tag:blogger.com,1999:blog-71580169550398680422024-02-07T19:50:42.438-08:00FUNDAMENTOS DE ADMINISTRACIONAnonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.comBlogger14125tag:blogger.com,1999:blog-7158016955039868042.post-80430909070592475792012-06-20T19:01:00.001-07:002012-06-20T19:01:30.567-07:00TEORIAS MODERNAS DE LA ADMINISTRACION<!--[if gte mso 9]><xml>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">crear
un ambiente en el cual los empleados de todos los niveles sientan que tienen
una influencia real sobre los estándares de calidad, servicio y eficiencia
del negocio dentro de sus áreas de</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Nos
ofrece las pautas para cambiar el tradicional ambiente De gerentes
controladores y empleados controlados por empleados facultados que benefician
a la organización y se benefician a sí mismos, por medio de incentivaciones ofrecidas
por la organización.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Trabajo
en equipo</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Participación
del poder por parte de los sub ordinados, influencia real de los trabajadores
</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.25pt;" valign="top" width="98">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Koontz
y Weichrich </span></div>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">outsourcing</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Siglo
1995</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Su
tesis central era que la producción flexible tiene "una tendencia de
desintegrar en divisiones sociales de trabajo extendidas, y de esta manera,
genera muchos subsectores especializad</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Es
un tipo de relación contractual que permite a una organización cualquiera el
uso de las instalaciones físicas de otra que, además, provee a la primera de
mantenimiento y desarrollo de aplicaciones, proceso de datos, gestión de
comunicaciones, etc.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.25pt;" valign="top" width="98">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Scott
y sorber</span></div>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Administración
estratégica</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1991</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Se
establece una metodología para enunciar las mejores alternativas estratégicas
y ponerlas en práctica.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Administración
Estratégica es el proceso de formulación e implementación de acciones, que
mediante el análisis y el diagnóstico, tanto del ambiente externo, como del
ambiente interno de la organización, enfatizando las ventajas competitivas.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.25pt;" valign="top" width="98">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Drucker</span></div>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Reingeniería</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1999</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La
definen como la aplicación tecnológica que se aplica en los dichos procesos
de ingeniería para el buen funcionamiento de la empresa.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Es
la Re concepción fundamental y el rediseño radical de los procesos de
negocios para lograr mejoras dramáticas en medidas de desempeño tales como en
costos, calidad, servicio y rapidez.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.25pt;" valign="top" width="98">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">Michael Hammmer y
James Champy.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"></span></div>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Benchmarking</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1991</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Es
la búsqueda de las mejores prácticas de la industria que conducen a un
desempeño excelente.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Mantiene
a la organización en un proceso de continua investigación y medición de
procesos, tanto internos como de otras instituciones, con el fin de buscar
los más altos estándares con que comparar la gestión del propio grupo de
trabajo.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.25pt;" valign="top" width="98">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Robert
C. Camp.</span></div>
</td>
</tr>
<tr style="height: 31.7pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 31.7pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 90.45pt;" valign="top" width="121">
<div class="MsoNormal" style="line-height: 115%; margin-bottom: 10.0pt; margin-left: 5.4pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Teoría
sistemática</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 31.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 99.25pt;" valign="top" width="132">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.4pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1954</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 31.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.4pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La comprensión de
los sistemas sólo ocurre cuando se estudian globalmente, involucrando todas
las interdependencias de sus partes.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 31.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 4.0cm;" valign="top" width="151">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Conjunto
de elementos interdependientes e interactuantes; grupo de unidades combinadas
que forman un todo organizado. El ser humano, por ejemplo es un sistema que
consta de varios órganos y miembros.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 31.7pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 73.25pt;" valign="top" width="98">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.4pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Kenneth Boulding</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com1tag:blogger.com,1999:blog-7158016955039868042.post-64390080182138658092012-06-20T11:50:00.003-07:002012-06-20T14:15:57.089-07:00<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-5157214476205778732012-06-20T11:49:00.001-07:002012-06-20T14:47:18.813-07:00<br />
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 14pt; line-height: 115%;">Glosario Administrativo</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Administración</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
Casa u oficina donde el administrador y sus dependientes ejercen su empleo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Planeación:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Planeación es decidir o identificar los objetivos que se van a alcanzar en un
tiempo determinado para lograr un fin en específico, luego de esto lo siguiente
es como alcanzarlos, En esencia, la palabra planeación se formular un plan o un
patrón integrando predeterminando de las futuras actividades, esto requiere la
facultad de prever, de visualizar, del propósito de ver hacia delante. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Dirección</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
Consejo, enseñanza y preceptos con que se encamina a alguien, cargo de un
director.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Organización</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
Asociación de personas regulada por un conjunto de normas en función de
determinados fines.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Control:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Dominio, mando, preponderancia, Oficina, despacho, dependencia, etc., donde se
controla.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Misión:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Poder, facultad que se da a alguien de ir a desempeñar algún cometido.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Visión</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
Contemplación inmediata y directa sin percepción sensible, Creación de la
fantasía o imaginación, que no tiene realidad y se toma como verdadera.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Objetivos</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
Punto o zona que se pretende alcanzar u ocupar como resultado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Políticas
administrativas</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: política designa en general la acción
política propiamente dicha. El término político sirve para adjetivar un
contenido (poder político, instituciones políticas, etc.). Defiende la política
como el arte de gobernar los pueblos y la adjetivación político como
perteneciente o relativa a la política.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Estructura
organizacional</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: herramienta de trabajo que permite a la
empresa organizar sus actividades creando cargos y funciones.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Cultura
administrativa:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> son expresiones utilizadas para designar un
determinado concepto de cultura (el que la entiende como el conjunto de
experiencias, hábitos, costumbres, creencias, y valores, que caracteriza a un grupo
humano) aplicado al ámbito restringido de una organización, institución,
administración, corporación, empresa, o negocio (cuando habitualmente el
concepto "cultura" se aplica al ámbito extenso de una sociedad o una
civilización).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Eficiencia</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
Capacidad de disponer de alguien o de algo para conseguir un efecto
determinado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Eficacia:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Capacidad de lograr el efecto que se desea o se espera.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Productividad:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Capacidad o grado de producción por unidad de trabajo, Relación entre lo
producido y los medios empleados, tales como mano de obra, materiales, energía,
etc.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Actitud:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Postura del cuerpo humano, especialmente cuando es determinada por los
movimientos del ánimo, o expresa algo con eficacia. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Servicio:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Función
o prestación desempeñadas por
organizaciones y su personal, Prestación humana que satisface alguna
necesidad social y que no consiste en la producción de bienes
materiales,Situación laboral o, sobre todo, funcionarial, en la que una persona
desempeña efectivamente el puesto que le corresponde.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Cliente:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> es
quien accede a un producto o servicio, Persona que utiliza con asiduidad los
servicios de un profesional o empresa.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">SCM</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
cadena de suministros</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ERP</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
planeación de recursos empresariales</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Estructura</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: Es
la configuración de la sociedad en cualquiera de sus múltiples aspectos o en su
conjunto, referido a un momento histórico dado,<b style="mso-bidi-font-weight: normal;"> La estructura</b> es algo que reproducimos constantemente, al
reproducirlo lo estamos transformando.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Empresa:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Unidad de organización dedicada a actividades industriales, mercantiles o de
prestación de servicios con fines lucrativos, Lugar en que se realizan estas
actividades.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Coordinación:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Relación gramatical que existe entre palabras o grupos sintácticos del mismo
nivel jerárquico, de forma que ninguno de ellos esté subordinado al otro.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Compañía:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Sociedad o junta de varias personas unidas para un mismo fin, frecuentemente
mercantil</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Marketing:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Conjunto de principios y prácticas que buscan el aumento del comercio,
especialmente de la demanda.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Retroalimentación:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Finanzas:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Obligación que alguien asume para responder de la obligación de otra persona. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Calidad:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Propiedad o conjunto de propiedades inherentes a algo, que permiten juzgar su
valor.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Autonomía:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Potestad que dentro de un Estado tienen municipios, provincias, regiones u
otras entidades, para regirse mediante normas y órganos de gobierno propios.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Negociación:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> La
que llevan a cabo los sindicatos de trabajadores y los empresarios para la
determinación de las condiciones de trabajo y que, normalmente, desemboca en un
convenio colectivo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Inducción:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Extraer, a partir de determinadas observaciones o experiencias particulares, el
principio general que en ellas está implícito</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Gestión:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Acción y efecto de administrar.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Administración</span></b><span style="font-family: Arial, sans-serif;">:</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Casa u oficina donde el
administrador y sus dependientes ejercen su empleo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">TIC:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
tecnología de la información y la comunicación</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">BID:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
banco internacional de desarrollo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CEPIF:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
principal centro de estudio e investigación en economía internacional de
Francia.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Pod:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
plan de desarrollo en granada meta</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">DIAN</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
administración de impuestos y aduanas nacionales </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">NIT:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
necesario para identificarse en el desarrollo de las actividades comerciales</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">PIB:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
producto interno bruto</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">P.F:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
punto de pedido</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">SAS:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
sociedades anónimas simplificadas</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">M.F.P</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
manual de funciones y procedimientos</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">GIS:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
sistemas de información geográficos</span></div>
<div class="MsoNormal" style="text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=7158016955039868042" name="_GoBack"></a><b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">MRP. ITIN:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
planeación de recursos de manufactura.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">MRP:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">planificación
de requerimiento de material.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Malversación:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Delito que cometen las autoridades o funcionarios que sustraen o consienten que
un tercero sustraiga caudales o efectos públicos que tienen a su cargo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Idiosincrasia:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Rasgos, temperamento, carácter, etc., distintivos y propios de un individuo o
de una colectividad.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Enfoque:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Dirigir la atención o el interés hacia un asunto o problema desde unos supuestos
previos, para tratar de resolverlo acertadamente.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Logotipo:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
elemento grafico que identifica a una persona o empresa.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Comunicación:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
intercambio de sentimientos opiniones o cualquier otro tipo de información
mediante habla escritura y otros tipos de señales.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Cesantías:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Paga que, según las leyes, disfruta el empleado cesante en quien concurren
ciertas circunstancias</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Pasantías:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Ejercicio del pasante en las facultades y profesiones</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Router:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
dispositivo de conexión que permite asegurar el direccionamiento de paquete de
datos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">LAN:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> red
conectada a la interconexión de una o
varias computadoras.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Proyecto:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Primer esquema o plan de cualquier trabajo que se hace a veces como prueba
antes de darle la forma definitiva.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Androcracia:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
organizaciones más complejas en que se requiere la combinación de trabajo a
través de equipos y coordinados mediante el compromiso común tienden a desaparecer
la línea y el personal de apoyo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">W.W.W:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Word.wiite.web
red de redes</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Software:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
datos y programas de la computadora.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Hardware:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> dispositivos
físicos como CPU, monitor, placa de base etc.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ARP:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Administradora de Riesgos Profesionales. Entidad aseguradora de riesgos
profesionales reglamentada por el Decreto 1772 de 1994 que se refiere a la
afiliación y cotizaciones al Sistema General de Riesgos Profesionales.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CAPITAL
SOCIAL</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: Monto que comprende el total de los aportes de los
socios, pagados o no, pero sí comprometidos en firma.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CAUSACIÓN</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
Norma general de contabilidad pública por la cual el registro de ingresos o
gastos debe hacerse en función de la corriente real de bienes y servicios que
los mismos representan, y no en el momento en que se produzca la corriente
monetaria o financiera derivada de aquellos. El registro de los ingresos y
gastos del presupuesto requiere, previamente, contar con actos administrativos
de reconocimiento del derecho o de la obligación, derivados del hecho
económico, sin perjuicio de observar el principio de cumplimiento de las
disposiciones vigentes.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CESANTÍAS:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Pagos que las entidades hacen directamente al personal, conforme al régimen
especial que le señale la ley o la norma legal que lo sustenta.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CONTABILIDAD:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Sistema que permite identificar, medir, procesar y comunicar información
financiera para tomar decisiones, emitir juicios y ejercer la función de control.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CONTADOR:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Profesional que lleva las cuentas de una entidad. Quien ejerce la contaduría.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CONTADOR
PÚBLICO:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Persona natural que, mediante la inscripción que
acredite su competencia profesional, está facultada para dar fe pública de
hechos propios del ámbito de su profesión, dictaminar sobre estados
financieros, y realizar las demás actividades relacionadas con la ciencia
contable en general.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CONTADURÍA:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">.
