKd6nGPtMCfYxDKrS0c1JyEQkyCkeSLEtIjE104IP3j/m5OFWbD/6Lyin4VCRJbm+preSW+6sz7PdItNi/ERfzhGxAYln9jlCpObhTlGQEjz1voqNQuHZhDAqjOdEEcxlp/p0s6b/edPt/76L//mP/7tfwIyKsKB/A+ESJOR0ILXoUMXB13wcvCxzs2W5vx79vIFIYf9DPXqXooNPhyrfiIEj8eTTUkX3aX0yEmVMCva2ZDv78LyvMgeL/efrq1U2FtaiC66x8+e1VeXl1aWK9bL5vTi0TBzfJNpZia3dg4zM8EXW+FuhP04fTKo3GzcujUebteTK9lbxbni/E3j6iDf2ros3Z7jMJcZu8hZIi/bfIdDZRFr0o2omRaTJNqFzDYbjGkoiJxZ+DcEYEVhYcd7TiNYvM4u7uw1Xh+29huttenK0+3n9Rd7vg7diHz4nXKw1yRc0aDQdXw5xhBtpHIs54txCt/Ifzw9WZZsZrZU+cEP/hI0rDsArqjATvZZ+GcY6Y5r72rq1u2ZJVM2P0eeJP9iZXnpone6sFUuyup0dsZzlAlu6+BoWBQgamqutDJ7ubSyUlz7+1t/8X6Ga12jc3NxPbVTPcAMb2zekcXp9KxrARB1HdLM5/IH+1WWTOV8QbxIdA9hiI1J2xNRpVxWV92pbnl0zkmC+GLxghY1lrMIfyDJSlLEfzbRaAww3UD/6aCgjQMO7QIj/Dp/oEg1mmu2m/3x8/f+7O7Pf/aS73p5tnJ7fWIgsflNzWn/svzRwenJ9mFjaa60uVrJFoid7aJyToRV7HBkqj/MiiQ/Njl31On95tnXDNhByWrDenTQOKm3683tLVDd3LyDnjvZLBWYXr3zWuj8+foHH3xQqcwQx4iKicHtXwkpPmjUrOYZe8fwhivuZJinNJvk27ud9NSDgCscw/lrGn7YLvgqcb4RqqS8uJMPpVNKf6CQIrq9xB31dyVdkPyZVlIIplc3U+CGMVWng2TT81LY3vYjmqkH0pbTinr6PJnp1tbW7s5+xH2eKTKOgz2Lc2WpeUUCmZ7KU25c9joGQITMCgMLZV8z1xCOyAtTZRknBRFRcEi7luzVBjVcFEUpMimM90XeoDDZGZu4Ks+POTLUOk2yUJ7m4WAb4jVGpRjxiDloL2lz7g4NQsT6cpyJTd7QRsaqp01G+uwk6vWLeuO8Jb7/9nGn+9vzTP6jjz7ZvH+v3e5WT46Y2EDNLk798jxhmTgahKS3MF3KURtxvGannRSUBkqWEpMN50DDFaycRW3+oOQ+OI/I4CtPiUKaDiHkv7noCNn04eO7g/P6WWv/rHXQv6wTFzgdWemyk5xh6gICELB9+nHlwcORdm/IlO7lztGTp6/rJ4eHx3XiWvGUwh0fB0slHAEqpGDh8cdvn0kGRVN2bqFikbO0RVD9C/ESdZV2a0R8Nl1FMEEzyTVdDcFcRYE+tq6pi8mu6Fo29yTu1nnhSgx+w8ExUa2QTK0trd++dXe790RCmdZKf2lupSBboUj/3ZN79x+MXg+qe9tfffU1E4u1RSHARuT6wkVfhjcJY9+iRCsC9lsIskxskz2QQMLpFOsgjg5ye/Xqlc7oYMJCkVTDBUzHRBdn3b9ilI9vImqySoYlcYtyPxxgSfydVNhtaUH2ROzwYGRCyk2TZS8SglbqY9SFdYkoHKjIFKb78vr6OksfzI07yVe/cXBA3ybVyNOS0gkIqriTwCsoKL3jqu4nR8l3UDY8DfoKalSPp5PiMUXVNbJkTGTZKsE58tLq4cH6ynzx9oa1sNOoEaDySoBFABXuwfWX8+JI5CP/F14w8AydJMs2KnKs1zlqkpm1GVEqJMgV87t/2K2ftGovm6NTNw/ya6IOt5wQ9EtsI/wxKsKT4epCPkNthFXo2VdHJ8KyISLukOaIVTAq9x7bh0rDgQVzluli5cYzpd751Mp766xV8OsHh0dW2ZkZYZ9mOdOUx2ZnZoURXywVy2bQ3BsnJigjQF9irQuAwAvmZsRAcFOw2QqiTjvnprp5rXdoAuLwqaAT+Bk69UKeR5ZAwZ3GQde/dpWpB361073YefPEaCSlvXv/MV+ihdLUHLlmrnjn1sLd9cVXO0dfP3sj9G69eSZW22y5REoV0QJDFwAQEGA01P+N5spZLKBO3GGYRic6KTCQJHmjg8kw1ghxb6KtBLDQ+ZPCRXo/T0INJxiU5Fk6uMHUTRaHe8XSLezxWPKKOUQoO14pLz24/Z6cgttvjidHtj/9uLyxes8JarT1VCh9jhKVytrITKldO9x6c1iSaPGqTIxhTWK+x+Pw9V6retyiYM+NL8IukLSkomtdCECxlA+VVdxn8QGYAsYl2+P0k6390w6FoezLpyFZCxk+E/ux73//+5IalgscwFhpFzHA+eQA96p6YgUzKkvbwoI5mT056YRniPmD68YMF/2MYYXrcAVa60E6u3pg/zDHHvv/lndU5Nd3JKRimcJYaxbJekZdm7QK6vFrUnzIA4p3kdL0dAEM0BLLzqOjY1uzxf/9h/e5uV5f5kVov5DJQUxZLm4Cf0VOz5GTY7oFvtMh7w+LveRoy0SBnRvuQigeyyG7WDo9EvHu1VD0iStObAXmcGyg8PEU/CgzjHgnMjmWQGTaYW7LIC4vz1KyTybuw4KVMbVFsE6R9dbY3mH3VHKgkSKLtsxEEWkcnp4QEiWGAcX1zU26HUZICN9BDj8QomozKjiNmMLhVTdF84jsQQNsFRXAB23X9KQEJukD6UkjzznfHgNl7Qrh1JxY8A/HrwgIJ6XFESbhlq2JFq16tC9C9/abl1ZBKdG45PKcBuTy7PzK+uYqcfDCw4/fu//h4wdffP3q5//yuWQLk2MRCt2BsFiaFuvOtOip5VA6QFHkrSDuhIcA7BfggS/V9bDea1l5QsOSFCIj/TWTuuVuIsRNFv3Y1IIwO+0w64YDRCrEy570C90fIhBb/NbyxpfVxpdfbzdqlw8ePLhze3N+WeakSQETO92Gc1F5ThDwZqtzelyvzs5ncfxFed0tLvX9nf0THvgy3MMs1JCcWegDIbC1JsyULNC5rAxXPu7rzisByWrz8vXB03YnorpT5VMxw507d24Pxgqzy3fRD9mMDk/PzrP/4DI8Ox9LGAsebLZXnD7yhbPgrNy12um0/SOsCZMp9KYhWhWhuNlNNwpT+w3iJ1vNOxpQMf2eSR9Lr26qyCmC6O2PmvWnFqLZiQlEpZ7iTfq6+4qgoXCLbxxBIHrkq1Nvdvd2ft2s1T/84PGDO5siuhG1Nbtdh6Ll1UrvWjA+asGDg93jzFRJ6CqCcn5AfF8Iptrdzm+/+vLF1JaoFURINNH8UbhISYZ20u3Xz0dW7zF63cTCxHoZ8PfNCEwLTeA5++hWd5cG00kS8TrvcFCKqGkDodWu2Tee2QJH8swXhpnskFhguuic3yF6mRhndsNye796LA7OyvLahGgmWhZvMWsXks4FEVlH2Id/4/KIl8fimI4Uycx1gGNcnxmUhfoh4Bm3cJ6eRUcRVRTHG7+Ez4uA50LejEwi6EnhCirZ6Y3F5V4232836gwog/uq1yRUvDpvZEfPswWh7OezmeJ3Hq+tLS+xbvm89JTsuMd3LjPZmJAZBCIGTZtYh2hUJFEYhRITuXEa4IvwDiY4swLpjwUqOhsql9SkNizRg6IcL8NhhZdZLBDKVKaDxGKM7IBNie00IcDdF1vzcwurS5Xz+/f396qvd495te8ctO4/HN7dvHPr7uOr807taO+sLaQ7CdzyRIRmOKu29stzEprONLqX9TbwiLp3kBAJJGKAOGkLIvgeDBjIR9Ix2ztpEykwtRnhAPi3r4ed3k2vH8dOTl59wduvh92rKalpO4OMIJm19mBmZnpGBL+RUY5cuckSAfVPf/ovlGaGw2hKqP2wyfU+meYPf/hDUj7sHPtcCJpSAuwHneCXkmJ19CbsV8y3qz9V/KiSvpIST3ozvZMuonYhN3GcGkSrbqbEmTbiSS8qvmBWwKBW5wbsWG+dphkYcZJxphJu//HD+2u37jYpBZvN6mmrOCcF2lBQT4IQXnHgYgsGzoiOlnEIGkirNjEuNqJDUZbgS/JEm0N+bpFRaf3squHZ6UIiMI0IE6jlXDxkYQEE748O3jTar+NACAnD8YEBw42sJaIRMTDg1yDeyNLyTEW6l4KQEHOSNz4/vHFme/7q9ZPnLwJMicAqCH5xyWnNaiU0obMirgBrmi5VgX9JUVFASTHlPu9PzALggLyr1afe3gseKaLn8nbm6ApiokXQjEfoMeQEqcMvkB43R8J7837hr4+OtuvVXSbHF+fcqevywLVqe3wWSEeYnt59+L25wvyje7fL5QXRod6ciCBYI+E8koKk3cXqMIAwBWThOFvyeucM+yaZmBzI5kx8XB1TIsoDy2hHy2CJrxunEmxaJdmXc0wMTjVaCZ3kIX4WD+twI45EKICCCZ/4i0/vTWVLRydtxzOHxsur51VBwPePmme1rVd7H7///nc/+vDOg7mj/ded5qGsuDJxDFvNfqfXPBs0jo52D+qCtAAVhf9E2GypUP9FT0NdLY1pdINX+NVkRnSzSNOIPbe70jxP5Gft6zWWWZkxcXuM5bTV/9k//fJXiWUmLv973/t3sqmhwXq9NVccPTg4Fb+2flqDJmZdsonQ85hBJHr//n0uZlg77Nbm5qakvObStPnJA6CgYNZdTS308GtgSVLxAAD5vKv7366w7PcJEExXAvsShPAW0k1p0q/a9GJanGm9XqksHh7uNxs1k4iuSH01+mJLSsZjuqo/++532cmLWBjG9qw4STYZcYRka/qKMPS6T3NLuiQcRrAUDKinS/xVoRpr0IzwNLEnU2edvditVdtfyDXcatfDItECwaUiVne7jW2TapvDeReG6FLYgoxwYXCcs9xO7L45je9O9Yn26v0Oy04BMewwX715RZpCrmWkjEd9iSmKqPAiFhC6vXz5CkXNzcyyD3h0/8EaQ6qCY32E03Ci83AKVccRyhuqLxQSxnWJl5eruUBl8IIdZWgEBTpiPu0QNz4iSaU9hBkL/JaWRtyQ5FQoNlhpPL86Wbru1ETMOhaUYJTWpMUmiVbtuD9y0O3ddPq57cPe3OImg6blESG6pHVjmYcbwOBIaRPh2qRonxy/nhhmcSb4SGG/iB4RTH+MABR4QkVg/tGSLd2f171uHJDonaUSI7HJJqKd8cztB6zUJ4VBEFt71hmRG9lkzumuXKrIqfrzX361v9OU85eR/XGddEMqHqxZ5//882fSb338waPvfPhYELyT471G8yiTq2wuM1EYPf3q9Rl/lzB8kZGuzJ+S8cnFoMcT025nc6cHS0655jA29EhlEqm1RJ2lGQyyGR3rmOjAo/EwLhPI9NnzNyxKwrA1l19e2VhZPbKyW8e3t3bkSjJhVkx5aRhDBnvqHecpOwOhij+Rjeknwn/27IWfFDcDSMlC4kmVtJjvdxV1NBBgfFve3VHRIFJBgX70FYcZeyKE8ApC8gn309c16GEPJN1gYhanvdi+MAwyUmXDK/O3Xz1vtXsffvg+A9O123dev3nKqBRas2fBdVDKWbzDkhKjND5sn7Up0iLSzaRUmaFdE0BJniDJOWbzs71+uxcRLi7rNRZm4mKTKETAD4wcNAm+jrVqpgBDdA9FJYtsepwbzC/fZuSWLxaQFdKjQt97vU8qM16q6MDq/JrdxrjoDmcmIyPL/u5eRtL6iwsTs58Uys07G7fvPLwPwqBh4EadwgS4bN2pbNN9cwvyIKkCOIncKU7OERyY3wlOSkzjOK7HsYUGkhTFPmAz1qCcWqUCD+ECXuus17zud/J5SVyBKbtfPdo93H190Nur9rcPzzbvf5eJ56MPfjBbmi8WZxcXVhqt5uHxkTOAABiDi9YVbQUXNzrOEPeTKgjFMuSjm3bMigWbUibNrrX8/jq6wrZhEBkGgQDbcevczcR2HPYjkyn+nvySIltYoLG92mG7e33w5snB9vaAbXN+YmlxVkpmKm5pK7oyll3cDH7zrHpUe/hgk39JgTFhu0FSeFKTT7M7Pjm9douRR14QgNEJChHWyikPGWw6Iwc7KuiNS9EmMiqv5Ksza7eF6aYQcdshp0kwcdgudYuXiZhgyD1JajDCoQMpe9gsOCCCqoHIHmdq4DMWI9gGrUDltFEzh93SnKl1VahZHaTMKxLzDHoDEB8z8fg9FU9qwdUkKmD67qrilbjLjC8xZlXxVWVvb49QGxq35LgAABlTSURBVLprnGJR1zWi6+32mbXZmcSuSERDfMD8iSL79KSKzxPrm6zlxaudeutsv3pKCnx7faWyNLF31MG/bmzeYbi4s79HtpsvUoFH7hqKcYuKxaHMxJ0tgWMlNp5RNwEo68lOr9YUoun6oNoiQra68FyUJy2MuEm7ae8mIuSAroW1Iof7Qk4o2UplDus7XZweDPvbu2+++v2Xh9UD0r2FpcponjuNPG7TpA3g4wwrsJxQZLEAMWLx6QQaqU6Tju7jk9Pl5WVABmrAtKyomJvwHk2YZzmh0zkCHEVWaYuoBdWuT8yrMZyUO96SdGj8jIAF8cRpKsIGZm5mZx7kJ8cKuYG+kUy8/P3VeffI8abdp7rK58vZaoMPRbd7Pvavv/2y2bn8fnWwItqopEDZCSZ8TK6KuUylnG3Ujs67LfnRVxdmlypz0zwo+DyVir2R5x4zoXDLVijXUCTsG2W+lA/rA/Ym5HSWo7CCD5m4EeLFbaispQT29qQd57hay05X2mc3skf93b//Gyf+3/zuZWY8h5O3pzITwkKL/CVhLznH4Unts99kPvjw4cNHd5kpXNwcr90erXW2mu2L9997wIHCGkUQR+tmxQFPMIfjAEUdYrFiTwtWWHQ4b4LqvU5gbInVX/wvamSKwObCLBTWIke4JZRPu+lQCF2RkwXUFENRix3EDtRPX4sZersnIAkvu2/+1H2MMMAdfYJSru77Vf9Qlxe1/o5I/OmntLW0Zc3+abHdoR9bJILG2Kj7hMd0zlWDVJQQ19zgjfjnEa/gHGxNQCNfVb3dHbx8tV896fcfMYKutVs0Myur6+pHp9JLn8qMQO4VgtRYK4VAwI13SawZXtn89FyvbUOoNFFhhSAVrC8uQt4k1Nv4dBwzYUGteija4OrSClyREVI0W2GswclOsk+gUTtGPycnp73uufy+mWlK+aKIHLAKuEAJJikqAajM8J0FbkyI6A2DAeWYEalYmwBNxZ/WMkD2Z1q+DT2e02FmzB42QlExEorQar5Fz+2x2LTxnQkVkUFRKHUHRBr8QK4xtsub7wthtLv1hWyz8jkWKreG+dFX1a3DKvJxGndKyX/11ROeEZYJav6ZOcGxS8vzs/OFSYlMpcQWGm59df7TDx+vLM6N2q9HbpZXwpyS0j/WQa754UocO8dR44IAgWcIiTCtduqNo4vtwTQOVV7d8E4V3Vuynku8gCSzR9u7tZn5jb/7+79a6Y0+f1Zt3Vwvilo8oPoMK3shlLD33KWuhqF/Gz7ZOml2xRhaWFrZvDvzerch7HSJY9lkJEc7PanrT8oDQzAnWxwNkIMnbICrotrDajSQ7zVCeIgI4hqSxYQ/Hbnkg28KbOmcK8npw+LErj4jmo+NyEJpvmJrTfexFNFjUhPxgA+748OIRwXN+CScIHJwB4HCCV0xa67pKybv25PtLX+6mVbS+rfxIK371TAgjQbV9UkdLYVaIWlZT9xhlMWiEbONA4nvWXTDXDXMZ2whjXZPdCTuxCoog+GHhUvfQJDPCyoKsufXQscOIFdajt99zjO6EeegKI4YwfkwSfDROE4kv+Kc5dJZWCnd2Vi9e+eOzDmLlXkfaImy3mj+7nefYyCdduIANjE9s1rRN8sLlGaMz1vTuMxceOIG2YdRFsAYnO/6ijMNSy34xxPG2YMey/JvBdE3o/Swsaf91FWPqadFtJCQIAejHfx3CIxD+mj0Rqfz0feEuERsNFr5lwml+WGhvCyywYIiqu5FogUane30zwQhvbjJXAwE3O1np0qkmrpHo822EA/WsDsUKLWudra+Jt+7OG+MXS198v5GeW6Ni0pkepFNVZaAZG2N7WhSKqQIWWzU38xpLbIS0UJxj7cb7x/3LUONevf50xcs7mEtQIlHIoVIozmysVnbeHJwHvHQsoszq6SahfKIgHo9uQmFXcEkxHyyO7/qbB/tVI/n5g/uP+yNZ6bJh6iwqSvWVyuOcf4Bvu86zKANI+Iw7MRGNOcncwOkaKBz1s6XxEGP/dyMOMeRQEIHekJLANyTYcLBriu6aatdnisvzc+sbazB23SmLHZO5so3exFAKOkE+4DnfAN+QUegweOZSyXWm4R5U/ewJ/2qmPI/ohZT/kd3PP/tAhN9xZ6It0mXXq/Yaq/467wt7mhcS9JNwJYg4H7iXkdTbHvuhAvJYb1ZvLwRlAWF7B4eCPPp/KIdXGLoYCIRG+rDA0E62tJxmmyYDDpxBg5lBcVdZLAimoOCTkQOHA4vFnlrs4gAjz9amZ8RCcMyl5Pmh+vK17/7UkYvtmfWI2vFcHBenKvc3rhzcXnjCGGVbZ7Ujg/2eapys8OO2wmcW0K/mqA4agrytjjwjyKzJrlOJHLAhb81PWCrbplUSWjlG74ghUopn+R3smIidwwzEZgMJsHROVOhIi36f3ATJleE6GQhaBL7P7T4jchTPza9uP5+rrAoZv9pu/P01fFJs1+eFbBKvg8bZl9SKmoh8j4LmKB63ZMD8GCqcNFrFgsTsl0S4Qk5Up6Rwj422kb/zFdCbRmBfTD2crpen3XNjxRVVlIhuyqCSZ9dTZ/ViVL7VyPLw/H5Wrvz9bPm4SGPSQDD9pN6x4TsVs9//JNfyM6Yzc3c3ryHMyewISAQ51S8aBZpHMGYa4Qzy6BLAby3X63W2rKSsa9z1IefDfbaSbTDBHMCf0ISF9cw/FH8GkAbxEKM2qfPw3wniR8GTHH6jYduHEDisGNq6kNx57rAu7x4//F7j+48fAzuVj2ZBIVo3d3e4RcWU2t6kje/oSJ3zKU9C5Fp1J8WFf3wMdSSEpIJRt+Kdz3g9ZSu3uL/H/5H5H/441s1ozIHmoU6Wghe9joiAWzv7CUjjZU7IdXAQJ+2PcJHYcKowUkLWD7iaLLsGQXBEYo54lxOMbAvFMNYodsTwoBiN0QEhqdvhDHJPy6oF7ZOHcaP2BpCW2gHG2WiitMg+QqbFy1LTBChQsVeBNmrYbvZuLk05Zfbb57s7f6e50oulCeSqtjs5DnOiL8xP1POjm/sNI7QD8sJDCF6CctjaBDnaWcyFbByjNEzU0bYdSNACQVDrVYnTQRL/3Dj1nQuOuki5ar7MdMJXJw91ENC5xpKB1tpnDzRpDvkY06VXrkcp5mRI4yvM0fPqyvUI5BKmLgM81MLG/c2O72JF8+ed85fy6hN8svxu3/RRd3Ei5IViVvBWBtyEFaIc2d1ubt0a2l5jsKZSml3DzPVw6CauNbBKfMKizjcsE5JwMiVcnJyYZgda8jiNDI+XX4gTy6NJwvjycnzqZvyZKk8mmMGttgd3QWVDJ97GYCuRAPGYnNjvBCuvjA9hsO2znbGJaGIKaQ250Y3oEgn5bji6xL2ePDbkY7U0CEfRsWKfHasKbG/bVn2wyTEdCzxNsngeo0oGKnY3smS9Pm6myI/8BJ2JIRk8zIe6rw4VoRNkHxz9x89/OS7333w6BFdFdkKSJOVkzIOV+UFX4x2FS8ophD9+UC6S8BsIhcT5U+rO/ZUb4iYko0y8kHojflzVfeAuqY88y1iSRDj3/z9zR9G5WHvet66S5ECHr4OcwO/3ha/2kgUB4AwmKHpS44B7ocONX950q2ycyGZEZVAFJIFadgy46TkuNAw0Q3OilkicEA8JmC4W6JgXw2+DlmGByM6Cim2dWt8ujS7toLVXkJYJxyQTk7rJ9fTU6XBeXt/uyH4iginTLmkp11fXdZhakxW/tmp6257j1wt4vuQ8BD3XV0JR0uoYTcUaxEh6j2UDqs0uBwuGDhnsAvoGSuoGpGSQgchWWJMhDsWmhRKJiLmKJmm+A8+RAIoEAZDhg58ztxgJq7NULOxslAZG2tY+HRsYm5GDBTh084cFMdGV9cfj46Xq6fnznSN04aviJ+AMesI1kCucZmdENIIG80bQnheVkiri+UZZjPjh3VGyS9P2nX2hkQZ+1s9M29oSmVh6YOPSh+t3JpbXSdCZmJgdRsrlCZm53Tzio87pa48VzcT/fHSaGlpMNU70yEJZYLZJu0Ykwwjr0ImKcXToEdGIk5QrB4SIpDOjEZAU5kYsVu5iBMcVkR6rnEYyPPEdXE5pDsqjkaYOgVsYy9OjiHIhhAOGAmcdNif+aI1OlQaOhDQjb0oodohgbiofrpfXr91a3FpRUbnX/36s5HrcFU0NTFgplWVSFj2bzg6v/qA7yEJWBgTmQtq0S13sPfe92faIVcPu2MM6opmXWNa31bU/RHXPynaSZlLZy39IK8DDmzY6sqyMYcJvpIovC2wGsQBwVZcVhxzwkqKX53Yen2bkvwdpJg0IBduJBYSXgVjuBtav9ADOoOTFAVHdzU4S9QCoZ4JX5WgItzwGB6NUxcT/Y319eXVJdGYjk8OGvXTyamVy3N2fRJu1/M5Z83+7Ezx9vr8o8f3aqdyaDQF2scHksU2WwfhAZ6t2CP4I+PIceH0jbrBmslpCbsQqnxURSwFdHGYERA4oKenTATZZpF5+weUHgAQfLVNWAUEQBsh0f5aTUNEFz7DbiMcW9i4MwPY+8MWzpaWUo/nJO5u5DpCwYxmppp1WgSWeJM+KxoEF/GFpY0f/OCv5NT97Ff/F49K+cR0M1ecFG1FQALbEJbTSgy3iCqzo7lOJJjIDge5Rq1/cHIxOkXEP+KcDgnI3HVyrFAZLy1f5ysXEywJ6ZtnqehOLkdr4tv1+0cnidvSDUXTUBZ6+bS7Y8ShsTTgoW2HzKbsJ9mZ6VwhQ899GREOcAPZ2CJstvHgEMrbm51jxRJptWsEfPaBkAP1+7lp/MjorHRhiQmbsKwJ3MYtDaBEGgQpHLx3kmD0iewseG04Aze1CqpgGtfgCEKFZzsiMBK8VWiYg6Pq1uuXsR4N836F9uYFAqcbTLLHvSWDpLkgA5/3MxxUd9UJdwwiIJUw63aS9FcEkB4o03c9+e1KWnf906I164R39UZT0DGVLfZ6Zwl5psxKcLJwxet0fxqHOtGTYGYCqrEkDEXJ7fPoQTki/aEWqxVki0N+UhLMw1cGa4mKxFuMPhOeTqAty3nKR5EChmTZm3aYo8MwzBVmU/Nh7FOn5GkJWwI5B2M90eE2bq9yehBOnMiXdZzIDmSAtXq7Wj1+c1BwzDMW/Wl1IOIAt0SF6VAb/jUcUZA+WYcZ4yZrGkOWEdRgjJZG86SAiW67ptCGWx5Q94ztNMQTRoODi5fCWsCrlhQkZCmlEom3KDpjI5LzJM5v6kw9GsNmqThH9K85GziF0u3b96CkA9yXX/xaOhOtW1dlNtQzQW9EOrAzMTJpD0YORw6qpydFsSkLOWnpQFJiLI425xDcSj8iLKOoxyNH9fbl05djL3ZltlhZvTVbmZdDNFjwXCnLBb7W+d//63/aMqcdKdlcWxcnhWLK6gBGQL+5p37w0QfCVb188jU9rwh+IcuKEiM1cWNTuAT8lmBjVAmhIUY/rFWQAVwygxDJ0+CvyGzpMAKTAcQ2YGYVz3gFEsXShv6TzRt0KbcsTq4+FKdLRgWpZnbI6lKwjLaTLdHloBVeFaYY0mrTHJmdTK8TXqs2EfH0HLQtBxZGyCSaK5mU3XDkmjehq+x+3aXKKt6Hh/NKdsoaq6MWy+CGLA8xTCUZbvz/TYXQM7mf/Pb2pj+M1nehmiFZLVzV3fFF2yCWJs76iYuUoSrc0EEH6URvhbcfk0IrzyCSUtWpjfW3Z+ZFP5gcyiZgnClehv4UogaeWc+s4qBUMO/nVyPUD6QFyWPR99xstj/ae7n7/MXOMx/SGs9PYBpmhHI4EM9gTAKs2Edaq9NzN9W9iXw/Pyqc2nVhcrI0usfb4d7K2M3i8M2miAqSdTdfv65uvRGQnzx75Lp5Ml+unF+Od86hHOSc8k8mPRl/chdtXw/84Nvf6Z9c9sYlxxu9YVRGqI8HxIwFt67oa+xRwePZW028+96lnXGHZY5HjNLp1WAJ9+PI5/nRJRo4MYozsMT6QnkZuVenLOC27alMYfPe7b/+D39LhMmHz7p006zmRI/Mi+LQq/XOl+eXhF7cP23snJLnXF7udEWRGk7MjxdLAtOA6w1bkaQbE6M5/Nmrl7v+uWMKfvSjH3366IE6PFmgWbnM731xzEMfbC+bEYlJYCe4eHXW4hCX42jUbM5OhmtjoTBfXF6VcVh0ElhhjM5g5t9cJsxwoJbMkRP5EvNF56kp2quIbGx9yI7d5E8OBcqkes2dVE/xAuIN6oC1iWUwjzeEYg0uzjA+Hj+untK1Rvth+RDAfFcCB2yAg/Gz9qij+93HH9DpocmXL36/y5pKGOdu/6RRSyUIoTU3TgRqbIpWYsKGQ6jsCThtmEiFHJZUze7x2WefuaMHWiRh83q6gsYW8bZoMG1TO351258qaUl/Qs3p4/7UYHrTHQ1qXNET9XRUIO6O1lRc01/Tuj5bCwLdbVBJDDRfSd9yJ5aVpETdQeItGXs3vf/uCtCaBQDP6IY6UtUxgiZn9LGrQXbMkczhJuQuEknfXNcCg5jd9XD2To9CmpiPMTtVQVS4XH6mMLe81Do8lo67z7Kv0a0PrrPBafHSD8udCN6FocC8+JyP6pKdV0VPoKDEPsYVHYjzZ2wvCVGAQ0xTCoHYXlMKTNbaaCd8GRBSrAsJI0xDkJg2GHuEg0VDiI9tGx2gsEhjzesLS/W9+7dnZv9hZXXhn//pFzvbbV+35JRyhbH8SFtmGEnwzvtSQwKsPdT+QxQstBOeOZETxuT6dApJC6K6bvtTO96EPHqrjqdCJ+Y0nTjjwtkab0SvSrAIvnnSYxpR8adfLfaeV2LYb0uMLsEEH/KwpvxpIIr8g/ojjoSbicS7M3sW0k6dZyCWPuaqP1rWN/tN2vM/uuqAomNpB0yK4wb8J8DQMnxL+2C5x0CGE6IP6I2m/ZCAIKCApdGKO76n8t5777Gh9CtApGdfLcYSGGaziZFOWB/Fi1pLi7o74PhH91Ogu6lxw/Pd9KqiaNDnIJBKesfzKmnfvKWeAtN9UPawISElH3VHb4HVM37ySnpVeVdPm0rvvKurAI2mgkNMqCg+GnKHUXmSiDMctS3hvkJLGCkjWEqfC5FDMHBz3uOYRGKJivSNJUpY3hSL2YVyWQamWtN5oF1rXVVrPe5xp+1BszWQLCbMOamuMHVkD8HqBfwps33XyhUfIGbCitCuhlooTrT67BnHO3fQknoqeFGPO+nBKcTNJiIgRojuypPVZ8APgTH8wB0LSkmrVZm/VRbrTVaxTIYm4/HD2ytLM/fvrv23//4/nnz5FSmZ6Gw+fCFw3khGXAQCERyHNk0MrzoMcAhKHCOS2dA3PTfXgK+imJQXLxJ73CSrp4mzCm9tbbE0TXoY64WbcGltbcUarRtwmq1QjB2XzB5NKM3hsFQMYwIlnXTX9M+UcjyQIpsOaAFCovnPP/98e+cQSD3rVxEhXfUHSLTMgjE5INXAmdiWhDZFhj+6wmoN+pwPeRJeeSA+dyk5UhJ/Mxmmx+LJtHN65qZRKSybfBUSP3r0COUgNe8bIQsDWKajWgcvpOmxdAvyp2e8qxE3FWNQkvYC798VnwtUTbDcNfA2oRnXFEDaSe+Apg9pIaWKdAz+TB/zropReUadnMZghJFL9+60fa+kb73dgdIb31w9AyzJNUjUQJI+BKQUjbuj2DlCMoGBSEWf4tJRWlxITBen+0SCHbGDwoaVFImEpxOplMXPkuAhN5FbnZuYLy+JeNw+H7bOhke1iyNisdpFq4c7p/AYs+/4HLi56gagGa9pK0xzdJmQgAVsafm0GRsriAUJxcXD6bkouYH6k/0nAYs7wOLc4HrW2LcZsMcphZfZFMMVxANX7QMe0Kwh8Meh+Ll1a/7Onf/MWP0ff/zjX/7il9w8CeEovVl9wGsB3mUOkipsujwTMOme3STSWqcU/TEvaf9T4EY/x8dp6ilLDEfxp+H4nJGCrRI9nCqw4fre9z61Rptumw+89YDHbPioCAZD9Bjp2/LuQxrUSPqTV9xPP42FY1NPMuSO2LE+LQao/igg6SvwudPpogsIo0/pW396TT+o5aCSxPpEZ8wOGHrYp7UPzz3gZqCpopZ2JV4jN46FOXP37t30BfOrN3YnzZFKexiy+tPDOhevvA10qimfT5qMioLxS0GWAtEV+NzRQtq4FvypxECTobr6E92Cpu/qjDse1pqKKwj6M61rMPk1ABpRAjAfiUOuXiWvuESJriT8j8+kd1zTZtOKXiUT8wcqckcREjAE1CHHCyWNgzSJkIXGaSWSGmU4WI8yLjKJoVS/uOzUaqEvnS+PDc6uggXMFwUQ5SJ+Pro4VxSku3U2enjM+q6xe8BmuktwpgPG6AoRdBt4DcFA0nkBARUASUekzymsPB8DSIo7PHljjCSGCf3Hup6L2L8f/vkdXrp8tW1CTkXYYsejqfGb+dkScYMAY/ga3wU2kMTG/5f/+g9aIPv+4vMveHk58oJ6vd0kKrcN0/zMVebxuHZqIhQ++jYMXUhnJGCc7Anu+LR23LEJqBuUP9WZBXo47Tb/CEeOe/fuffLJJynvgy485lcvgoSKP7Xpz7Sk9XTo7qQV0wQ4aUGKoq6S0AMgKQAytgTZbD3JjzPdf4wUfDzPaY+00E9/WuB52kk/+ZC6r+i5F00H+tExz/hJ/f8B80lBqiwrGi4AAAAASUVORK5CYIIA" /></span></div>
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<span style="font-family: "Times New Roman";"> Hay pocas
palabras en el diccionario de las relaciones laborales que susciten las
pasiones que la de huelga. La huelga ha sido (y es con más frecuencia de lo que
debería) criminalizada, denostada por lo medios de creación de opinión, y los
trabajadores huelguistas castigados por el poder privado del empresario. Se
entiende. La huelga es una ruptura del orden laboral, un orden para cuya
preservación el empresario cuenta con los poderes directivo y disciplinario, en
cuya ayuda viene, además, el poder coactivo del Estado. Es un desafío y como
tal la reacción en contra al orden establecido es previsible porque en toda
huelga siempre hay una porosidad entre lo público y lo privado. Todo esto se
refiere a la huelga de trabajadores que de modo concertado deciden suspender la
prestación de su trabajo por cuenta ajena y deben someterse a una regulación
preconstitucional (singularidad española) que ha sido depurada de modo
laborioso y complejo (como ocurre con toda regulación pretoriana) por los
tribunales. Pero como es bien sabido, en la defensa de intereses colectivos,
como un río en época de crecidas, el derecho sindical es desbordado más de una vez
por la realidad social, una realidad en donde señorea “Doña Correlación de Fuerzas”.
</span></div>
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<span style="font-family: "Times New Roman";">En
los inicios de este verano de 2018 un incendio social se inició en Barcelona en
el sector del taxi y pronto prendió por otras ciudades españolas. Los medios
hablaron de la huelga del taxi por mor de un conflicto de intereses con las
plataformas UBER, CABIFY u otras parecidas.<span style="mso-spacerun: yes;">
</span>Para los taxistas, un sector poco propicio, por no decir hostil, a las
huelgas de trabajadores, ahora se trata de una acción legítima y necesaria.