Profesión que tiene como objetivo el establecimiento, desarrollo y evaluación
del sistema de información contable y analizar los resultados alcanzados por
una entidad.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CONTRATO
DE SERVICIOS:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Cuenta que representa el valor de los costos
de servicios recibidos en desarrollo de contratos celebrados por el ente
público con personas naturales o jurídicas, con el fin de ejecutar labores
relacionadas con la producción de bienes o la prestación de servicios.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">COSTO:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
causaciones de obligaciones ciertas, relacionadas directamente con los procesos
de producción de bienes o prestación de servicios, que se recuperan en desarrollo
de la actividad de enajenación. Para determinar el costo de producción y venta
de los bienes o servicios, deben implementarse métodos de costeo que se ajusten
a los respectivos procesos, con el fin de lograr una acumulación razonable de
costos frente al total de ingresos generados en el desarrollo de la actividad
principal. Estos métodos puede ser: costeo global, órdenes específicas, costos
por procesos, costos estándar, costeo directo o marginal, o cualquier otro de
reconocido valor técnico, método que debe indicarse en las notas a los estados
contables.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">LEY:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Declaración
de la voluntad soberana, dictada por el Congreso de la República, por medio de
la cual se ordena, permite o prohíbe una cosa y que debe ser sancionada por el
Presidente de la República.</span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">MANO
DE OBRA:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Cuenta que representa el costo del factor humano que
interviene directamente en la producción o durante el tiempo del proceso.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">MERCADO:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Conjunto de operaciones que se realizan de un bien o servicio, entre
compradores y vendedores, el cual se define con base en la relación a las
fuerzas de la oferta y la demanda. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">MULTAS:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Ingresos no tributarios impuestos a los infractores de las disposiciones
legales, tanto en los niveles nacional como territorial, las cuales deben
reintegrarse o consignarse en la Dirección General del Tesoro Nacional.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">OBLIGACIONES
LABORALES:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Cuentas representativas de los compromisos adquiridos
con funcionarios o ex-funcionarios a cargo del ente público, originadas en
virtud de normas legales, convenciones o pactos colectivos de trabajo. Entre
ellas está:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">OFERTA:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Cantidad
máxima de bienes o servicios que un productor está dispuesto a vender, por
unidad de tiempo.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ORGANIGRAMA:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Esquema de funcionamiento en el que se visualizan los órganos de dirección y
control de un entidad, en representación gráfica de jerarquías o categorías y
relaciones entre los integrantes de aquella.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">PASIVO
LABORALES:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Obligaciones a favor de los servidores públicos,
generadas por una relación laboral, en virtud de normas legales, convencionales
o pactos colectivos, tales como salarios, prestaciones sociales y pensiones por
pagar. Deben reconocerse cuando exista la obligación adquirida a favor de los
empleados; clasificarlas, de conformidad con la naturaleza salarial o
prestacional de la obligación, como un pasivo estimado, y ajustarlas a su valor
real, de acuerdo con la obligación cierta, utilizando para el efecto, las
normas legales o las pactadas convencionalmente.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">PENSIONES
POR PAGAR:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Valor de las obligaciones a cargo del ente público, por
concepto de jubilación por vejez, invalidez o muerte.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">PRÉSTAMO:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Transferencia temporal de recursos entre agentes económicos, donde el
prestatario se compromete a restituir dichos recursos a su prestamista, además
de pagar un interés. </span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Provisión para prestaciones
sociales. Valor estimado de las obligaciones del ente público, por concepto de
acreencias laborales no consolidadas, determinadas de conformidad con las
normas vigentes, convencionales o pactos colectivos.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">PRESUPUESTO:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Cálculo
o estudio anticipado de los ingresos probables y del nivel a que podrían llegar
los egresos o gastos que con cargo a ellos deben efectuarse dentro de un
período determinado, denominado ejercicio presupuestario y que generalmente es
de un año. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">RAZÓN
SOCIAL:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Nombre comercial con el que se identifica a cierta clase
de sociedades.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">SALARIOS
Y PRESTACIONES SOCIALES: </span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Valor de las obligaciones por pagar a
los empleados, como resultado de la relación laboral existente y las originadas
como consecuencia del derecho adquirido, de conformidad con las disposiciones
legales y los acuerdos laborales existentes.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">SUBSIDIO:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Transferencia que hace el Estado a ciertos agentes económicos o a ciertas
actividades productivas, que consisten en erogaciones de dinero o bienes, o en
prestaciones gratuitas de servicios.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">AUDITOR:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Persona encargada de ejercer la función de auditoría.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">AUDITORÍA:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Actividad que consiste en ejercer la función de revisión de la información o de
las operaciones de una entidad con el fin de dar una opinión de razonabilidad.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">AUXILIAR
DE CONTABILIDAD</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: Persona encargada de llevar los registros
en determinados libros auxiliares o de registrar ciertas operaciones.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ACTITUDES:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Mecanismos
psicológicos que determinan la tendencia del individuo a reaccionar, positiva o
negativamente, delante de un determinado estímulo. La actitud está formada por
tres componentes: el cognitivo (o perceptivo), que define y clasifica los
estímulos; el afectivo, que valora los estímulos en positivos o negativos, y el
reactivo, que determina la tendencia a actuar.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">AGENCIA
DE PUBLICIDAD:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Empresa de servicios que planea, controla y
maneja campañas de publicidad situándolas en los medios de comunicación y
soportes de difusión y lleva a término otras acciones promocionales que le
encargan sus clientes. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">AIDA:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Atención, Interés, deseo y acción, y que representan las cuatro etapas por las
que, según este modelo de actuación de publicidad, pasa el individuo hasta la
compre del producto anunciado.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ATRIBUTO
DEL PRODUCTO</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: Conjunto de beneficios que se asocian a un
producto. Estos beneficios pueden ser tangibles, funcionales o psicológicos.
También se han de incluir como atributos de producto su denominación y los
valores proporcionados por el envase.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">BENEFICIO:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Cada una de las ventajas propias o inherentes a un producto, o que le son
otorgadas por el consumidor</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">- Diferencia entre el
ingreso total y el coste total. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">BUZONEO</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: Acción
de promoción consistente en disponer cartas, folletos, catálogos hasta muestras
de los productos en los buzones de correspondencia de los inmuebles urbanos. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CLIENTE
POTENCIAL:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Persona física o jurídica que puede llegar a formar
parte del mercado al que se dirige una empresa, pero que aún no ha adquirido
sus productos. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">COMPETENCIA:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Conjunto
de empresas que concurren en un mismo mercado y ofrecen productos o servicios
parecidos. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Sistema de interacciones
económicas entre diferentes agentes que contienden haciendo ofertas en un mismo
mercado o peticiones hacia una misma fuente de abastecimiento, dando lugar a
una repartición del mercado real. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">COMUNICACIÓN
CORPORATIVA: </span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Comunicación que tiene por finalidad dar a
conocer la identidad corporativa y reforzar la imagen de una organización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Incluye la comunicación de
marketing, la comunicación organizativa y la comunicación de dirección. Se
encarga de la política de comunicación de la campaña desde dentro del triángulo
“Estructura corporativa-Identidad corporativa-Imagen corporativa</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">CONSUMIDOR:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Persona
física o jurídica que adquiere y/o usa los productos o los servicios de una
empresa.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Persona física o jurídica
de cualquier nacionalidad o residencia que, como destinatario final, hace la
adquisición, usa o disfruta de bienes y servicios para su consumo o uso
particular, familiar o colectivo, siempre que el proveedor tenga carácter
empresarial o profesional o sea la misma administración pública.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ESLOGAN:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Expresión
generalmente corta y fácil de recordar, que resume un mensaje publicitario.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">- Frase, generalmente corta,
que acostumbra a sintetizar la idea base de la campaña y que acompaña la marca
y ayuda a recordarla. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ESTRATEGIA
DE COMUNICACIÓN: </span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Estrategia que sigue una organización para
conseguir sus objetivos de comunicación. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ESTRATEGIA
DE MARKETING:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Estrategia que sigue una organización para
cumplir sus objetivos de marketing. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Estrategia que define los
principios generales por los que las unidades de negocio esperan conseguir sus
objetivos en el marcado-objetivo. Recoge las principales directrices respecto
al total de gastos de marketing, las acciones de marketing y la asignación de
los recursos en esta área. Incluyes decisiones como: Estrategia de
segmentación, de posicionamiento, y de comunicación. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ESTRATEGIA
DE MEDIOS: </span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Estrategia que acostumbran a realizar las
agencias de publicidad o las centrales de medios y que consiste en la elección
y compra de espacios publicitarios a los diversos medios según los objetivos de
cada campaña de publicidad.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">HÁBITO:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Costumbre
adquirida por la repetición de un mismo acto, Forma característica del
comportamiento del consumidor que interesa conocer para elaborar la estrategia
de marketing encaminada a crear la fidelidad a la marca por parte de un
determinado sector del mercado. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">IMAGEN
CORPORATIVA</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: Conocimiento y valoración que tienen las
personas interesadas y la sociedad en general y que constituyen la entidad
pública de la institución</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">- Conjunto de
representaciones emocionales y racionales que un individuo o un grupo de
individuos asocia a una empresa u organización determinada, como resultado de
sus experiencias, sentimientos, etc. Y de las acciones de comunicación
realizadas por la organización. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">LOGÍSTICA:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Conjunto de actividades, técnicas y recursos relacionados con el flujo de
materiales, desde el origen de la primera materia hasta el suministro de
productos acabados a los consumidores finales.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">LOGOTIPO:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Distintivo gráfico que identifica una organización, una marca o un producto. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">MARCA:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Signo que identifica un producto o servicio y lo distingue de otro, garantiza
su procedencia y recoge un conjunto de creencias sobre el producto por parte
del consumidor.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Denominación que
singulariza algún producto o servicio. Se compone de símbolo, logotipo,
anagrama y color. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">MARKETING:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Proceso
social y de gestión a través del cual los diferentes grupos e individuos
obtienen lo que necesitan y desean, creando, ofreciendo e intercambiando
productos de valor por otros.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Es un proceso que pretende
la satisfacción de las necesidades del cliente a través del intercambio.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">PRODUCTO:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Bien material, servicio o idea que tiene un valor para el consumidor y que es
susceptible de satisfacer una necesidad.</span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">- Cualquier bien material,
servicio o idea que posee un valor para el consumidor o el usuario y sea
susceptible de satisfacer una necesidad.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">PUBLICIDAD:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Cualquier