¡Ah, que buena es la huelga ahora para estos esforzados defensores del servicio
público!. También en esta ocasión se ha visto cómo las “huelgas” en este sector
revisten notables dosis de violencia que, paradojamente,<span style="mso-spacerun: yes;"> </span>no provocan una reacción coactiva equivalente
de los poderes públicos, como las desproporcionadas que sufren los actos de
extensión de la huelga, los piquetes (tan denostados y en la inmensa mayoría de
los casos bastante inocentes). Otras cuestiones también afloran en este caso,
como que, en principio, es un sector de trabajadores autónomos y, por ende, la
denominación “clásica” de huelga encaja con dificultad y así todo el
procedimiento de declaración y desarrollo de la huelga también se resiente
(preaviso, constitución del comité de huelga, etc…). Por otro lado, es bien
conocido que muchos conductores de taxis no son los propietarios del vehículo
ni de la licencia, es decir, son trabajadores asalariados ( o camuflados como
falsos autónomos) que o bien han ido voluntariamente a la “huelga” con sus
patronos o, si no fuera así, tendrían que recibir su salario por no poder dar
su prestación laboral por causa no imputable a ellos mismos, sino a su
empresario. </span></div>
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<span style="font-family: "Times New Roman";">Todas estas apresuradas
reflexiones no entran en <span style="mso-spacerun: yes;"> </span>la cuestión de
fondo, cual es el desembarco en este sector de empresas camufladas como plataformas
digitales que, no es que quieran una desregulación, sino una que les permita
prestar servicios en condiciones ventajosas en términos fiscales y laborales, lo
que es claramente inaceptable. Ahora ha estallado con los taxis, pero va más
allá como medio de organizar el trabajo sin derechos y eludiendo la
necesaria<span style="mso-spacerun: yes;"> </span>y justa contribución fiscal.
Es cierto que muchos de los protagonistas de las reivindicaciones de estos días
ponen difícil la solidaridad de una gran parte de la población ( tan importante
en un sector que ofrece un servicio público) con sus muy frecuentes actitudes
altaneras, tal vez ocasionadas por un exceso de “Copeina”<a href="https://www.blogger.com/blogger.g?blogID=1775525257176117335#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: "MS 明朝"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast;">[1]</span></span></span></span></a>,
que probablemente fue lo que llevó a que con ocasión de una protesta ante el
Congreso de los Diputados algún intoxicado lanzase un huevo al único diputado,
Pablo Iglesias, que salió<span style="mso-spacerun: yes;"> </span>a escuchar sus
reivindicaciones y mostrar su apoyo. Todo ello por no hablar de las defecciones
en las propias filas, pues, como ha revelado <i style="mso-bidi-font-style: normal;">INFOLIBRE</i>, un exvicepresidente de una importante asociación sectorial
de Madrid es hoy notable accionista de una empresa que opera en ese sector de
la “nueva economía”. </span></div>
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<span style="font-family: "Times New Roman";">En cualquier
caso<span style="mso-spacerun: yes;"> </span>este asunto ofrece una buena ocasión
para poner en claro que la huelga es un fenómeno social que va más allá de los
estrechos límites a los que la quiere someter una obsoleta legislación laboral,
como ya demostró hace años en su magnifica tesis doctoral sobre el comité de
huelga el profesor y magistrado Jesús Rentero Jover. </span></div>
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<span lang="ES-TRAD" style="font-family: "Times New Roman"; font-size: 10.0pt; mso-ansi-language: ES-TRAD;">1.-
<i style="mso-bidi-font-style: normal;">Dícese de la sustancia ideológica
suministrada por la cadena de radio episcopal COPE y otras similares, de graves
efectos sobre la salud mental</i>. </span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com1tag:blogger.com,1999:blog-1775525257176117335.post-4710867610485520632018-06-14T21:16:00.003+02:002018-06-14T21:16:47.631+02:00EL TRABAJO HA RECUPERADO SU MINISTERIO<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-hNhzDbsnV50/WyK-6ZgLEBI/AAAAAAAAAQI/wBThkteW2Gw50JGfV6PBb3t2COQEparEQCLcBGAs/s1600/Sin%2Bti%25CC%2581tulo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="499" data-original-width="885" height="180" src="https://1.bp.blogspot.com/-hNhzDbsnV50/WyK-6ZgLEBI/AAAAAAAAAQI/wBThkteW2Gw50JGfV6PBb3t2COQEparEQCLcBGAs/s320/Sin%2Bti%25CC%2581tulo.png" width="320" /></a></div>
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<span style="font-family: "Times New Roman";">No cabe duda de que con la moción de
censura que ha derribado al Gobierno del PP pareciera como si en la sociedad
española se hubieran abierto ventanas que dejan correr un aire fresco que se
lleva el putrefacto olor de la corrupción. Es perceptible que se extiende la
esperanza en dejar atrás un tiempo oscuro, en muchas cosas parecido a aquel
tiempo de silencio que magistralmente describiera Martín Santos. A los
Gobiernos hay que juzgarles por sus hechos y ya veremos el juicio que nos
merece este nuevo, pero por el momento ya hay algún hecho que es motivo de
satisfacción como es que el trabajo haya recuperado su Ministerio. Cuando allá
por 2011 el PP llegó al poder (estos siete años parecen un siglo) una de sus primeras
medidas fue cambiar el nombre del Ministerio de Trabajo por el de Empleo. </span></div>
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<span style="font-family: "Times New Roman";">En aquel entonces en esta bitácora
escribimos: “<i style="mso-bidi-font-style: normal;">Alguien puede pensar que en
unos tiempos en los que las palabras se corrompen para ocultar la realidad da
un poco lo mismo cómo se nomine un Ministerio, pero no es así. Si se corrompen
las palabras es para corromper las ideas, para construir la realidad al gusto
de quienes las pervierten o para expresar opciones valorativas<span style="mso-spacerun: yes;"> </span>determinadas, como es el caso de la
desaparición del Ministerio de Trabajo. Este Ministerio se creó en 1920, cuando
las clases dominantes de la restauración borbónica decidieron unificar desde
este departamento la acción pública que respondiese con algunas reformas a la
llamada “cuestión social”.<span style="mso-spacerun: yes;"> </span>Aquellos años
estaban dejando en España una oleada de agitación social que no podía parar la
mera represión. 1917 fue un año especialmente agitado en el que una gran huelga
fue la respuesta de la clase obrera, harta de soportar<span style="mso-spacerun: yes;"> </span>la carestía y el aumento de precios de los
alimentos que trajo consigo la exportación a los países contendientes en la
Primera Guerra Mundial que con escarnio enriquecía a una élite.<span style="mso-spacerun: yes;"> </span></i></span></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman";">Desde
entonces el Ministerio de Trabajo, aún con otros nombres añadidos, ha existido
siempre,<span style="mso-spacerun: yes;"> </span>cualquiera que fuese la forma
que adoptase la estructura administrativa del Gobierno en todos los periodos y
regímenes que desde aquel año han existido en España: la restauración borbónica
en régimen caciquil , la dictadura de Primo de Rivera, la II República, el franquismo,
la transición, la monarquía parlamentaria constitucional<span style="mso-spacerun: yes;"> </span>con sus diversos periodos de gobiernos de
centro, socialistas, derechas, socialistas de nuevo. Hasta la semana pasada en
la que lo que era una Secretaría de Estado de Empleo dentro del Ministerio de
Trabajo se ha convertido en el Ministerio eliminando el trabajo. Es un cambio
que tiene que ver con un enfoque erróneo de la actual situación. </span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman";">Nadie
duda que el desempleo es el más grave problema de la sociedad española, pero es
evidente que si los desempleados aspiran a trabajar es porque hacerlo es el
modo de obtener una vida digna. Es el modo en el que la inmensa mayoría de los
comunes mortales consiguen, no solo los recursos necesarios para la
subsistencia, sino la sociabilidad que les hace gozar de los bienes de la
ciudadanía. Los modos de trabajar pueden ser diversos, por cuenta propia o por
cuenta ajena, pero siempre es necesario proteger a la persona que trabaja,
porque la mercancía trabajo, objeto del contrato que lleva ese nombre, es tan delicada
porque es inseparable de la persona que trabaja. No cualquier forma de trabajar
vale, lo que quiere decir que es el trabajo el valioso y codiciado bien que es
necesario proteger, que tiene que estar en el centro de la valoración social.
Hacer evidente esta gran verdad ha costado titánicos esfuerzos a generaciones
pretéritas que ahora parece que con el chantaje del empleo se quieren mandar al
cubo de la basura de la historia. </span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman";">Algo
más del veinte por ciento de la población activa está hoy desempleada, lo que
es un drama, pero eso quiere decir que el ochenta por ciento está ocupada ¿Es
aceptable que en nombre de la noble lucha contra el desempleo desatendamos las
tutelas que protegen a la persona que trabaja?<span style="mso-spacerun: yes;">
</span>¿Es aceptable que la política de empleo tenga tal preeminencia que en la
organización administrativa española desplace al trabajo? No es aceptable
porque una política de empleo digna de ese nombre, es decir una política
orientada al pleno empleo como nuestra constitución impone a los poderes públicos,
solo puede hacerse desde orientación más general de la política económica y no
con medidas ancilares de corte laboral.<span style="mso-spacerun: yes;">
</span>Ya se anuncia la degradación aún mayor del trabajo cuando el nuevo
ministro de Economía ha fijado entre sus prioridades modificar “el mercado
laboral”, es decir, reducir el trabajo a una mercancía<span style="mso-spacerun: yes;"> </span>mas maleable, como si los trabajadores fueran
los causantes del desempleo. Es una hipocresía aplicar una política económica
(control del déficit público, austeridad, debilitación de lo público y de los
servicios sociales) que está demostrado no crea empleo, para a reglón seguido
degradar las escasas garantías que protegen el trabajo con la excusa de mejorar
el empleo. Hasta las personas más ingenuas se dan cuenta que de todo ello es
aprovechar el miedo de los trabajadores al despido para aumentar la tasa de
explotación en favor de las clases sociales que nos han llevado a esta crisis.