forma remunerada de presentación no personal y con promoción de ideas, bienes o
servicios por un patrocinador identificado. </span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">- Consiste en dar a conocer
al mercado el producto o servicio. Y presentarlo de la manera más favorable
posible con relación a los productos de los consumidores. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">PROMOCIÓN:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Conjunto de actividades que tratan de informar sobre los beneficios que reporta
un producto o servicio, de persuadir al mercado objetivo que lo compre y a
recordar a los clientes la existencia y las ventajas de la publicidad, las
relaciones públicas, la promoción de ventas y la venta personal. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">- Conjunto de actividades
que tratan de informar sobre los beneficios que reporta un producto o servicio
de una empresa o cualquier entidad, y que intenta persuadir al mercado objetivo
de que compre al que ofrece. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">POSICIONAMIENTO:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">El
lugar que ocupa un producto o marca, según las percepciones de los
consumidores, con relación a otros productos o marcas competidoras o a un
producto ideal. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">RELACIONES
PÚBLICAS</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: Actividades de todo tipo que tienden a crear en el
público una predisposición hacia la empresa, y a elaborar una imagen favorable
a esta. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-<b style="mso-bidi-font-weight: normal;">Política económica</b>: es el conjunto de estrategias y acciones que
formulan los gobiernos y en general el Estado para conducir e influir sobre la
economía de los países.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-<b style="mso-bidi-font-weight: normal;">Presupuesto</b>: Es un plan de acción dirigido a cumplir una meta prevista,
expresada en valores y términos financieros que, debe cumplirse en determinado
tiempo y bajo ciertas condiciones previstas, este concepto se aplica a cada
centro de responsabilidad de la organización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Reingeniería:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> es
la re concepción fundamental y el rediseño radical de los procesos de negocios
para lograr mejoras dramáticas en medidas de desempeño tales como en costos,
calidad, servicio y rapidez”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Responsables:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Son
los funcionarios que reciben órdenes de sus superiores o tienen en virtud del
puesto que ocupan, sobre actividades a su cargo. Pueden ser de dos clases:
unidades organizativas o funcionarios. ·
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Salud
ocupacional:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Es el conjunto de medidas y acciones
dirigidas a preservar, mejorar y reparar la salud de las personas en su vida de
trabajo individual y colectivo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Sistema</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
Proceso cíclico que consiste en un conjunto de partes relacionadas entre sí,
capaces de transformar insumos en productos para satisfacer demandas de su
ambiente. Consta de insumos-proceso-productos-ambiente. Los hay abiertos y
cerrados.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Meta</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: Es
la cuantificación del objetivo específico. Indica la cantidad y unidad de
medida del resultado deseado y el tiempo y lugar para lograrlo. Se compone de
Verbo, cantidad, unidad de medida, tiempo y localización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">FODA:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Técnica de valoración de potencialidades y riesgos organizacionales y
personales, respecto a la toma de decisiones y al medio que afecta. Significa:
Fortalezas, Oportunidades, Debilidades y Amenazas. · </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Dirigir:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Acto de conducir y motivar grupos humanos hacia el logro de objetivos y
resultados, con determinados recursos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Coordinar</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:
Acto de intercambiar información entre las partes de un todo. Opera vertical y
horizontalmente para asegurar el rumbo armónico y sincronizado de todos los
elementos que participan en el trabajo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Formulario:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Documento impreso que contiene información estructurada "fija" sobre
un determinado aspecto, para ser complementada con información
"variable" según cada aplicación y para satisfacer un objetivo
específico.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Diagnóstico:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Identificación
y explicación de las variables directas e indirectas inmersas en un problema,
más sus antecedentes, medición y los efectos que se producen en su medio
ambiente</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Matriz:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Es
la construcción de la realidad poniendo énfasis en los síntomas ya que servirá
de base para la construcción del método científico, mediante la observación y
la descripción de la realidad, haciendo los análisis correspondientes para
determinar la causal y proponer la formulación del problema de investigación.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Planificación
socio-económica:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Proceso racional y continuo de previsión,
organización y uso de recursos escasos, para alcanzar objetivos y metas
sociales y económicas en un tiempo y espacio predeterminados</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-
Manual técnico:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Documento que contiene información válida y
clasificada sobre la estructura y modo de operar un aparato. Su contenido
destina un porcentaje menor a la descripción y uno mayor a la gráfica. Ejemplos
Manuales de TV y Sonido, CPU, vehículos, etc.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Control
de calidad:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> El control de calidad se ocupa de garantizar
el logro de los objetivos de calidad del trabajo respecto a la realización del
nivel de calidad previsto para la producción y sobre la reducción de los costos
de la calidad.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Actividad/tarea:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> son
acciones humanas que consumen tiempo y recursos, y conducen a lograr un
resultado concreto en un plazo determinado. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Análisis:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Acción de dividir una cosa o problema en tantas partes como sea posible, para
reconocer la naturaleza de las partes, las relaciones entre éstas y obtener
conclusiones objetivas del todo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Control
de calidad:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> El control de calidad se ocupa de garantizar
el logro de los objetivos de calidad del trabajo respecto a la realización del
nivel de calidad previsto para la producción y sobre la reducción de los costos
de la calidad.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Controlar:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Acto
de medir y registrar los resultados alcanzados por un agente del sistema
organizacional en un tiempo y espacio determinados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Desarrollo
organizacional: </span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Acción de mantenimiento y actualización
permanente de los cambios aplicados a una organización y respecto a su medio
ambiente.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Diagnóstico:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Identificación y explicación de las variables directas e indirectas inmersas en
un problema, más sus antecedentes, medición y los efectos que se producen en su
medio ambiente </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-División
del trabajo:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Acto de segmentar el trabajo total de una
organización, por especializaciones y niveles de dificultad.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Eficacia:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Indicador de mayor logro de objetivos o metas por unidad de tiempo, respecto a
lo planeado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Evaluar:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Acto de comparar y enjuiciar los resultados alcanzados en un momento y espacio
dados, con los resultados esperados en ese mismo momento. Es buscar las causas
de su comportamiento, entenderlas e introducir medidas correctivas oportunas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Fines:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Son
los efectos que se obtienen con el logro de los objetivos. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Fluxograma:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Gráfica que muestra el flujo y número de operaciones secuenciales de un proceso
o procedimiento para generar un bien o un servicio. Pertenece a la ingeniería
de sistemas y también se le conoce como algoritmo, lógica o diagrama de flujo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Manual
de puestos: </span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Documento que contiene información válida y
clasificada sobre la naturaleza y funciones de cada puesto o cargo de trabajo,
con sus respectivos requisitos de ingreso y valoración, de una determinada
organización. Su contenido son los puestos de trabajo, que conllevan
especificación de su naturaleza y alcances, valoración, la descripción de sus
funciones y el perfil de los productos de salida.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Método:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Sucesión lógica de pasos o etapas que conducen a lograr un objetivo
predeterminado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Función:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Mandato formal permanente e impersonal de una organización o de un puesto de
trabajo</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Gerencia:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Función mediante la cual las empresas y el Estado logran resultados para
satisfacer sus respectivas demandas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Índice:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Relación matemática de un valor respecto a otro valor. El resultado puede ser
un número absoluto o relativo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Logística:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Explica el proceso de cómo se han de allegar los recursos necesarios en el
lugar, cantidad y tiempo adecuados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Microanálisis
administrativo</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">: Estudio global de más de una institución,
vistas como unidades de un sistema total de administración general. Es el
análisis del "sistema del Estado" constituido por la totalidad de
instituciones y órganos que lo forman.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Manual:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Documento
que contiene información válida y clasificada sobre una determinada materia de
la organización. Es un compendio, una colección de textos seleccionados y
fácilmente localizables.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Manual
de políticas:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Documento que contiene información válida y clasificada sobre las políticas,
normas e instrucciones que rigen el quehacer de corto, mediano y largo plazo de
los funcionarios de una organización. Su contenido son políticas, normas e
instrucciones.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Manual
de procedimientos:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Documento que contiene información válida y
clasificada sobre la estructura de producción, servicios y mantenimiento de una
organización. Su contenido son los procedimientos de trabajo, que conllevan
especificación de su naturaleza y alcances, la descripción de las operaciones
secuenciales para lograr el producto, las normas que le afectan y una gráfica
de proceso (hoja de ruta, fluxograma).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Modelo:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Conjunto de variables relacionadas entre sí e interactuantes, que en bloque
dinámico conducen a obtener un resultado predeterminado o a solucionar un
problema.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Objetivo
específico:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Es la especificación de una parte del
objetivo general. El conjunto de objetivos específicos logran el objetivo
general.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Organigrama:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Es
la representación gráfica de la estructura formal de una organización, según
división especializada del trabajo y niveles jerárquicos de autoridad.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Planificación:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Proceso racional y sistémico de proveer, organizar y utilizar los recursos
escasos para lograr objetivos y metas en un tiempo y espacio predeterminados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Planificación
administrativa:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Proceso racional de previsión, estructuración,
diseño y asignación óptima de recursos de las organizaciones, para que alcancen
resultados en un tiempo y espacio dados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Prognosis:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Juicio valorativo de costo/beneficio, respecto a la información aportada por un
diagnóstico o situación de problema concreto, para definir distintas
alternativas futuras de acción.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Programa:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Conjunto armónico de objetivos, políticas, metas y actividades a realizar en un
tiempo y espacio dados, con determinados recursos. Sus resultados son
"servicios".</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Proyecto:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Conjunto armónico de objetivos, políticas, metas y actividades a realizar en un
tiempo y espacio dados, con determinados recursos. Sus resultados son
"bienes de capital".</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Puesto:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Conjunto de deberes y responsabilidades a ejecutar por una persona que posee
determinados requisitos y a cambio de remuneración.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Recursos:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Son