Por eso, señora Ministra no es el empleo, sino el trabajo y su valoración el
problema más grande<span style="mso-spacerun: yes;"> </span>que tenemos en
España.</span></i><span style="font-family: "Times New Roman";"> </span></div>
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<span style="font-family: "Times New Roman";">Efectivamente, con la reforma de 2012 el
trabajo fue degradado y la opinión mayoritaria (pero no unánime) de los
Magistrados del Tribunal Constitucional, encabezados por su presidente de
entonces, convalidó la infravaloración constitucional del trabajo. Hoy el
trabajo ha recuperado el rango ministerial y al frente del renacido Ministerio
de Trabajo está Magdalena Valerio, una mujer de firmes convicciones
democráticas desde su juventud, comprometida en la lucha por los derechos
sociales, que no ha demonizado nunca el conflicto, al contrario, lo considera
parte del dinamismo de las relaciones laborales y protegido como derecho
fundamental. No es mal inicio de esta nueva etapa, todo lo contrario, es un
buen inicio, pero ya veremos cómo discurren las cosas en los próximos meses. En
la esfera de Parapanda estaremos atentos. </span></div>
Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-86520043919602547902018-05-28T19:03:00.001+02:002018-05-28T19:03:11.366+02:00<span id="OLK_SRC_BODY_SECTION"></span><br />
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" 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<b><span style="font-family: "Times New Roman";">DIVERSIDAD SEXUAL Y LIBERTAD REPRODUCTIVA DE LAS MUJERES</span></b><span style="font-family: "Times New Roman";">.</span></div>
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<span style="color: magenta;"><span style="font-family: "Times New Roman";">Un grupo de once investigadoras e investigadores de la Universidad de Castilla-La Mancha y de otras Universidades ha publicado recientemente en la granadina editorial Comares la obra<span class="Apple-converted-space"> </span><i>Diversidad sexual y libertad reproductiva de las mujeres en la cultura de la producción y el consumo</i></span><i><span style="font-family: Arial;">,<span class="Apple-converted-space"> </span></span></i><span style="font-family: "Times New Roman";">dirigida por la Dra. Ana Marta Olmo. Es una obra sugestiva y recomendable en la que se tratan una variedad de temas desde un punto de vista novedoso, algunos casos no exentos de polémica. De esa obra se ofrece aquí el prólogo de Joaquín Aparicio Tovar.</span></span></div>
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<span style="font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman";">“</span><i style="font-family: "Times New Roman";">Y Tacha llora al sentir que su vaca no volverá porque se la ha matado el río. Está aquí, a mi lado, con su vestido color de rosa, mirando el río desde la barranca y sin dejar de llorar. Por su cara corren chorretes de agua sucia como si el río se hubiera metido dentro de ella.</i></div>
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<i><span style="font-family: "Times New Roman";">Yo la abrazo tratando de consolarla, pero ella no entiende. Llora con más ganas. De su boca sale un ruido semejante al que se arrastra por las orillas del río, que la hace temblar y sacudirse todita, y, mientras, la creciente sigue subiendo. El sabor a podrido que viene de allá salpica la cara mojada de Tacha y los dos pechitos de ella se mueven de arriba abajo, sin parar, como si de repente comenzaran a hincharse para empezar a trabajar por su perdición”.</span></i></div>
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<span style="font-family: "Times New Roman";">Así acaba el magnifico cuento de Juan Rulfo titulado<span class="Apple-converted-space"> </span><i>Es que somos muy pobres</i>, que integra el volumen<span class="Apple-converted-space"> </span><i>El llano en llamas</i>. Tacha llora por su vaca, pero su padre y su hermano, que es quién trata de consolarla, ven en esa pérdida otra mucho mayor: La de la propia Tacha, quién al perder la vaca que al cumplir sus doce años le había regalado, con grandes trabajos, su padre, ya no podría casarse, según los cálculos que éste último había hecho, con un buen hombre que con Tacha se llevaría la vaca. Ahora veían que fatalmente acabaría siguiendo el camino de sus dos hermanas mayores, quienes, dice el hermano trayendo la opinión del padre, “<i>se habían echado a perder porque éramos muy pobres en mi casa</i>”. Habían acabado en la prostitución.</span></div>
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<span style="font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman";">Este cuento viene con facilidad a la mente cuando se leen los muy interesantes trabajos que forman parte de este libro que ha dirigido la profesora Ana Marta Olmo. Un libro que se ha ido gestando bajo los impulsos de la directora desde hace varios meses, demostrado que sus preocupaciones intelectuales, las de ella y del resto de las autoras y autores, están ligadas estrechamente a las preocupaciones sentidas por la sociedad, como lo muestra que sale a la luz muy poco después de la histórica jornada de lucha y huelga feminista del 8 de marzo. Unas preocupaciones que no son repentinas, pues desde hace años la Dra. Olmo está llevando adelante un master sobre igualdad de género con notable éxito. Es evidente que no hay ni rastro de oportunismo, todo lo contrario, en el empeño que ha hecho aparecer este libro. Las autoras y autores con los trabajos que aquí se ofrecen nutren la gran corriente que emergió el pasado 8 de marzo.</span></div>
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<span style="font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman";">Este libro no solo es oportuno, sino que es profundo y rico en sugerencias al tiempo que ofrece un debate abierto y honesto sobre materias muy controvertidas. Es ya una opinión ampliamente seguida, que cada día se consolida, que el feminismo no es ni una moda, ni un movimiento de un grupo que mujeres elitistas que se sienten discriminadas, es, sencillamente, una exigencia del principio democrático. Democracia y feminismo están en una ligación que con las luchas de llevadas a cabo desde hace no pocos años, se hace indisoluble porque el principio democrático exige la profundización en la igualdad real. El orden patriarcal-capitalista genera muchas formas de desigualdad económica y social, pero las desigualdades son especialmente inaceptables cuando tienen su origen en el sexo y el género.</span></div>
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<span style="font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman";">Bien se sabe que el principio de igualdad es muy delicado y complejo porque es una creación intelectual de los seres humanos cuando alcanzan un cierto nivel de civilización. En la naturaleza lo que encontramos son diferencias. Mujeres y varones, personas con tendencias sexuales diversas, razas diferentes. Pero sobre esas diferencias se impone algo común, cual es la cualidad de seres racionales con una común dignidad, que es quebrada cuando la gente sufre tratos peyorativos. Obviamente la igualdad no pide imponer la homogeneización ni la parificación absoluta, sino eliminar los obstáculos que hacen imposible o dificultan el libre desarrollo de la personalidad y aquí es donde los tratos peyorativos por motivo sexual o de género han castigado y castigan de modo especialmente duro a las mujeres y a quienes se desvíen de las practicas heterosexuales dominantes.</span></div>
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<span style="font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman";">Es evidente que las mujeres pertenecientes a las clases trabajadoras se enfrentan a</span><span style="font-family: "Times New Roman";"> <span class="Apple-converted-space"> </span></span><span style="font-family: "Times New Roman";">muchos más obstáculos en su desarrollo personal, pero el género y el sexo han incidido en los repartos de papeles sociales en todas las clases sociales en perjuicio de las mujeres. Recordemos que en el siglo XIX y bien entrado el siglo XX era de “</span><i style="font-family: "Times New Roman";">bon ton</i><span style="font-family: "Times New Roman";">” entre las clases sociales acomodadas europeas, y también en otras partes del mundo donde las imitaban, dar una cierta educación musical a las señoritas para que amenizasen (o torturasen) con interpretaciones al piano a las visitas que acudían a la casa a pasar la velada, pero ¿Cuántas de ellas recibían una educación y un apoyo que les permitiera llegar a ser compositoras o interpretes de renombre? Muy pocas. Fanny Mendelssohn o Clara Wieck (más conocida por Clara Schumann por su matrimonio con Robert Schumann), por ejemplo, son una clamorosa excepción. En otros campos artísticos también ha sido así a pesar de que se predicara que la mujer esta dotada de una mayor sensibilidad que los hombres. Sofonisba Anguissola, Artemisa Gentileschi o Elisabetta Sirani, que vivieron entre los siglos XVI y XVII, son también raras excepciones en el mundo de la pintura que estaba dominado por una gran abundancia de varones, muchos de lo cuales no tenían la valía de estas pintoras, que tuvieron que salir adelante no sin grandes dificultades y con menor reconocimiento. Más recientemente notables mujeres literatas de la generación del 27 como Ernestina de Champourcin, María Teresa León, Josefina de la Torre o Luisa Carnés han quedado en la sombra de grandes poetas como Lorca, Alberti o Cernuda.</span></div>
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<span style="font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman";">Como se indica en la obra que aquí se prologa, el género alude a una construcción social y cultural que atribuye roles diferenciados entre hombres y mujeres, mientras el sexo alude a un hecho biológico, pero la construcción social aprovecha esa diferencia biológica en el reparto de poderes sociales. Las ideas religiosas, los prejuicios sociales y las construcciones culturales están ahí para justificar las diferencias de trato y reparto de poderes. La vinculación entre feminismo y democracia exige romper con tal estado de cosas y para ello es necesario, ante todo, reconocer a las mujeres derechos sexuales y reproductivos que les permita “tener el control de su sexualidad sin coerción, sin discriminación y sin violencia” (p. 181) porque es a través, sobretodo, del control de la sexualidad</span><span style="font-family: "Times New Roman";"> <span class="Apple-converted-space"> </span></span><span style="font-family: "Times New Roman";">femenina como la sociedad patriarcal-capitalista impone el reparto de roles y poderes. El autocontrol libre de la propia sexualidad lleva a establecer también una nueva forma de relación entre hombres y mujeres que destierra la dominación, la violencia y la conversión de los seres humanos en mercancía para el uso del sexo y las diferencias sexuales como objeto de tráfico mercantil.</span></div>
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<span style="font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman";">Esta obra es muy plural, como ya se ha indicado, y, por ello, no está exenta de la controversia como cuando se tratan los delicados temas de la prostitución o la maternidad subrogada. Uno se sentiría inclinado a considerar que la lucha por una sociedad democrática que implica la asunción del feminismo llevaría a erradicar el uso del dinero para conseguir el goce sexual. No solo porque la experiencia muestra cómo en la inmensa mayoría de los casos la pobreza, como se dice en el obra de Rulfo con la que se iniciaban estas líneas, es el detonante de la prostitución y de la trata de seres humanos, sino porque es expresión de unos valores incompatibles con los de una sociedad libre e igualitaria. El tema es ciertamente muy controvertido y sin duda reconocer derechos al trabajo sexual puede mejorar en determinadas condiciones la situación de quienes lo practican, pero no hay que desdeñar que puede también contribuir a cronificar las relaciones de dominación aunque haga más soportable y menos sórdidas las condiciones en que se ejerce tal trabajo. Puede que tras esas elaboraciones repose la idea del trabajo como medio de realización personal e integración social, pero hoy, por el contrario, habría que pensar que la sociedad libre a la que aspiramos es una en la que más que el trabajo debe primar el ocio creativo, y en la que cada persona reciba según su necesidad y de según su capacidad.</span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt;">Algo parecido podría decirse de la maternidad subrogada que parte del deseo incontestado e incuestionado de maternidad o paternidad aprovechando ahora las ventajas de los avances científicos. Para que las relaciones entre las personas implicadas en este asunto estén basadas en un puro altruismo sería necesario que la sociedad capitalista desapareciera. Es la modesta opinión de quien escribe estas líneas.</span></div>
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<span style="font-family: "Times New Roman"; font-size: 12pt;">En el libro que las lectoras y lectores tienen en su mano hay una cautivadora llamada a las ideas de Paul Lafargue al reivindicar un derecho a la pereza reproductiva de las mujeres, tanto de los países desarrollados como de los no desarrollados a los cuales, estos últimos, se dirige principalmente una cooperación para el desarrollo que ignora en los hechos los derechos sexuales y reproductivos de la mujer. Es una hermosa utopía por la que luchar porque no olvidemos que la utopía significa imaginar una sociedad futura en la que sea posible desarrollar todas las potencialidades de los seres humanos. Si no hacemos el esfuerzo de imaginar esa sociedad no será posible la movilización hacia la acción para erradicar los males sociales que ahora aherrojan a la gran mayoría de la población. Utopía no es quimera.</span><span style="font-family: "Times New Roman";"> </span></div>
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</span>Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-67494619905000715352018-04-05T21:10:00.000+02:002018-04-05T21:10:07.911+02:00XV JORNADAS DERECHOS HUMANOS E INMIGRACIÓN<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://2.bp.blogspot.com/-42mN25Z8iZI/WsZ0NNchMrI/AAAAAAAAAPw/ZW7FbFEu6-QflzfGBl4UYXyDKriTwBT4wCLcBGAs/s1600/Motril.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="666" data-original-width="468" height="320" src="https://2.bp.blogspot.com/-42mN25Z8iZI/WsZ0NNchMrI/AAAAAAAAAPw/ZW7FbFEu6-QflzfGBl4UYXyDKriTwBT4wCLcBGAs/s320/Motril.png" width="224" /></a></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Los días 4, 5 y 6 de abril se están
celebrando en Motril, un año más y ya van 15, las “Jornadas Derechos Humanos e
Inmigración” que organizan la Asociación Derechos Humanos e Inmigración de
Motril, Juezas y Jueces para la Democracia y la Cátedra UNESCO de Educación
Ambiental y Desarrollo Sostenible de la UNED, con la colaboración de otras
instituciones. Pero estas Jornadas no serían posibles sin el impulso e
implicación personal del magistrado Luís Carlos Nieto.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Estas Jornadas tratan de impulsar el
respeto de los derechos humanos en el fenómeno de las migraciones desde
distintas aproximaciones, como la jurídica, política, policial, económica
y, lo que es una seña de identidad de estas jornadas, desde la cultura y las
artes, como la literatura y la música. Este año se ha dado especial relevancia
al caso de Helena Maleno, que ha sido enjuiciada en Marruecos por
informaciones enviadas a las autoridades marroquíes por la policía española
después de que la Audiencia Nacional no viese nada penalmente reprochable
en el compromiso de esta activista con los derechos humanos, consistente en
avisar a las embarcaciones de Salvamento Marítimo que operan en el estrecho
cuando hay personas en alto riesgo de muerte en pateras a la deriva. No se
entiende cómo la acción de salvar vidas puede ser considerada delito de tráfico
de seres humanos. Estaba prevista la intervención de Helena Maleno, pero no ha
sido posible porque le han avisado que podría tener consecuencias negativas
para su situación procesal en Marruecos.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las Jornadas cuentan con la participación
de Raúl Grijalva, Congresista Demócrata de los EEUU, que ha tratado sobre
Derechos y migraciones en la actualidad en los EEUU; de Michèle Petit que
interviene sobre El arte y la literatura como componentes claves para habitar
el mundo; de Inmaculada Montalbán con una ponencia sobre la migración con
rostro de mujer; de Claire Trichot que habla de la experiencia con las madres
de Tánger; de Enrique Lillo que trata de los derechos laborales de los
trabajadores migrantes; de José Antonio Navarro, que habla de otras formas de
esclavitud; de Maite Larrauri que plantea una intervención sobre Gramsci para
conocer las sociedades complejas de hoy y Santiago Álvarez Cantalapiedra que
hace una aportación sobre crisis ecológica, justicia socioambiental y tentación
securitaria. Las Jornadas también cuentan con la aportación en una mesa
redonda a cargo de la magistrada Begoña López Anguita, la abogada Almudena
Bernabeu y el magistrado Luís Carlos Nieto, en la que tratará sobre los
derechos de los menores.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En estas Jornadas se dará un premio por la
defensa de los derechos humanos a las instituciones o personas que se hayan
destacado en esta materia. El día 5 se entregará una escultura del artista José
Antonio Elvira en reconocimiento de la hospitalidad que está haciendo desde
muchos años la parroquia de San Carlos Borromeo de Madrid, mereciendo por ello
el premio en defensa de los derechos humanos de este año.<o:p></o:p></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-13557445022321396112018-04-02T21:07:00.002+02:002018-04-02T21:07:26.894+02:00LAS TOSES EN LOS CONCIERTOS<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: black; font-family: "Arial Black","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las cantantes y los cantantes líricos dedican años de
aprendizaje para colocar su voz de tal manera que suene, como flotando, limpia.
Pero esa voz “se ensucia” cuando en la sala de conciertos o en un teatro de
ópera el público tose y hace otros ruidos. Lo mismo puede decirse de
otros músicos que se esfuerzan por sacar de sus instrumentos la nota exacta y
pura y es “emborronada”, de nuevo, por las toses. La plaga de las toses
se extiende de modo pertinaz de forma molesta e irritante por el Teatro Real de
Madrid y, en menor medida, por el Auditorio Nacional, como atestigua mi propia
experiencia y, según me dicen otras personas amigas, sucede algo parecido en
otras salas y teatros de diversos lugares de España. Los tosedores se conoce
que no prestan mucha atención a lo que ven en la orquesta, pues si lo hicieran
caerían en la cuenta de que hay un adminiculo, llamado sordina, que en
ocasiones se utiliza en algunos instrumentos de viento para reducir la intensidad
del sonido emitido. Ese mismo efecto lo podría hacer un elegante <i>fulard,</i> o
una bufanda, o un modesto pañuelo y, si todo eso faltara, también podría servir
el brazo colocado sobre la boca tosedora. No se evitaría del todo el ruido que
ensucia, pero al menos se amortiguaría en los casos de fuerza mayor y súbito
ataque tusígeno. <o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Ese público tosedor que asiste a los conciertos y
sesiones de ópera es probable que se considere a sí mismo por encima de aquello
que, cuando están en los ambientes supuestamente exquisitos y ya exaltados de
ardor patriótico y azuzados por espirituosos, denominan el “populacho”, más,
cuánto tendrían que aprender de algunas gentes de ese “populacho”, gentes que
conforman la multitud llamada “honrado pueblo”, que también existe, aunque esté
en peligro de extinción.<o:p></o:p></span></div>
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<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial Black","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Todo esto viene a cuento porque en una taberna del
norte de Extremadura tuve una experiencia aleccionadora para lo que aquí se
está tratando. Encontréme en aquel bendito lugar con un estimado paisano, que
ya frisa los ochenta años, hoy jubilado de la construcción, antiguo emigrante
en Alemania en los años setenta del siglo pasado, al que en su infancia el
franquismo le mandó a la dura escuela del trabajo apenas aprendió a leer y
escribir y supo las cuatro reglas y, como otras tantas personas, más tarde fue
estafado con las preferentes. Como él mismo reconoce, tiene tendencia a darle
al morapio por encima de los límites aconsejados por los galenos. Pues bien,
como otras veces, en nuestro último encuentro los vapores del vino no
impidieron una conversación amena y aleccionadora interrumpida, de cuando en
cuando, por un giro que hacía mi amigo hacia la pared vecina para toser
suavemente sobre su brazo. ¡Cuánta elegancia!, pensé, que echo de menos
en foros musicales de tronío. A lo mejor esa elegancia no es más que respeto
hacia los demás que tiene que ver con que mi amigo desde hace años se hizo
comunista y no reniega de ello. Un respeto que parece va en retroceso en esta
sociedad en la que la cultura de un individualismo egoísta se difunde desde
tantos medios.<o:p></o:p></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-43478316727316122682018-03-20T09:54:00.000+01:002018-03-20T09:54:03.914+01:00LAS FALACIAS DE M. RAJOY Y CIUDADANOS SOBRE PENSIONES EMPIEZAN A QUEDAR AL DESCUBIERTO<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-g-4KaRqb3yU/WrDLyHsFYeI/AAAAAAAAAPg/B62bnmpYj3guQt7CEdPdDoGd2y0rgjgLgCLcBGAs/s1600/pensionistas-d-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="554" data-original-width="984" height="225" src="https://2.bp.blogspot.com/-g-4KaRqb3yU/WrDLyHsFYeI/AAAAAAAAAPg/B62bnmpYj3guQt7CEdPdDoGd2y0rgjgLgCLcBGAs/s400/pensionistas-d-1.jpg" width="400" /></a></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El gran apoyo que la ciudadanía ha dado a
las convocatorias por unas pensiones dignas hechas por plataformas de
pensionistas y sindicatos está empezando a romper el muro de falacias y
obscuridad que sobre esta materia férreamente han construido los poderes
financieros a través de sus órganos mediáticos, académicos y políticos.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Una primera falacia que queda al
descubierto tiene que ver con los procedimientos legislativos. El PP y
Ciudadanos están apelando al consenso en un asunto como este, que descubren
ahora ser “de Estado” y que no debe utilizarse como arma arrojadiza en la
contienda electoral. Pues bien, la ley 23/2013, que introdujo el índice de
revalorización con abandono de la referencia al IPC y ha traído el aumento este
año de las pensiones un 0,25 %, así como el factor de sostenibilidad que se
aplicará el 1 de enero de 2019, fue aprobada en solitario por el PP siguiendo
sus arraigados hábitos de despreciar cualquier forma de consenso cuando dispone
de la mayoría parlamentaria suficiente. Lo hizo aún dejando en el estado
moribundo en el que está el Pacto de Toledo. Pero, además, el consenso
reclamado hoy es falso porque exigen el mantenimiento de ese índice de
revalorización y del factor de sostenibilidad.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La segunda falacia tiene que ver con el
respeto a la Constitución. El PP y Ciudadanos son llamados
“constitucionalistas” por los medios del <i>establishment</i>, pero solo
usan la Constitución como cachiporra para ser utilizada en la “cuestión
catalana”, no cuando se trata de derechos sociales. En concreto, pasan por alto
que tanto el art. 41, como el 50 de la Constitución mandan a los poderes
públicos garantizar pensiones periódicamente actualizadas y <i>suficientes </i>ante
los estados de necesidad. <i>Suficientes</i>, no mínimas. Ese es un
mandato constitucional que no queda al capricho del Gobierno de turno y, por
ello, la afirmación de M. Rajoy de subir las pensiones cuando se pueda es
contraria a él. No es “cuando se pueda” sino que se tiene que poder, y para eso
cualquier Gobierno tiene a su disposición no pocos medios, lo que no tiene el
Sr. Rajoy es voluntad política. Es más, al defender el mantenimiento del factor
de sostenibilidad se está negando a sí mismo la posibilidad de subidas futuras
de la pensión, pues ese factor es un mecanismo de ajuste automático (esa es su
gran virtud para sus defensores) de la cuantía inicial de la pensión en
función de distintos índices, básicamente la expectativa de vida de la cohorte
de los pensionistas que llegan a la edad pensionable calculada cada cinco años,
y los ingresos y gastos del Sistema, que inevitablemente traerá una rebaja,
como el mismo Gobierno reconocía en el Programa Nacional de Reformas de 2014
enviado a la Comisión Europea al afirmar que gracias al factor de
sostenibilidad se producirá “una minoración del gasto de largo plazo del
Sistema de pensiones, estimada en 0,5 % del PIB en el horizonte del 2050”, lo
que implica que cada pensionista recibirá una pensión más baja y, de ese modo,
se afirma en ese documento, se neutraliza el impacto del aumento de la
esperanza de vida. Es decir, se penalizará vivir más.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La tercera falacia tiene que ver, otra
vez, con la herencia recibida ya que se repite el mantra de que un exceso de
gastos fue lo que nos llevó a la crisis. Hay que recordar que en 2007 la
Seguridad Social tenía superávit que permitía engrosar el Fondo de
Reserva, el Estado español no tenía déficit, sino también
superávit, que la deuda pública era del 35,6 % del PIB, muy inferior a la
alemana (hoy con las políticas del PP está casi en el 100 %), pero había una
gran deuda privada. La crisis de 2008 no empezó en España y fue producida por
los excesos del capital financiero desregulado sin que nadie le haya obligado a
encarar sus responsabilidades. El problema estaba en que, entonces como ahora,
el sistema fiscal español es injusto, el Estado recauda poco de acuerdo con los
estándares europeos y lo hace, básicamente, a través de las rentas del trabajo
y del consumo (IRPF e IVA). Es regresivo en contra de lo mandado, otra vez, por
la Constitución. En ese contexto no puede olvidarse que en torno al 83 % de los
ingresos del Sistema de la Seguridad Social provienen de cuotas calculadas
sobre los salarios de los trabajadores y, por tanto, cuando el desempleo
aumenta y los salarios se devalúan, de modo inevitable se resienten sus
ingresos mientras los gastos en prestaciones son ineludibles.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Esto lleva a la cuarta falacia, que tiene
que ver con que solamente creando empleo se pueden subir las pensiones. Es
claro que el pleno empleo, al que nuestra Constitución manda orientarse la
política económica, es altamente deseable, no solo para la financiación del
Sistema de la Seguridad, pero aquella afirmación esta implícitamente
manteniendo que la financiación de las pensiones ha de hacerse a partir de
cuotas calculadas sobre los salarios, cuando en parte alguna está establecido
que necesariamente tenga que hacerse de ese modo. Esa es una trampa para meter
las pensiones en la jaula de la contributividad, que consiste en distinguir
entre prestaciones contributivas, que son aquellas de naturaleza dineraria que
se proveen sin exigir a cambio prueba de la necesidad a la persona perceptora,
y no contributivas o asistenciales, que en cambio si piden esa prueba, esto es,
demostrar que no se tienen recursos personales para afrontar la situación de
necesidad. Las contributivas exigen por lo general el cumplimiento previo de
determinados requisitos. La jubilación, por ejemplo, exige un periodo de
cotización mínimo de 15 años, cosa que no se pide para las asistenciales. La
trampa viene cuando se mezcla aquella distinción con la financiación al ligar
la financiación de las contributivas con las cotizaciones y la de las las
asistenciales con los impuestos generales. Pero como se acaba de decir, en
parte alguna está dicho que las prestaciones contributivas, entre ellas las
pensiones de jubilación, tengan que financiarse de ese modo, muy por el
contrario, el art. 109 de la vigente Ley General de la Seguridad Social dice
que las prestaciones contributivas se financiarán “básicamente” con
cotizaciones sociales, pero deja abierta la puerta para que, si es necesario,
se financien también con otros recursos, en especial con impuestos.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Lo anterior nos lleva a la sexta falacia:
la de que la demografía obliga a reducir y recortar las pensiones. El
razonamiento es más o menos este: Puesto que todos los Sistemas de la
Seguridad Social que merecen ese nombre ponen en práctica el esencial principio
solidario a través del mecanismo financiero de reparto, es decir, los activos
actuales sufragan las prestaciones de los pasivos actuales, y puesto que en el
futuro (se dice 2050) habrá muchos pasivos por el alargamiento de la esperanza
de vida y pocos activos por la bajada de las tasas de natalidad, a lo que hay
que habría que añadir los efectos de la menor necesidad de trabajadores para
producir bienes y servicios merced a la utilización de las nuevas tecnologías,
la conclusión es clara: de nuevo hay que reducir las pensiones. Pero este