los medios que se emplean para realizar las actividades. Por lo general son
seis: humanos, financieros, materiales, mobiliario y equipo, planta física y
tiempo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Supervisar:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Acto de vigilar que los hechos de un trabajo sucedan conforme a las normas
preestablecidas y en el tiempo y lugar determinados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Táctica:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Sistema especial que se emplea para disimular y hábilmente para conseguir un
fin.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Trabajo:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Acción humana, individual o colectiva, que conduce a la obtención de un
producto o a la prestación de un servicio en un tiempo y espacio determinado y
con el apoyo de otros recursos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Plan
anual operativo:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Plan institucional de corto plazo pero
vinculado al plan de mediano y largo plazos. Es el conjunto armónico de
políticas, estrategias, objetivos, metas, actividades y el presupuesto
institucionales, programadas en el tiempo y conducentes a un objetivo común. Se
ejecuta en un año (corto plazo) y con determinados recursos</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Plan:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Conjunto
de programas y proyectos relacionados entre sí y conducentes a un objetivo
común. También conjunto armónico de actividades para lograr un resultado
concreto.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Manual
de funciones:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Documento similar al Manual de Organización. Contiene información válida y
clasificada sobre las funciones y productos departamentales de una
organización. Su contenido es
descripción departamental de funciones y de productos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Objetivo
general:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Se define como "un deseo a lograr".</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Organizar:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Acto de acopiar e integrar dinámica y racionalmente los recursos de una
organización o plan, para alcanzar resultados previstos mediante la operación.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Problema:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Situación anormal respecto a las conductas o hechos considerados
"normales" en un momento histórico determinado y un lugar dado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> -Procedimiento:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Ciclo
de operaciones que involucran a varios
empleados que trabajan en sectores distintos y que se establece para asegurar
el tratamiento uniforme de todas las operaciones respectivas para producir un
determinado bien o servicio.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Producto:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Es
el resultado parcial o total (bienes y servicios), tangible o intangible, a que
conduce una actividad realizada</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Manual
de organización:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Documento que contiene información válida y
clasificada sobre la estructura, funciones y productos departamentales de una
organización. Su contenido son organigramas y descripción departamental, de
funciones y de productos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Eficiencia:
</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Indicador
de menor costo de un resultado, por unidad de factor empleado y por unidad de
tiempo. Se obtiene al relacionar el valor de los resultados respecto al costo
de producir esos resultados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Estrategia:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> es
el conjunto de las reglas que aseguran una decisión óptima en cada momento. Una
estrategia por lo general abarca los objetivos, las metas, los fines, la
política y la programación de acciones de un todo organizacional o individual.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Departamentalización:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">
Fase del análisis administrativo que se ocupa de analizar y dividir el trabajo
como un todo, estableciendo los niveles de especialización y complejidad de
todas las partes o componentes del trabajo y dando figura al organigrama.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Control:</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Es
el acto de registrar la medición de resultados de las actividades ejecutadas
por personas y equipos en un tiempo y espacio determinado. Se ejerce Ex-ante,
Durante y Ex-post respecto a la ejecución de las actividades.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-22692622505733094462012-06-20T11:46:00.001-07:002012-06-20T11:46:36.436-07:00CUADRO COMPARATIVO DE LAS TEORIAS ADMINISTRATIVAS<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; width: 631px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.0pt;" valign="top" width="120">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Teorías
administrativas</span></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.35pt;" valign="top" width="95">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">principios</span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Aportes</span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Énfasis</span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Representante</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.0pt;" valign="top" width="120">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Científica
de la administración</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.35pt;" valign="top" width="95">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Siglo
xxl averiguar.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La
racionalización del trabajo productivo debería estar acompañada por una
estructura general de la empresa que hiciese coherente la aplicación de sus
principios. </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Se
caracterizaba por hacer énfasis en las tareas del obrero. Métodos de la
ciencia a los problemas de la administración.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Frederick
Taylor.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.0pt;" valign="top" width="120">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Burocrática</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.35pt;" valign="top" width="95">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Se
desarrolló en 1940</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Reconocía
que la burocracia crea inconvenientes, pero creía que este era el precio por
una organización racional y eficaz, que tiene las ventajas de: maximizar
laefectividad con la que se consiguen las metas, maximizar la eficiencia para
lograr elmejor resultado al más bajo costo y se controla la incertidumbre al
regular a los trabajadores, a los proveedores y a los mercados.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Se
realizó para presentar un enfoque global, integrado y totalizador de los
problemas organizacionales, tanto en la estructura como de los participantes
de la organización.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Max
weber</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.0pt;" valign="top" width="120">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Clásica
de la administración</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.35pt;" valign="top" width="95">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Surgió
en 1916</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Planeación:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> diseñar un plan de
acción para el mañana. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Organización:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> brindar y
movilizar recursos para la puesta en marcha del plan.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Dirección:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> dirigir,
seleccionar y evaluar a los empleados <b style="mso-bidi-font-weight: normal;">Coordinación:</b>
integración de los<span style="mso-spacerun: yes;"> </span>trabajadores </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Control:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> garantizar que las
cosas ocurran a lo planificado.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Se
distingue por el énfasis en la estructura y en las funciones que debe tener
una organización para lograr la eficiencia.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Henri
Fayol</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.0pt;" valign="top" width="120">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Estructuralista</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.35pt;" valign="top" width="95">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Surgió
A finales de 1950</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La
estructura es un conjunto formal de uno o más elementos con la disposición y
el orden de las partes dentro de un todo como: análisis, tipología objetivos
y<span style="mso-spacerun: yes;"> </span>ambiente de las organizaciones.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Está
enfocada hacia varios enfoques que se caracteriza por considerar conjunto de
datos como un sistema de interrelación el cual genera una vista critica de
organización en base a la estructura del funcionamiento para poder ampliar
sus objetivos.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Max
weber</span></div>
</td>
</tr>
<tr style="height: 18.0pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 90.0pt;" valign="top" width="120">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Neoclásica</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.35pt;" valign="top" width="95">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 120.5pt;" valign="top" width="161">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Los
considera medios en la búsqueda de la eficiencia, pero enfatiza fuertemente
los fines y los resultados, en la búsqueda de ésta. En este movimiento se
encuentra un fuerte cambio hacia los objetivos y los resultados.</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.55pt;" valign="top" width="170">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La
teoría neoclásica se caracteriza por hacer un fuerte análisis en los aspectos
prácticos de la administración, por el pragmatismo y por la búsqueda de
resultados concretos y palpables.</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 63.8pt;" valign="top" width="85">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Surgió<span style="mso-spacerun: yes;"> </span>en el siglo xx</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Las
partes o unidades de un sistema no existen de manera aislada; sino que
necesitan de su totalidad para poder funcionar eficazmente.</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.55pt;" valign="top" width="170">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Estudia
las organizaciones como sistemas sociales inmersos en sistemas sociales
mayores y en constante movimiento que se interrelacionan y afectan
mutuamente, como por ejemplo la entradas, las salidas, el proceso la
retroalimentación y el medio ambiente.</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 63.8pt;" valign="top" width="85">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Karl
Ludwig</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Matemática
de la Administración</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Surgió
en 1940 </span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 25.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 120.5pt;" valign="top" width="161">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Es
Una corriente que se encuentra en varios autores que enfatizan el proceso de
decisión y lo tratan de modo lógico y racional a través de un enfoque
cuantitativo, determinístico y lógico<b style="mso-bidi-font-weight: normal;">.</b></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 25.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 127.55pt;" valign="top" width="170">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La
teoría matemática hace énfasis en el proceso decisorio y lo trata de modo
lógico y racional mediante un enfoque cuantitativo y determinista.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Frederick
Taylor y Henri Fayol</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-17124967817443811242012-06-20T11:43:00.002-07:002012-06-20T11:43:36.046-07:00TEORIAS MODERNAS DE ADMINISTRACION<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">TEORIAS MODERNAS O MODELOS
GERENCIALES DE LA ADMON:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-<b style="mso-bidi-font-weight: normal;">EMPOWERMENT:“</b>es un manual que, a través de la historia de Marvin
Pitts, nos ofrece las pautas para cambiar el tradicional ambiente de gerentes
controladores y empleados controlados por empleados facultados que benefician a
la organización y se benefician a sí mismos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El libro guía a los lectores
para seguir los pasos que deben de dar los gerentes para descubrir cuáles son
las tres claves para facultar el personal. Presenta conceptos prácticos y
sencillos que los administradores y gerentes en todos los niveles pueden aplicar
a situaciones particulares.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Las empresas se han
orientado tradicionalmente a la producción y han sido regidas por jerarquías
organizacionales dónde las posiciones gerenciales se encargan de la toma de
decisiones y los empleados de línea de llevarlas acabo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Hoy en día, el panorama es
diferente: los clientes son sofisticados y existe una gran variedad de
productos. La ventaja competitiva en la actualidad está determinada por la
calidad del servicio.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Cualquier organización poco
sensitiva a los deseos y necesidades de los clientes, está condenada a ser
desplazada del mercado. Los clientes no quieren respuestas futuras, sino
soluciones inmediatas a sus problemas. El empleado debe estar facultado para
tomar decisiones, resolver problemas y actuar sin demora.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Esto se logra a través del
empowerment o empoderamiento. Empoderar ofrece el potencial de explotar una
fuente subutilizada de capacidad humana que tiene que utilizarse para que las
compañías sobrevivan en el mundo cada vez más complejo y dinámico de hoy. Sin
embargo, el proceso de facultar a los empleados puede ser largo ya que se
enfrentan diversos obstáculos, tales como: el miedo de los gerentes a ser
desplazados, la inseguridad de los empleados y el miedo a tomar decisiones
incorrectas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Este proceso tiene
diferentes etapas y está basado en tres pautas claves: Compartir la información
con todos, crear autonomía por medio de fronteras y reemplazar la jerarquía con
equipos auto dirigido.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-OUTSOURCING</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">: Es
un tipo de relación contractual que permite a una organización cualquiera el
uso de las instalaciones físicas de otra que, además, provee a la primera de
mantenimiento y desarrollo de aplicaciones, proceso de datos, gestión de
comunicaciones, etc. Así, una empresa (la segunda, según la definición anterior),
aprovecha, por ejemplo, el sobrante de potencia de proceso de sus máquinas, o
rentabiliza su experiencia en la gestión de sus propias aplicaciones, o
comparte su estructura de comunicaciones, etc. La primera, en estas
circunstancias, no necesita acometer costosísimas inversiones para resolver sus
necesidades de operación.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-ADMINISTRACIÓN
ESTRATÉGICA:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> La estrategia no es nueva en los negocios,
seguramente hace ya varios siglos se aplica, pero es sólo hasta comienzos de
los años sesentas que los académicos y estudiosos de la administración la
consideraron de importancia para alcanzar el éxito empresarial.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Inicialmente Chandler
propuso un concepto de "Estrategia" así: "Determinación de
objetivos y planes a largo plazo, acciones a emprender y asignación de los
recursos necesarios para alcanzar lo propuesto". </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Este concepto comprende varios
aspectos interesantes como:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Entra a jugar un papel
determinante el concepto del largo plazo, lo cual es aplicado desde entonces y
hasta la actualidad, aunque con variaciones. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Se tiene en cuenta el cómo
de la estrategia, no solamente los resultados</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Concibe que para alcanzar
metas propuestas es necesario adelantar ciertas acciones y que estas acciones
necesitan consumir ciertos recursos para ser adelantadas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Envuelve las partes de una
estrategia y las convierte en un todo</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Más adelante, hacia mediados
de los setentas surgió el enfoque de la Administración Estratégica, basado
en<span style="mso-spacerun: yes;"> </span>el siguiente principio: “El diseño
general de una organización puede ser descrito únicamente si el logro de los
"objetivos" se agrega a las "políticas" y a la estrategia
como uno de los factores claves en el proceso de la administración
estratégica”. (Hofer y Schendel)</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Planeación tiene mucho que
ver con previsión, planear es tratar de anticiparse a situaciones que nos
pueden afectar, positiva o negativamente, por ello se hace necesario al
interior de las organizaciones este tipo de ejercicio, para tratar de anticipar
cambios o sucesos futuros, tratando de enfrentarlos y catalizarlos para bien.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Las estrategias son
disposiciones generalizadas de las acciones a tomar para cumplir los objetivos
generales, si no hay objetivos claros y bien definidos seguramente no existirá
una estrategia apropiada para alcanzarlos, además, las estrategias que se planteen
deben contemplar la utilización de unos recursos necesarios para desarrollar
las actividades que desembocarán en los resultados y deben tener en cuenta cómo
se conseguirán dichos recursos y cómo serán aplicados para aumentar las
probabilidades de éxito.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">--Quienes tienen la
responsabilidad de dirigir las organizaciones deben procurar adelantarse a los
cambios futuros del entorno y diseñar planes y estructuras flexibles que
permitan la adaptación, la innovación y enfrentar cualquier situación no
prevista</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La Administración
Estratégica implica tener conciencia del cambio que se presenta en el entorno
día a día, quiere decir no solamente enunciar intenciones sino plantear
objetivos medibles y alcanzables, proponiendo acciones específicas y conociendo
las necesidades de recursos (humanos, físicos, financieros y tecnológicos) para
llevar esas acciones a cabo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Significa además solidez en
el trabajo, ya que toda la organización se moverá en busca de objetivos comunes
aplicando unas estrategias también comunes.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-REINGENIERÍA:
La accesibilidad a información, los modernos métodos de comunicación que han
acercado a las naciones, la globalización y la competitividad son, entre otros,
factores que han influido en las organizaciones y en lo requerimientos de su
personal.</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Sin duda alguna los tiempos
han cambiado y con ello las características y los procesos de las
organizaciones. Es mandatorio que las organizaciones adecúen sus procedimientos
según las modificaciones de su contorno para lograr sus objetivos de una manera
óptima.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La reingeniería es una
herramienta para organizar, aplicar y evaluar los cambios. Su aplicación
requiere una serie de pasos que se deben cumplir y no manejar al azar, es un
compromiso que abarca a todos los miembros de la organización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El organizador siempre debe
tener cuidado de no dejarse cegar por las ideas generalizadas sobre
organización, porque lo que quizás funcione en una empresa, tal vez no pera en
otra. Los principios de la organización tienen aplicación general pero al
aplicar estos principios se deben tomar en cuenta los antecedentes y las
necesidades de cada compañía. La estructura organizacional debe hacerse a la
medida de cada organización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Administrar el cambio es un
reto al que se enfrenta toda organización. Qué tan bien o mal administren el
cambio significará inevitablemente la diferencia entre la victoria y la derrota
en un nuevo mundo ultra competitivo. Aquellos agentes que sean capaces de
explotar el cambio serán capaces de capitalizar las oportunidades ilimitadas
que el cambio crea.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-BENCHMARKING:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> El
benchmarking constituye una de estas herramientas, que mantiene a la
organización en un proceso de continua investigación y medición de procesos,
tanto internos como de otras instituciones, con el fin de buscar los más altos
estándares con que comparar la gestión del propio grupo de trabajo, ayudando a
la buena administración de la organización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Aunque es una herramienta
relativamente nueva (de aproximadamente 20 años de haberse creado y una década
de popularidad), constituye un instrumento de suma utilidad en la toma de
decisiones y en la planificación estratégica de las organizaciones en salud.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La última definición será
explicada con más detalle. En primer lugar el benchmarking es un proceso, pues
involucra una serie de acciones que definen aspectos, problemas u
oportunidades; mide el desempeño; lleva a conclusiones basadas en un análisis
de la información recopilada; y estimula cambios y mejoras organizacionales.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Además es sistemático,
porque existe un método para hacer benchmarking. Para la mayoría de las
compañías, este hecho se demuestra mediante la existencia de algún tipo de
modelo o gráfico de un proceso de benchmarking, que estimule un conjunto de
acciones recomendadas en un orden particular. Estos modelos representan una
secuencia coherente y esperada que puede ser repetida por cualquier miembro de
la organización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">También es continuo, tiene
lugar en un período de tiempo extenso. No es a corto plazo ni es una actividad
que se realiza una sola vez. Para que la información del benchmarking sea
significativa, debe ser considerada en un contexto que implica actividad
organizacional durante largo tiempo. Un vistazo rápido a otra organización no
refleja con exactitud la naturaleza dinámica de sus estrategias comerciales o
de sus resultados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El benchmarking evalúa, es
un proceso investigativo que produce información que le agrega valor a la
calidad de la toma de decisiones, en otras palabras, es una herramienta que
ayuda a aprender acerca de uno mismo y de los demás.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Trabaja sobre los productos,
servicios y procesos de trabajo, no se limita a una faceta de las actividades
de una organización. La gran mayoría de las definiciones de benchmarking ponen
énfasis en el hecho de que es útil para entender tanto los procesos de trabajo,
como los productos o los servicios que se obtienen con dichos procesos. “Si
algo puede ser medido, puede ser aplicado en benchmarking, y punto”.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El benchmarking no se limita
a prácticas, servicios o productos competitivos. Cuando la definición se amplía
para incluir procesos comerciales genéricos, se hace evidente que el
benchmarking se puede aplicar a cualquier organización que produzca resultados
similares o que se dedique a prácticas comerciales similares. El tipo
específico de organización definida de acuerdo con la industria, el tamaño, la
ubicación o la propiedad no es un factor limitante para la mayoría de los
análisis de este tipo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Organizaciones acreditadas,
reconocidas: El proceso de benchmarking parte de una investigación inicial para
descubrir los nombres de las empresas que son conocidas como excelentes en el
área examinada. En esta investigación habitualmente se hacen contactos con
expertos en la materia que se busca mejorar y se busca material impreso.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Los mejores en su clase: Las
organizaciones seleccionadas para investigación y análisis deben ser las más
avanzadas posibles en lo que respecta a la materia que se va a someter al
proceso de benchmarking. Con frecuencia, la identificación de estas
organizaciones se alcanza después de haber considerado una extensa lista de
organizaciones de renombre.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Hacer una comparación
organizacional, realizar mejoras organizacionales: El propósito del
benchmarking suele incluir alguna referencia a comparaciones y cambios. Una vez
que se complete la actividad del benchmarking, hay un llamamiento a la acción,
que puede comprender diversas actividades, desde recomendaciones hasta la real
ejecución del cambio basado en los hallazgos del benchmarking.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Los cambios en el modelo de
asignación de recursos, los intentos por desconcentrar la gestión de clínicas
hospitales y áreas de salud, las políticas de incentivo al cumplimiento de
metas, entre otros. Sin estos procesos están lejos de ser la aplicación de la metodología
sistemática, continuada en el tiempo y de continua retroalimentación, que
sugieren los entendidos del tema. La introducción de esta herramienta como
parte de los procesos continuos de trabajo necesita, primero la introducción de
la cultura de la medición y el rendimiento de cuentas, y luego del trabajo en base
al logro de objetivos y metas. Una vez preparado el terreno, se puede
introducir la mencionada herramienta a diversos procesos, convirtiéndose en
utilísimo proceso de ayuda de gestión y mejoramiento continuo de la calidad de
atención en salud.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Sin embargo, el benchmarking
es un utensilio costoso, que demanda personal capacitado, aparte de ser un
proceso continuo en el tiempo lo que significa que consume una gran cantidad de
recursos para que de resultados, por lo que antes de ser puesto en práctica, se
debe estudiar muy bien en qué campos debe ser aplicado, buscando siempre el
máximo beneficio con su aplicación.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-TEORÍA
SISTÉMICA:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La teoría de sistemas
Concibe a las empresas como sistemas sociales inmersos en sistemas que se
interrelacionan y afectan mutuamente.<span style="mso-spacerun: yes;">
</span>Los orígenes de esta teoría se remonta a las concepciones aristotélicas
de "causa y efecto", y que todo entero forma parte de otro mayor. La
teoría moderna de sistemas se desarrolló por los aportes de Ludwing Von
Bertalanffy, quién indicó que no existe elemento físico o químico
independiente; todos los elementos están integrados en unidades relativamente
interdependientes. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Fue en 1954 cuando Kenneth
Boulding escribió un artículo titulado "La teoría general de sistemas y la
estructura científica". Este artículo es considerado de gran relevancia
porque revolucionó el pensamiento científico y administrativo. Puede definirse <b style="mso-bidi-font-weight: normal;">un sistema como "un conjunto de
elementos íntimamente relacionados que actúan e interactúan entre sí hacia la
consecución de un fin determinado". Los sistemas se pueden clasificar de
acuerdo con: El grado de interacción con otros sistemas: abiertos, semiabiertos
o semicerrados y cerrados.<span style="mso-spacerun: yes;"> </span>Su
composición material y objetiva: abstractos y concretos. Su capacidad de
respuesta: activos, pasivos y reactivos. Su movilidad interna: estáticos,
dinámicos, homeostáticos y probabilísticos. Su grado de dependencia: independientes
e interdependientes.</b></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">En cualquier sistema se
puede encontrar cuatro elementos básicos para su funcionamiento: </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">1.
Entradas o insumos:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> abastecen al sistema de lo necesario para
cumplir su misión.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">2.
Procesamiento: </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">es la transformación de los insumos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">3.
Salidas o producto:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> es el resultado del proceso. </span></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CO; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">4. Retroalimentación:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CO; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> es la respuesta de
los sistemas que han recibido como insumo el producto de un sistema previo o la
respuesta del medio ambiente.<span style="mso-spacerun: yes;">
</span>Gráficamente, una empresa vista como sistema se representa de la
siguiente manera: Los sistemas se componen de subsistemas, por ejemplo, el
cuerpo humano, que es un sistema y cuenta además con subsistemas circulatorio,
respiratorio, nervioso, etc. Una empresa está compuesta por los subsistemas de
finanzas, personal, mercadeo, etc. De igual forma, todo sistema forma parte
integral de otro más grande, comúnmente llamado macro sistema o suprasistema.