razonamiento no es correcto porque, por una parte, las proyecciones
demográficas a largo plazo no son exactas, por otra, y esto es muy importante y
se mezcla con lo anterior, ese razonamiento pasa por alto que la financiación
de las pensiones no solo se puede hacer con cuotas sobre salarios, sino que si
con menos trabajadores se pueden producir más bienes y servicios no se ve bien
porqué no se puede dedicar a las pensiones una parte del aumento del PIB que
trae el progreso científico y la nueva organización de la producción. Claro es
que eso exige medidas fiscales progresivas, es decir, los que más tienen deben
pagar más. Debe recordarse que desde finales del siglo XX en todo el mundo, y
muy acusadamente en España, se ha revertido la situación en el reparto de la
riqueza total frente a la situación anterior en la que el trabajo superaba a
las rentas del capital en el reparto de la renta nacional. Hoy el 54 % del PIB
va a las rentas del capital y el 46 % a las del trabajo. Parece que la lucha de
clases existe y por el momento la va ganando la oligarquía, como reconocía el
financiero norteamericano Warrent Buffet. Con un sistema tributario justo
se puede garantizar la vida digna de los pensionistas. Pero eso, claro, no es
del agrado de los patrones de Ciudadanos y del PP.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las reformas de 2011 y, sobretodo, de 2013
traen una reducción de las pensiones para llevarlas hacia un mínimo que en
algunos casos no será ni de subsistencia y, de ese modo, tratan de favorecer
los fondos privados de pensiones en los que tiene puesto el ojo el capital
financiero. En 1994 el Banco Mundial preconizaba construir los sistemas de
protección social en base a tres pilares, uno publico, universal, obligatorio y
de reparto, un segundo de capitalización con gestión privada, pero obligatorio
y colectivo ligado a la negociación colectiva y un terceo de
capitalización, voluntario, individual y privado. Pero a la vista del fracaso y
del drama que ese esquema trajo allí donde se aplicó (en muchos países de
América Latina) el Banco Mundial hizo un poco de autocrítica y en 2004, si
abjurar del todo del esquema de los tres pilares, preconizaba un reforzamiento
del primero, del público y de reparto. La Comisión Europea, sin embargo,
recomienda a los Estados esa vieja receta del Banco Mundial. Anima a fomentar
los fondos de pensiones, a pesar de que reconoce su escasa rentabilidad y sus
altos costes y pasa por alto que rompen el esquema solidario del Sistema de la
Seguridad Social en una huida a la más vieja técnica de atención de las
necesidades sociales: el ahorro. Ignora también que solo los más pudientes
pueden ahorrar. ¿Qué va a ahorrar quien apenas puede llegar a fin de mes? Los
fondos de pensiones ligados a la negociación colectiva, por otro lado, estarían
dirigidos a una especie de “aristocracia obrera” de las grandes empresas.
Disciplinadamente el Gobierno del PP, en el citado Programa Nacional de
Reformas, reconocía paladinamente que tiene “voluntad de fomentar la previsión
social voluntaria”. No es de extrañar que los medios dominantes de construcción
de la opinión, cuya propiedad está en manos del capital financiero, amplifiquen
esas falacias y manipulen la información, pero no parece que convenzan a los
miles de personas que se ha echado a las calles estos días.<o:p></o:p></span></div>
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<span style="color: black; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Margaret Thatcher y sus secuaces repetían
de continuo el slogan “<i>There Is Not Alternative</i>” (TINA) a su política
neoliberal y autoritaria, pero ahora se ve que en materia de pensiones y en
otras muchas claramente “<i>There Is Alternative</i>”, hay alternativa.
Volviendo a la primera falacia conviene recordar que el 5 de julio de 2017 el
Grupo Parlamentario Unidos Podemos- en Marea, presentó una propuesta de ley que
fue admitida por la mesa del Congreso y publicada en su Boletín de 8 de septiembre
para revertir las reformas de 2011 y 2013 y modernizar el Sistema de la
Seguridad Social. Esa proposición, entre otras cosas, prevé eliminar el factor
de sostenibilidad y volver a la revalorización de acuerdo al IPC, pero fue
vetada por el Gobierno en uso abusivo del art. 134.6 de la Constitución,
demostrando su incapacidad o miedo a un debate abierto cuando no tiene mayoría
absoluta. En esa proposición se articulaban mejoras de la financiación que ya
mismo son posibles. Igual suerte han corrido otras proposiciones más recientes
para eliminar el índice de revalorización y el factor de sostenibilidad hoy
cuestionados. Este desprecio del Parlamento es preocupante. No es de extrañar
que la gente se movilice en la calle.<o:p></o:p></span></div>
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<br />Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-84479539009863961982018-02-02T21:06:00.001+01:002018-02-02T21:06:38.896+01:00NO, LA CONSTITUCIÓN NO ES UN ADORNO<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://1.bp.blogspot.com/-9q6RbzSjbYQ/WnTEeuGzUkI/AAAAAAAAAPU/gNBQl2CvAt0srCK-jbjSzLgYVqOi7SZWQCLcBGAs/s1600/unnamed.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="119" height="320" src="https://1.bp.blogspot.com/-9q6RbzSjbYQ/WnTEeuGzUkI/AAAAAAAAAPU/gNBQl2CvAt0srCK-jbjSzLgYVqOi7SZWQCLcBGAs/s320/unnamed.png" width="211" /></a></div>
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<span style="font-family: "Arial Black", sans-serif;">La fallida operación de colocar a Pérez de
los Cobos en el Tribunal Europeo de Derechos Humanos ha puesto de manifiesto,
una vez más, el efecto gangrenoso que para democracia en España supone el
Partido Popular. La democracia es algo más que sujeción de los poderes públicos
a reglas y procedimientos, también es respeto a determinados contenidos
establecidos en la Constitución, como los derechos sociales que dan vida al
principio de igualdad considerado en el art. 1 como un “valor superior”.
Pero, además de todo ello, implica asumir una cultura, más allá de las leyes,
que supone la aceptación de ciertos límites en el comportamiento personal y
colectivo. Esa cultura, al estar integrada, aún con mayores o menores
deficiencias, en las sociedades allende los Pirineos (con la excepción de
ciertos países del este europeo, como Polonia o Hungría) es la que ha hecho
imposible que quien es visto como vocero del Gobierno ocupe una plaza de juez
en el TEDH.<o:p></o:p></span></div>
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<span style="font-family: "Arial Black", sans-serif;">Decían los clásicos que aquel país que no
tiene separación de poderes ni tabla de derechos fundamentales no tiene
constitución. Pues bien, ¿qué pasa con nuestra constitución cuando el Gobierno
manipula con éxito para colocar en los puestos claves de la judicatura a
personas de su confianza ideológica saltándose el criterio de mérito y
capacidad tan pregonado por el propio texto constitucional? ¿Qué pasa cuando
después judicializa asuntos que deberían resolverse por vías de negociación
política abierta? No se trata solo de Cataluña, sino que se está acosando en la
jurisdicción a instituciones regidas por grupos de signo progresista, como es
el caso del Ayuntamiento de Madrid, sometido a un constante bombardeo de
pleitos en los tribunales para tratar de invisibilizar, obstaculizar o impedir
su ejemplar y honrada gestión y su lucha contra la corrupción. <o:p></o:p></span></div>
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<span style="font-family: "Arial Black", sans-serif;">¿Qué pasa cuando el Gobierno (con la
aquiescencia de Ciudadanos) bloquea al Parlamento e impide que cumpla con
su función legislativa? Este Gobierno, ha vetado, haciendo un uso torticero del
art. 134.6 CE, más de 40 proyectos de leyes en el último año. Algo insólito en
democracia.<o:p></o:p></span></div>
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<span style="font-family: "Arial Black", sans-serif;">¿Qué pasa con los derechos, sobre todo con
los sociales? Ahí seguimos, por poner solo algunos ejemplos, con la ley
mordaza, el control de los medios de formación de la opinión, el código penal
que criminaliza la huelga, la reforma laboral y de Seguridad Social, los
recortes en sanidad y educación, las privatizaciones, el formidable y corrupto
entramado empresarial y del PP. Todo ello que ha traído una brutal merma de
derechos, un achicamiento de los espacios de libertad y un aumento brutal de la
desigualdad. A pesar de todo esto, los políticos del PP y sus huestes
mediáticas se incluyen a sí mismos en un selecto club de “constitucionalistas”.<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">No, Felipe VI, la constitución no es un
adorno, es algo mucho más, pero sobretodo no es una cachiporra con la que
golpear a todos aquellos que son adversarios políticos. La unidad de España no
solo es un asunto territorial, sino que depende de tener una sociedad
cohesionada por el respeto por todos, pero ante todo por los poderes públicos,
a reglas, procedimientos y los valores superiores de libertad, igualdad,
justicia y pluralismo político, y por la efectividad de los derechos sociales
que hace tenga sentido el valor de la igualdad. Por vivir con una cultura
cívica, hoy en franca regresión, alejada de la cuartelera franquista instalada
en no pocas covachuelas gubernamentales que no conoce límites. </span><span style="color: #222222; font-family: "Arial Black","sans-serif"; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p></o:p></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-5178556409463288082017-10-07T21:03:00.000+02:002017-10-07T21:03:11.664+02:00UNA LLAMADA A LA SENSATEZ: LA PROPUESTA DE LA CONFEDERACIÓN SINDICAL DE COMISIONES OBRERAS SOBRE CATALUÑA <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial Black", sans-serif;">En crisis que está abierta en España (y en
Europa) por la cuestión catalana se echa de menos que las personas y las
instituciones que tienen la obligación de resolver los problemas que nos
afectan, en un número importante, no se pronuncien con claridad o se
encastillen en posiciones apriorísticas cerrándose de ese modo al dialogo, lo
que es casi como decir que tienen una cerrazón de boca porque la tienen de
mente. La posición del Gobierno de la nación es profundamente errónea porque en
su fanatismo de nacionalismo españolista niega que hay una parte importante de
la sociedad catalana que no quiere seguir formando parte del Estado español.
Esa ceguera lleva a fabricar cada día más independentistas. De otro lado, los
partidos catalanes independentistas se han embarcado en una lógica de poder
constituyente que cierra la posibilidad de una negociación en el marco
constitucional que permita el diseño de una nueva organización territorial del
Estado, modificando, si es preciso, el dado en 1978, que, dicho sea de paso, en
aquel tiempo se sobreentendía provisional. <o:p></o:p></span></div>
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<span style="font-family: "Arial Black", sans-serif;">Decir que hay que defender el derecho a
expresarse libremente, el derecho a decidir, está bien, pero es necesario
después defender las opciones de irse o de quedarse con argumentos racionales.