Por ejemplo, un árbol es un sistema que forma parte del macrosistema vegetal, y
éste forma parte de la ecología del planeta y así sucesivamente</span>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com3tag:blogger.com,1999:blog-7158016955039868042.post-49386130290494096852012-06-20T11:40:00.001-07:002012-06-20T11:41:28.315-07:00<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">TEORIAS CIENTIFICA DE LA ADMINISTRACION </span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Teoría Científica de la
Administración:El nombre administración científica se debe al intento de
aplicar los métodos de la ciencia a los problemas de la administración, con el
fin de alcanzar elevada eficiencia industrial. Los principales métodos
científicos aplicables alos problemas de la administración son la observación y
la medición.La escuela de la administración científica fue iniciada en el
comienzo de este siglo por el ingeniero mecánico americano Frederick W. Taylor,
considerado el fundador de la moderna TGA.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Si la administración científica se
caracterizaba por hacer énfasis en las tareas que realiza el obrero</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">El panorama industrial en el
inicio de este siglo tenía todas las características y elementos para poder
inspirar una ciencia de la administración: una variedad inmensa de empresas,
con tamaños altamente diferenciados, problemas de bajo rendimiento de la maquinaria
utilizada, desperdicio, insatisfacción generalizada entre los operarios,
competencia intensa pero con tendencias poco definidas, elevado volumen de
pérdidas cuando las decisiones eran mal tomadas, etc. Inicialmente los autores
clásicos pretendieron desarrollar una ciencia de la administración cuyos
principios en sustitución a las leyes científicas, pudiesen ser aplicados para
resolver los problemas de la organización.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Segunda Etapa de Taylor</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">1911: "Principios de
Administración Científica"La racionalización del trabajo productivo
debería estar acompañada por una estructura general de la empresa que hiciese
coherente la aplicación de sus principios.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Teoría
de las Relaciones Humanas:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La teoría de la relaciones humanas
(también denominada escuela humanística de la administración), desarrollada por
Elton Mayo y sus colaboradores,</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La teoría clásica pretendió
desarrollar una nueva filosofía empresarial, una civilización industrial en que
la tecnología y el método de trabajo constituyen las más importantes
preocupaciones del administrador. A pesar dela hegemonía de la teoría
clásica y del hecho de no haber sido
cuestionada por ninguna otra teoría administrativa importante durante las
cuatro primeras décadas del siglo XX, sus principios no siempre se aceptaron de
manera sosegada, específicamente entre los trabajadores y los sindicatos
estadounidense.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">En consecuencia, la teoría
de las relaciones humanas surgió de la necesidad de contrarrestar la fuerte
tendencia a la deshumanización del trabajo, iniciada con la aplicación de
métodos rigurosos, científicos y precisos, a los cuales los trabajadores debían
someterse forzosamente.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La teoría de la relaciones
humanas (también denominada escuela humanística de la administración),
desarrollada por Elton Mayo y sus colaboradores, surgió en los Estados Unidos
como consecuencia inmediata de los resultados obtenidos en el experimento de
Hawthorne. Fue básicamente un movimiento de reacción y de oposición a la teoría
clásica de la administración.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La
teoría clásica:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> pretendió desarrollar una nueva filosofía
empresarial, una civilización industrial en que la tecnología y el método de
trabajo constituyen las más importantes preocupaciones del administrador. A
pesar dela hegemonía de la teoría clásica
y del hecho de no haber sido cuestionada por ninguna otra teoría
administrativa importante durante las cuatro primeras décadas del siglo XX, sus
principios no siempre se aceptaron de manera sosegada, específicamente entre
los trabajadores y los sindicatos estadounidense.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">En consecuencia, la teoría
de las relaciones humanas surgió de la necesidad de contrarrestar la fuerte
tendencia a la deshumanización del trabajo, iniciada con la aplicación de
métodos rigurosos, científicos y precisos, a los cuales los trabajadores debían
someterse forzosamente.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">ORIGENES DE LA TEORÍA DE LAS
RELACIONES HUMANAS</span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Las cuatro principales
causas del surgimiento de la teoría de las relaciones humanas son:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-<b style="mso-bidi-font-weight: normal;">Necesidad de humanizar y democratizar la administración:</b>
Liberándola de los conceptos rígidos y mecanicistas de la teoría clásica y
adecuándola a los nuevos patrones de la vida del pueblo estadounidense.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-El
desarrollo de las llamadas ciencias humanas: </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> En especial la psicología y la sociología, así
como la creciente influencia intelectual y sus primeros intentos de aplicación
a la organización industrial. Las ciencias humanas vinieron a demostrar, de
manera gradual, lo inadecuado de los principios de la teoría clásica.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Las
ideas de la filosofía pragmática de John Dewey y de la psicología dinámica de
Kurt Lewin: </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Fueron esenciales para el humanismo en la
administración. Elton Mayo es considerado el fundador de la escuela.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Las conclusiones del
experimento de Hawthorne: Llevado a cabo
entre 1927 y 1932 bajo la coordinación de Elton Mayo, pusieron en jaque los
principales postulados de la teoría clásica de la administración.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Las
relaciones humanas:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> se basan principalmente en los vínculos
existentes entre los miembros de la sociedad, gracias a la comunicación, que
puede ser de diversos tipos: Visual o Comunicación no verbal, lenguaje icónico
o lenguaje de las imágenes, que incluye no sólo la Apariencia física, imagen
corporal sino también los movimientos, las señales, lingüística, chat,
Comunicación oral, afectiva y, también, los lenguajes creados a partir del
desarrollo de las sociedades complejas: Lenguaje político, económico, gestual
etcétera.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Las relaciones humanas son
básicas para el desarrollo intelectual e individual de los seres humanos, pues
gracias a ella se constituyen las sociedades tanto pequeñas (simples, como las
aldeas) como grandes (complejas, como las megalópolis). Para que pueda hablarse
de "relaciones humanas" es necesario que se vinculen.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Teoría
de la Burocracia</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">:</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">El principal exponente de
esta corriente es Max Weber (1864-1920). Weber de origen alemán fue sociólogo,
abogado y profesor de las universidades
de Berlín. Friburgo, Heildelberg y Múnich, fue el creador del Modelo
burocrático.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">En su investigación, Weber,
analizó distintas formas de autoridad, las que clasifico en:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Tipos
de autoridad</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Autoridad legal</span></u></div>
<div class="MsoNormal" style="text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Autoridad tradicional </span></u><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Autoridad carismática.</span></u></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La forma tradicional de
autoridad de las organizaciones descansaba más en la persona que en el cargo.
El concepto de tradición de Weber también puede verse en las culturas de las
empresas en la actitud del «<b style="mso-bidi-font-weight: normal;">siempre lo
hemos hecho así»,</b> lo que es una auto-justificación para resistirse al
análisis crítico de los recién llegados.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Las
características principales del modelo son:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Un sistema de reglas y
procedimientos que regulan el Trabajo. Las reglas y procedimientos cumplen
diversos fines:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Estandarizar operaciones y
decisiones.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Servir corno receptáculos
de un aprendizaje pasado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Facilitar la igualdad de
tratamiento.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-La selección y promoción
del personal son fundamentales en la formación técnica y en el rendimiento.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Sistemática especialización
del Trabajo y especificación de responsabilidades.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Conductas formales e
impersonales; es decir, las relaciones entre los miembros de la organización
deben ser impersonales para evitar una pérdida de racionalidad y eliminar el
favoritismo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Separación completa entre
Propiedad y administración.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Existencia del principio de
jerarquía, de acuerdo con el cual cada puesto de Trabajo es controlado por el
superior. La jerarquía es además impersonal y está basada en reglas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Ventajas</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Coherencia del empleado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Eliminación de conflictos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Supervisión.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Papel de la experiencia y
los méritos. Especialización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Continuidad en la
organización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Desventajas</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Excesivo formalismo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Los empleados no tienen
interés por la organización. Los empleados son tratados de forma impersonal.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Conformidad en el
comportamiento.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-<b style="mso-bidi-font-weight: normal;">Teoría Clásica de la Administración</b>: La teoría clásica de la
administración se distingue por el énfasis en la estructura y en las funciones
que debe tener una organización para lograr la eficiencia. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Su exponente fue Henry Fayol
en 1,916 quien expuso su teoría en su famoso libro Administraciónindustrielleet
générale publicado en París. La exposición de Fayol parte de un enfoque
sintético, global y universal de la empresa, inicia con la concepción anatómica
y estructural de la organización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Postulados:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">1. Enfoque normativo y
prescriptivo </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">2. La administración como
ciencia</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">3. Teoría de la organización</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">4. División del trabajo y
especialización </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">5. Concepto de línea y
staff. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">6. Coordinación</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Aspectos Relevantes de su
obra:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Fayol destaca que toda
empresa cumple seis funciones básicas.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">1. Funciones administrativas
</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">2. Funciones técnicas </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">3. Funciones comerciales </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">4. Funciones financieras </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">5. Funciones de seguridad </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">6. Funciones contables
Planear Organizar Dirigir Coordinar Controlar</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Teoría
Estructuralista:</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La teoría estructuralista
significa un desdoblamiento de la teoría de la burocracia y una ligera
aproximación a la teoría de las relaciones humanas, basándonos en este enfoque
hacia el todo y para la relación de las partes, La teoría estructuralista está
enfocada hacia varios enfoques que se caracteriza por considerar conjunto de
datos como un sistema de interrelación el cual genera una vista critica de
organización en base a la estructura del funcionamiento para poder ampliar sus
objetivos.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Max Weber Sociólogo Alemán,
analizó profundamente a las organizaciones desde puntos de vista diferentes,
estudió aspectos de burocracia, democracia, autoridad y comportamiento. Sus
principales aportes para la administración fueron:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">• Análisis de las organizaciones </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">• Tipología de las organizaciones </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">• Objetivos organizacionales </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">• Ambiente y conflictos organizacionales</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La estructura es un conjunto
formal de uno o más elementos con la disposición y el orden de las partes
dentro de un todo</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Teoría
Neoclásica</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">P. F. Drucker</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La Teoría Neoclásica de la
administración se inspira en los criterios clásicos y a a partir de ellos y su
actualización, la Teoría Neoclásica se ha desarrollado, por cierto con la
adición de nuevas herramientas teóricas y científicas.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Características:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Le asigna una gran
relevancia a los aspectos prácticos de la administración.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">En la Teoría Neoclásica se
le asigna alta jerarquía a los conceptos clásicos de: estructura, autoridad,
responsabilidad. Departamentalización.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La Teoría Neoclásica
desarrolla y pone al día de los principios clásicos formulados por Fayol.</span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La
Teoría Neoclásica incorpora otros enfoques teóricos que se consideran de
importancia, por ejemplo:</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-La organización informal,</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-La dinámica de grupos,</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-La comunicación
interpersonal,</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-El liderazgo</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-La apertura hacia la
dirección democrática.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Teoría
de los Sistemas</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Un sistema se define como un
conjunto de elementos íntimamente relacionados para un fin determinado o como
un conjunto o combinación de elementos o partes que forman un todo unitario y
complejo.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Estudia las organizaciones
como sistemas sociales inmersos en sistemas sociales mayores y en constante
movimiento que se interrelacionan y afectan mutuamente.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Entradas
o Insumos:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> Provee el material o la energía para la operación del
sistema; es decir. Abastece al sistema de lo necesario para cumplir su misión.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Salida
o Resultado</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">: Finalidad para la cual se reunieron los
elementos del sistema.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Procesamiento
o Transformación:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> Es el fenómeno que produce cambios, es el
mecanismo de conversión de las entradas en salidas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Retroalimentación:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> Es
la función del sistema que tiende a comparar la salida con un criterio o un
estándar previamente establecido. Tiene por objetivo el control. La retroalimentación
trata de mantener o perfeccionar el desempeño del proceso haciendo que su
resultado esté siempre adecuado al estándar o criterio escogido.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Ambiente:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> es
el medio que envuelve externamente al sistema. El sistema y el ambiente se
encuentran interrelacionados e interdependientes. El ambiente sirve como una
fuente de energía, materiales e información para el sistema.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Al analizar las empresas o
las organizaciones sociales se comprueba que en su unidad de proceso participan
varios insumos: la materia prima o insumos a transformar, <b style="mso-bidi-font-weight: normal;">la energía humana que hace posible la transformación, la información
proveniente del medio ambiente que de acuerdo con los <u>procedimientos y
tecnologías</u>, mantiene un nivel de producción y una calidad del resultado,
producto o servicio propio de la empresa. </b>En el caso de las organizaciones
sociales la unidad de dirección juega un papel importante, ya que no sólo
corrige al sistema, sino que lo organiza y planea su desarrollo a corto,
mediano y largo plazo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">De acuerdo con la teoría
general de sistemas, las partes o unidades de un sistema no existen de manera
aislada; sino que necesitan de su totalidad para poder funcionar eficazmente.