Un grupo de personas ligadas a las organizaciones de trabajadores de Cataluña y
de España hemos opinado que los intereses de los trabajadores, de Cataluña y de
España, se defienden mejor juntos, lo que no quita la conveniencia de negociar
un nuevo marco de autogobierno. La verdad es que muchos trabajadores de
Cataluña querrían autodeterminarse frente a la clase social que les explota y,
para eso, el internacionalismo parece el mejor camino.<o:p></o:p></span></div>
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<span style="font-family: "Arial Black", sans-serif;">Es reconfortante que la Confederación
Sindical de Comisiones Obreras, la mayor organización social de España, haya
dicho la suya con claridad y por derecho. Ha dicho:<o:p></o:p></span></div>
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<i><span style="font-family: "Arial Black", sans-serif;">Nos encontramos ante el riesgo cierto de
que el Parlament de Catalunya proclame unilateralmente la independencia y que
el Gobierno del Estado opte por recurrir al art. 155 de la Constitución
Española para adoptar las medidas que considere necesarias, limitadoras del
ejercicio del autogobierno en Cataluña, para obligar a las autoridades de esa
Comunidad a adaptarse a sus requerimientos.</span></i><span style="font-family: "Arial Black", sans-serif;"><o:p></o:p></span></div>
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<i><span style="font-family: "Arial Black", sans-serif;">La adopción de cualquiera de estas
decisiones, o ambas, en opinión de CCOO, nos</span></i><span style="font-family: "Arial Black", sans-serif;"><o:p></o:p></span></div>
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<i><span style="font-family: "Arial Black", sans-serif;">abocaría a una situación aún más grave de
la que ya venimos padeciendo y de consecuencias difícilmente imaginables. Es
por ello que hacemos un llamamiento</span></i><span style="font-family: "Arial Black", sans-serif;"><o:p></o:p></span></div>
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<i><span style="font-family: "Arial Black", sans-serif;">para que, sin apriorismos ni exclusiones,
se abra un proceso de negociación en dos</span></i><span style="font-family: "Arial Black", sans-serif;"><o:p></o:p></span></div>
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<i><span style="font-family: "Arial Black", sans-serif;">espacios que deben interpretarse como
complementarios:</span></i><span style="font-family: "Arial Black", sans-serif;"><o:p></o:p></span></div>
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<i><span style="font-family: "Arial Black", sans-serif;">1.- Sobre un nuevo marco de autogobierno
para Cataluña, que pudiera ser simultáneo a una ponencia Constitucional, que en
su caso abordara la reforma de la Carta Magna.</span></i><span style="font-family: "Arial Black", sans-serif;"><o:p></o:p></span></div>
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<i><span style="font-family: "Arial Black", sans-serif;">2.- La forma de refrendo o consulta que se
debería arbitrar para que la ciudadanía de Cataluña pueda pronunciarse legal y
libremente.</span></i><span style="font-family: "Arial Black", sans-serif;"><o:p></o:p></span></div>
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<i><span style="font-family: "Arial Black", sans-serif;">La apertura de ambos espacios de
negociación debería ser inmediata y materializarse en ausencia de medidas unilaterales.</span></i><span style="font-family: "Arial Black", sans-serif;"><o:p></o:p></span></div>
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<span style="font-family: "Arial Black", sans-serif;">Llama la atención que los medios del <i>establishment </i>apenas
le han dado la relevancia que merece.<o:p></o:p></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-8130415612295984062017-09-25T21:11:00.002+02:002017-09-25T21:11:35.496+02:00ROSA LUXEMBURGO SOBRE EL DERECHO DE AUTODETERMINACIÓN<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial Black", sans-serif;">A continuación se reproduce un fragmento
de la obra póstuma de Rosa Luxemburgo, <i>La Revolución rusa,</i> en
la que la famosa luchadora, admiradora de la revolución, discrepa de Lenin y
Trotsky sobre el asunto de las nacionalidades y critica el derecho de
autodeterminación que los bolcheviques defendieron con ahínco. Se ofrece
aquí un pequeño fragmento sugiriendo a los amables lectores la lectura completa
de esta obra, que no es sino un borrador que el asesinato de la autora impidió
llegar a la versión final.<o:p></o:p></span></div>
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<span style="font-family: "Arial Black", sans-serif;">[…] <i>el famoso “derecho de
autodeterminación de las naciones” no es más que hueca fraseología
pequeñoburguesa y una farsa.</i><o:p></o:p></span></div>
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<i><span style="font-family: "Arial Black", sans-serif;">¿ Qué se supone que significa este
derecho? Forma parte del abecé de la política socialista el que el socialismo
se opone a toda forma de opresión, incluida de una nación por otra. </span></i><span style="font-family: "Arial Black", sans-serif;">[…] <i>En
todos estos casos </i>[ se refiere a Finlandia, Polonia, Lituania, los
países del Báltico y los pueblos del Cáucaso], <i>quien realmente se
involucró en esa política reaccionaria no fue el “pueblo”, sino las clases
burguesas y pequeñoburguesas. Estas, en total oposición a sus propias masas
proletarias, pervirtieron “el derecho nacional de autodeterminación” y lo
convirtieron en un instrumento de su política contrarevolucionaria. Por tanto
–y llegamos así al fondo de la cuestión-, el carácter utópico y pequeñoburgués
de este eslogan nacionalista reside en que, en medio de la cruda realidad de la
sociedad de clases, cuando los antagonismos se agudizan al máximo, se convierte
en un mero instrumento para el gobierno de la clase burguesa. Los bolcheviques
iban a aprender, con gran perjuicio para ellos mismos y para la revolución, que
bajo el dominio del capitalismo no existe la autodeterminación de los pueblos,
que en una sociedad de clases cada clase de la nación lucha por
“autodeterminarse” de una manera distinta y que, para las clases burguesas, la
libertad nacional está totalmente subordinada a la del dominio de clase. La
burguesía finlandesa, al igual que la ucraniana, mostró unanimidad a la hora de
preferir el gobierno violento de Alemania a la libertad nacional, si esta
última iba ligada al bolchevismo.</i><o:p></o:p></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0tag:blogger.com,1999:blog-1775525257176117335.post-90190982693999998812017-08-29T21:11:00.002+02:002017-08-29T21:15:21.480+02:00México, la difícil lucha por los derechos sociales<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-LKyj0KBsWfM/WaW8C-zhBgI/AAAAAAAAAPE/cDnviH1l0Jch1ghR_46-RtqjfIjnZmZWACLcBGAs/s1600/unnamed.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="285" data-original-width="427" height="266" src="https://2.bp.blogspot.com/-LKyj0KBsWfM/WaW8C-zhBgI/AAAAAAAAAPE/cDnviH1l0Jch1ghR_46-RtqjfIjnZmZWACLcBGAs/s400/unnamed.png" width="400" /></a></div>
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<span style="font-family: "arial black" , sans-serif;">Los terribles sucesos de Barcelona nos han
dejado memorables lecciones de civismo, solidaridad y generosidad de tantas
personas que ayudan sobremanera a reforzar la fe en la bondad del ser humano.
También, por desgracia, no han perdido la ocasión para sacar su hiel y maldad
esa parte minoritaria y secular de la sociedad española, pero con gran
repercusión mediática, que permanentemente se empeña en enfangar nuestra
convivencia. Pero el mundo es más grande que Cataluña y España y, cuando con
todo acierto un grupo de ciudadanos de Cataluña ha publicado el
manifiesto <b><i>Por la unidad y solidaridad de la clase trabajadora de
España. No a la independencia. No a la secesión de Cataluña. No al 1-O,</i></b> que
alude a la necesaria solidaridad de la clase trabajadora de Cataluña y España,
conectando con la europea, no está demás seguir recordando que los derechos de
los trabajadores se juegan en el tablero del ancho mundo. No en vano las
reformas neoliberales que se aplican por estos lares son muy similares a las
que se están poniendo en práctica en países como Brasil o México.<o:p></o:p></span></div>
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<span style="font-family: "arial black" , sans-serif;">En este último país se cumplen ahora cien
años de la venerable constitución de Querérato, cuyo art. 123 estableció por primera
vez en un texto constitucional una enumeración de derechos sociales y que
recientemente ha sufrido algunas modificaciones. Bien sabemos de la azarosa
historia de aquel gran y entrañable país, que tuvo momentos de gloria, en
especial cuando Lázaro Cárdenas fue presidente entre 1934 y 1940. La
movilización de los trabajadores empujó al presidente Cárdenas a nacionalizar
la industria petrolera, con gran disgusto de los oligarcas del norte, a poner
en práctica una compleja reforma agraria y a garantizar la libertad sindical,
entre otras cosas. Lázaro Cárdenas nunca será olvidado por la generosidad con
que acogió a los exilados españoles perseguidos por el fascismo de la asesina
dictadura de Franco. Después las cosas no han seguido por el mismo camino. Una
de las mayores deficiencias ha sido la evaporación de la eficacia de los
derechos reconocidos en los textos legales que no se traducen en su aplicación.
Los sindicatos fueron tomados por sujetos que usando la violencia si era
necesario los pusieron al servicio del poder político y empresarial. Es el
fenómeno conocido como el “charrismo”. Una perversión (de las muchas) de ese
proceso son los llamados convenios colectivos de protección patronal, por medio
de los cuales una empresa firma un convenio colectivo favorable a sus intereses
con un sindicato fantasma a cuyos supuestos dirigentes financia con
generosidad, pero de ese modo bloquea la posibilidad de que un auténtico
sindicato negocie un convenio colectivo con mejoras para los
trabajadores. La lucha de los sindicatos democráticos está consiguiendo
poco a poco poner coto a estas prácticas y han conseguido que se aprueben
algunas normas que, de ser aplicadas, supondrán un avance hacia una auténtica
libertad sindical y de negociación colectiva. Pero la lucha es difícil y larga,
y en ese camino la violencia extrema hace acto de presencia. Todavía no se ha
aclarado la desaparición forzada de los 43 estudiantes de la Escuela Normal
Rural de Ayotzinapa en septiembre de 2014, por no hablar de los asesinatos de periodistas
incómodos.<o:p></o:p></span></div>
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<span style="font-family: "arial black" , sans-serif;">Otro hecho llama la atención, cual es que
todavía no han sido rescatados del interior de la mina de carbón de Pasta de
Conchos (Coahuila) 63 cuerpos de los 65 mineros muertos por una
explosión en febrero de 2006, a pesar de las reclamaciones de los familiares y
del Sindicato Nacional de Trabajadores Mineros, Metalúrgicos, Siderúrgicos y
Similares de México, uno de los sindicatos democráticos, esto es, no dominado
por el “charrismo”. Precisamente su presidente, Napoleón Gómez Urrutia,
permanece desde hace varios años exilado en Canadá por las amenazas a su vida y
la de su familia a partir de un enfrentamiento de su sindicato con algunos de
los más poderosos grupos económicos de la minería y la siderurgia de México
para conseguir mejoras para los trabajadores. En esa persecución, como es
habitual en todo el mundo, se ha intentado utilizar demandas judiciales
amañadas (acusaron en la vía penal de que presidente, con la anuencia de otros
dirigentes sindicales, se apropió de unos fondos que estaban dirigidos a
indemnizaciones de los trabajadores) que han servido para que los medios de
formación de opinión del poder hayan recurrido a la injuria y la calumnia para
difamar, a través de la persona de su presidente, al propio sindicato, a pesar
de que al final, tras varios años, los tribunales de justicia hayan resulto que
no había ningún delito de apropiación.<o:p></o:p></span></div>
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<span style="font-family: "arial black" , sans-serif;"> La lucha de los trabajadores
mexicanos en pos de una sociedad democrática en la que impere la libertad y la
igualdad no debe ser ajena a los trabajadores europeos, en especial, por las
vinculaciones culturales y afectivas, españoles, ya sean catalanes, andaluces o
vascos. De hecho la solidaridad de los sindicatos canadienses y norteamericanos
está siendo muy importante para que desde la distancia y con los medios de
comunicación modernos, Gómez Urrutia pueda seguir ejerciendo funciones
sindicales.<o:p></o:p></span></div>
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Joaquín Apariciohttp://www.blogger.com/profile/03789112858779716653noreply@blogger.com0