Tal es el caso de las empresas, puesto que éstas necesitan que todas sus partes
existan en conjunto (áreas funcionales, procedimientos, recursos humanos,
financieros, técnicos, etc.) para poder funcionar correctamente<b style="mso-bidi-font-weight: normal;">. Como se dijo cada parte de un sistema es
un subsistema, que a su vez puede considerarse como un sistema, que cumple su
función o proceso particular mediante insumos recibidos de las otras partes. A
su vez, el producto de su proceso contribuye al proceso final del sistema
global en forma de insumo para otras partes.</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">-Teoría
Matemática de la Administración:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">La <b style="mso-bidi-font-weight: normal;">teoría general de la administración</b> ha recibido muchos aportes de
las ciencias exactas, específicamente de la matemática. <b style="mso-bidi-font-weight: normal;">Modelos matemáticos han proporcionado soluciones a diversos problemas
y/o situaciones empresariales, por ejemplo: en el área de personal o recursos
humanos, producción, mercadeo, finanzas, etc. </b>Las decisiones
administrativas pueden tomarse con base a ecuaciones matemáticas que
constituyen simulaciones de situaciones reales, que obedecen a determinadas
leyes. <b style="mso-bidi-font-weight: normal;">La teoría matemática aplicada a
problemas de administración se conoce como Investigación de Operaciones.Este
enfoque comprende una tendencia muy amplia que hace énfasis en el proceso de
toma de decisiones.</b> De ahí que es una contribución al proceso decisorio del
administrador. La Investigación de Operaciones surgió durante la segunda guerra
mundial, y después de 1954 pasó a utilizarse gradualmente en empresas públicas
estadounidenses, y posteriormente a las privadas. La Investigación de
Operaciones incluye teoría de juegos, teoría de colas, programación lineal,
probabilidad y estadística, y en la actualidad simulación por computadoras. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Los principales campos de
acción de la teoría matemática son: </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Con
relación a personas</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">: organización y gerencia, ausentismos y
relaciones de trabajo, economía. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Con
relación a personas y máquinas</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">: eficiencia y
productividad, controles de calidad, inspección y muestreo, cambios
tecnológicos, etc. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Con
relación a movimientos:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> transportes, almacenamiento,
distribución, comunicaciones. </span></div>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-76601271624366904232012-06-20T11:35:00.002-07:002012-06-20T11:35:33.098-07:00PADRES DE LA ADMINISTRACION<!--[if !mso]>
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<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Elton
mayo (1880-1949)</span></b></div>
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DLOJiPxV/TaLOX0JqTiUjFUjCvKJCGK+LO5QCZc31LMNKTAZkISbQsuCGXUDbjG9YSSXAqGnAJlknJJtQsmACaATlhrF7j211WAgQCl0WhlKxPQxtMMOWhLoEOYwzGIOoI6yNBI2/IiAdBoB2wv7AkFTtDVrrGDjnK0j5G0FRj0OVaOVrYxru0EA8F4NJpOxuoy0Vw6nEkFkvF/yjMhSiEEYxwA/XUVf448ud4yRVM9mXhJKDgiGG2H7EDMjtcFqh11PUOt/fM6Zy/si+eiDBnhjHEBfkYRJEfOkPrEvhCbFJeM+4+Sc8lBckBA5BI5IEf/EfznFCVTiisttOIoGUxMIygXfGKRBMSU9/q6TwbiD8KESoH0IzzDlYMYkMxhzGaJUrLWXauv5aSLAhkq7vc3qdG4FuGUUMKRC8mFEkT4gTNVLhJBCCOgBZMUNDAOTCjUNgdFBXAAygQTSlsBkA4HC6QD0gJppNHKUgKpNkIb5MBsRxtHSSOlkdKgspVyjLKNci3j2XbQtYOe5blOyIuk4plCXaqQi2QSkUwyWcjGMslAJGS7llZScg6EKkItyn8XTEIIRJQShRBTffu0XfJ1xjkSio4XimfiqXw0X0u09Nb3zW+evbRn9sK+WCZKKKGUA1cKLUdaSoBAziR9IT4pf3SdkERfIFFKNZGOfHlSL1FIZBIZIkNBEAgIAoIATE48/y1mtFZKoQImmdBcuFwG0YrpTDXV2FOtq+SUJwE5oBCcM8GlRjfoMKQECFpAgVKkXHGuGAWKBggnVFA7aNACoWAi+y+0AMOF5kJxoRiXXOCLABMnuwcHhkARCCBBSQEpSoYKUAEHxgWjAFwiU8iU5FoLrYzn2EEnlIik67PJunQoEYlmk3XVQrIuHYgGLEtrhZIzQYgkxOHi98KktUZEQggABINBz/MYYzDN+tQ0MAFlMhxNFivFUmOu0Jhs7Mr1DNdmL+0eWjwQz8YIm4BJgrHQSC4AuED6QnxSLw18qAC1Lym1lK+Zpftvypefp/CnBf9WknyTUqICAoQIwmzqJd1EKZYsxxs6iplSGmxBOWGcUkoJo36kAArqGwr9swcaGstO0OXI/ZS08SyuBEUGGhkyCgLQAFr+apKACZi4UBMkvZqJ5QgMwceIIgopxQuYBAfBUHKpmFJca2EMGG08xwrYdsgNxsOBZCSQjMTqUrlKIVWXDkSDlqWNln8YJn+5zV/pCIVClUoln88rpf4oTFzoRCpXa6lVWwuFxmS1I9MzXBteMWPu0lmpfJJyRjmg0BKMBg2UvQ4mIVAASkAJoAE0oAI0gEagkRMLvb9aNvHvRwkSBKBAwQVwEP8QhX/SJmJzQYXm2lVO3A5nQ9H6cKIhVmovpIspYXHCCGX+GhIRwBlwLxKYv2TBxi2bBodnhRMRLgVFZgVs7RkfJkIJIYQhoLQArRc8aZ8nAa/A9Eugi8ARGCADYAiACCABFShtlDbScpTtKsdTjqfdgPI8y3ONZ2nPMgHbiQXDmXi6VFdXLSbr0sFo0Di/wIT/jGdyXdcf5l6bqpvmNdCyg9lcodpcKzfnS83ptr7i7KWdS9cOLVw5nC2mOQLngEKj0IpLQSgA+xVMIBBe+HAtQE/0S2ELMH6V0msWdP0OiApwoqG5QP5vZwkopYQQyolyZDgRitZFwtmgl3ZS5Xi5s+R7JiaoAE4ppYwSSiiwYCw0f8nCDZvenzHY54Q8wghFBhYyydP5zMw5g+29nZFElCEAGr+Ea6I7gf4lfYKTi0VTPLpgMOGSX4zvEkFO/Jqh5tIwaXFlCW0LY4zrWEHHCtgm5ITSsWy5Pl8r5SqFVD4TiIUsxxijlOATnknAH4qZpHg5Zpou8zvdayjlBEOxSDIaTjqJvNfYlRtc1LZwzeCiVXNzpayQKASi0MCVZCgIBUH91DkgfZFMn2gDACmEElwLYUAYwS3BX6oqmRo3vQyTejEiIACIlxMf/1qYJgZZBdJGO2i5CSeSC0frI9lapmlGLV+t0wElNUiFABOJLqGlce2e/r4169b2zxpMZNKgJQUhtBQKZw0PHTk6unXH9rauTi5RoH4BkzW1q0wd2l4Sp4JTzqngE0O8QBCIjAMXOFH5hIYr24dJOpYddr1YKJiKZhry5Y6mckdTplKfrM8EYiHzMkwu4O+czeHkYpMPkH99sr2klMYYrbWUUms93ctwrgANl4IiceNYbk91D1WHV/QtWT2/UKsHiYyDDxNSAMYcSwNQIQhKDsARBCJw7lfecQBEf6QTGsEgaimFQCYEo5xSSigjnFMOFECgRKWkVBpRTqY2/FI+/+MAgP/RpiwH/RmbOtxrrY0xtmuhBVwxGUQv6aYryWJbfWNvtVDLO2FbalRaaq2V0VIr0IqBcIKBWCppBzw0WigJWoNWoOSMmQP7Dh38fOeOzt4e1FqAnIwXX/QW+aIaSPoA+SlcVEIgQ2BKCqVBKsG5PwRzkKCMhVJZnmcFQtoNgLbQdtG20TEm7HqJsB0PxurT5c7mhvbGTKU+VpcKxsN20NGWkigEJUCI+Z3DnL+QOTmoAQBj/jhPENFvQb9a1/9Kpu2o2kVpMSkoJ9Gc2zlY7p/fvGTtnOVrF1Vay6gkoRxBA1dAuGTg2jZjVAhmWdqPnYVghBDKCACzLG1ZFgBQSggljBJCCBfEMsQLyHDQBILGc6RlCQmEMcIpAcEsLS1LaUTBuVLKtm0pJSGEMeaDRSn9Ey5qEqDJ3qW1tiwLEQGFUCKajtRVc6FMMFGKVbvLtZ5KfTXvxVzflViWZWwLlRRKCiUZAgXBEPwfpWVAK6FVIpOeMXOgf9Zgui6HWvsexfdGgAqk9DGyXdvYWqBABQKY1GBsKbVAIBIZF4xxSinhnDBBpBba0oQRMFI7trQtwigRnAgOjlZB202EMGQ7iVCmVkxV8smGunA2EUxG3bBnLIXAgVMgRBDyT8HEOTfG+B3asqx/9E1I3yczKSiSZCE4Y7hpaHn3qncXrFi7uNzS4MMkwQBXQARS4VfUGaVsYySCVmg0CkGFoEpxYwCAUEqUhkw23NlZ/sua+R9+sGLntndGjmw5eWz76MjWg/s+3rHtg3fWLp090F6XCdlKaCAaCFIiKJEo/Pc/EdxQyjmnlP5Rkl4Lk1LKh4kQwhXvHewZXjpUbKnPN+ea+mrNfY3FpkIg5gnkHBgigkSUerIwY4oUQ0RjgTZ0Svkzl3JiSuLDNDG9BVQQjoZs1/KCTkOlsGDR3DfXra6rT0vDM5lIR0dtcFbv8NyZi5cOD88bnDl7xvxFQ0uWLSzXSmCEtJUVdIxnoa3caMCNBdEzTiLkpSKhukS0kApkY7FiJlyXCCQjdsjVlgLgnBEgBP5JmHyHpLWe2nB+yuC1MAFagIYroJKmS+GB+a0L3uh788OlK9YurrSUJ2FCoZEIyVAyVCiNMkZpy6iAZ3me0ppLxSgltiMr1eSaN+cdGdn6zdXj9+6dGR87+3z8zPfPzv347Vc/fnvp+6dfPR+/+HTswviDc3eunTxzbPtHG1YO9lbqknbAUIMEBPG7gTHGH+xernr4p2Dyu5bWWiBXjhxeNDRv+dxiS6HaXW4daG4daG5oLgZiHgdGORGCcyFeD5NUhHEqUEglpGKAxA/apfKnEQJQwC8rBKggGPakRoE0EHLnLxzauv2TSmMhkQ7Nn9+/YcPqTz57d/OWt3fu/vjTrR9s37V55Oj+/Yd2LF+5oNJcautuzlfq3JgTSgVnzJ5RaqnKoCUcqWNesC4RyMWtZChWzIRzEzBJewIm8c97JgCwLOsVmKb/MiZgosgpkGQh2De3ee6KntUbFq1ct6TaUpFaUSYUWhIMUqGY1EJraRtlOZbturaSglJCCAmFrd4Z5a3b3rp6ffTRkwvjzy48/fbiDz9c+P75qR+enfjx6cnvxk98++j4s7FjTx8cHb9/7PGdY3evHb5+ad835/eeP7Fj92frVi7sbKkkkROffkTpfxD/M/6rYPKHTpACLZy3eO7sxbNy1Wyxrb6lv2nSM72ASXCYBialGSAVMEESoYQyLhUYM3WVehImgZwD1RYaW4IUXb1tS5YvCEacXH2iu7vS3JLN1YccTyYzwZa2+vUbVu479Pm69St6+ltauypzFvQXG+uETQMJe2Buf8uMNhWyiSTUlU4m6uXiJhWOFDPhuoSbCJuQi5bkglHqb4f552CilPopQSmlbdtKKc759F/GC5iAEfEiZlrQsmTt0Mp1S6qtL8EkKWgugSAypYT0LNtSihBiFOvsaNi+/d2LFw48fXbp73+/8f2Pl8afnn7y7NQP359+9vjwj88O//cfTv7Pv539z5/P/ccPZ34aP/7d2OjPT898N3b88a2Ru1/vv3lx79Vzu745s+vs6LZZA93JZEoImAz+AECpfw1Mk7EjBwYKFi5bMH/FvEpnudReqHaXq93lfLXOjTgcGAemlJJaodRCmYmSXGVNCo2DxnaCEScY4agIRwaKcvEyTBNzXJDCcrS2UBphuXLpioX9gz3ahu4ZzYsW93V25WvNSdSEEOIE+Mo1c3fu3bT8jeGm9vqmjvrmzmIoZUmP5qvJpp7GVCkDAYNhy0oEnWzMzcZ0IhgupIO5uJsM65CDluTwr4DJzw5MouPvmJu84bUwCdBcGoacAAkmdEtvsXdO04KVM1e8ubCxraIsyTmTqFFoZEpxBQS1MBZoC0EBiQStpYv6Tx7bNv7owpPHXz5+dOr509M///Xi336++P13p799dvSHZ0f//v2x//HX0//59y//8+/n/8dPZ/727cmfnh7/cfz4tw9Hn9wdeXx75NGtI/eu7b92YeeF09sP7NvyxupFlWrecaVfoSX88WbqNzNlsv1HYfLN2Fq7qnewp39eX/tAW8dgW7mzVOlsqCtn7ZDFgQnkfv2X75lQWpOPIA0obSyXIwIaaWwOSiiF0jAmBKC/BwgmPJMAKZQB29UCKSiazETffOuNQjWXykXe/WDtshVz29obSuWUG+CoSL4Y2fzpus93vtvckW2oRWcv6GzqzJsADSb1zKHOlp5GdLXw7GAmEcolQrm4m4maeCBeSofzcTcZNAGDBgEYfy1M07WUD5P8ZdvJRHjhb7b0EwdKKdd1jTHTxeACgHDOtQJLMk1NANq6y/2z2+cu6luycqi9q2o5wDjhnFMKUlhAtSDoSi9kOwZoUzmz+cNVd64fvXp5792bB58+OvZk7Iunj0Z/+u7MD89Ojj8Yef742I/PT/747OSPz0/++PzUT9+e+ut3p3/+/uzfvj/77eNjTx5+8fj+4cf3jzy+P3L/1v6rl7Z9efqjAwfe+Xz7X9a9M9zakdMWA0m0JSkTXGgBFgeLgUXRUNR0YnfO7/BRU/DyUwNKSzSABpy4XVfLNfZWGzoKLf1N9dU66SITFFBM9lVUUkqFEhGl/ygQECUgIkpAmLyOKJUyjApK+YvRmUuNjmdQMaGotKClu7ZwxVwTkp0DzYtXLuid0V+uNKGU0gBINmdez8jxbRs2La+2RNu6M8ML2xsao3aAlZuys+b0hBNBiuBG4yoYFJ4VzMQD2WjQr3eoZLyEi5ZAxSQyoH4B6T8H00RjKeW3heM4xpjpYqYXMEmwJFPUBLC1uzIwq33eor6lPky24FNgEsySVAHhnJCQoz776O17N09d+WrPpQuf37998Nnj0WePR74dP/rX78789Pz0d49P/PDs9A/PT73Q6R+en/rx29O+vnt64tn40fGHI+NjI0/Gvnh0//Cta7u+vvTZmbMf7z/09oebFy9c2lmqxFERyohUfjbZYmAzsCdgkn8YJgDws7v+UglhBDwRz8cKrflSe/10ME3kOREnh12YZs0KEZXUnApKOYBERCEYKrBdLQ3XDgotZs8f6JrZakI4d+nMgeG+9s6eVCrPhKCcRpPepi1vnTi7Z8WawfpyYOZQY1dfMRQHadHWjkqtuSS04Ki8SNwEI9JzAulEMBMJZaP1LcVMOR1IOGgJ+QImJET9kzBNTi8XYIYAACAASURBVIX82/y85XSpAQFAGOdKCoOTMPXPapsOJmDacINUKM56OxrPnzr49OHFm1cP3rt9eOzukfGHI08fjTwfH/3x2amfnp/+6fnZn78798PzU98/O+nru6cnvnt64tsnx799cvyH56eejx8bfzjyZOyLZ4+PPn00Onbv0J2be69e233u4rY9B9a/+8HiWcPtoYghlBjL8VfjGdgMfLf0J2GaKF5WyBVDC9yE43umUnuhpW8az/TCpr7Ob8NECHsJJs9YrpSG20G9aMW8VCEazQYWrRpq7W3q7O6IxqIguUDa0dN49OTe3Qc2dfTmK82xofntDbWEtEg04TW31WKJCGFUKMsNx6xwVIcDgVQslI1G84lCayn974AJXoRKiCiE8BPK072IACCMMYXCIJVEe9DSVe4bbJ27cMbrYaJaM6WYiAXdLZveuXrp6PXLh8cfnrp948CDOwce3Nn36P7BJ2NHnj784oenJ//2/fm/fX/+h+envnt28tunJ54/Of708dEnj0bHx74YH/vi+ZPj42NfPLx3aOz+4SePRp+NH3vyaPThwyM3bu775sa+keObPty8YvGygUotazkKlb/qZxiYFzCpPwfTxOIScopEaG7HrGwlU+0uTwfTr0nyY9ZpXx8VI5wQ5v815xSkcDzjBo1QtFDNDQz12hFZ6yj1D3fW2ksNlXrLURyJF1Jr1i05efbAW+8taWiM986sdPdVUtmA5UC1qSFfyFuOzaWWxnXCMTsSs6PhQDoWykYTxXShtZQup/71MHHObdt2Xdefx/lRwnQBuA8TlcA1kN8Fk0IiBCHpePjAnk9vfH3s+pXDT8ZOX72y4/aN3Tevbr9zY9eDO/se3Nr3bGz05+/O/fTtlz5MkyQ9fjgydv/ww3uHHj8ceXjv0J2be+/e2jd2//DTx0efjR97/Hj05q395y5t23to/XsfLlq6YrB/ZmsmlxACOEgB+heYpKRSMsQ/CpNvTFAiCFPUipp0Q6rcWSq1vz5m+jVGk532H8IEAD5MtqstB92g7pnZUajlAglrxpzOWkeh0pr3wkpIQjipK8Z37du8c++mGTMbay2ZWcMddaWo7UE0HqzUKuFIFNCgdrQddIIRN5Zw41E3GQ1lo6mGbH1LMd3wb4MpEAgopfxcpX/D74SpubM0Y2bL8ILeaWGinBOSjgc/+/jtS+cO3Lp25MGd0bH7I7eu7bxyccu1K1tvX99565udj+4e/unZlz8+P/vds1PfPj3x7dMTz8aPPXo48vDeoft3Dty/c2DswZG7t/bduLrzxtWdd27uffTgyJNHo48fj96+c/DI0Q0fb13+zob5S1fMnDWns1TJgxRc4AuYNJWKSkklsH80oXttu3HOKaN+UZsKyVQpWWov+DAVavlXYHqpuV6QNHVT3iuGIH2YfN58mIytQLJ0Lj5rXn8g5qSLsb6hrvpaqtyS0w5TNhWKdM2ojZ7YvWbdglTOaWhMdc2oBcKaA0tnk7FEwrYDjCuOjnZCdjDixZOBZMxNxsK5WKZSV2gp+TBJG5TmfximX3tg/8P4eaZgMOiHSr8RMAGAQCBcUBRoKyII1zRTiLR2FmcNd85d2Nc9o8kLKEIJ55xRQGEptFytBSGJiLVj67t3b5y8d+vozav7b17bdf7MB6ePrz93+oNvLn1665td928eeP7o5M/fX3j6+MTjx6PffX/62dPjN2/svn5919jYyPjjo0+eHLtze9+NG7uvfrP9wvmPL1367Mb1Xd9c3fH11R0HR97e/OmSdzbM6x+sFsvJ+lLWcgylDKVmqAkDoTVTinDKkE8H03Tt4/+KC8YlI4xwm9U35avd5UpXQ8dgW7WtYoWMv2HmN1MqLzfjFMgY4QhSSu1X3yuF2lIcKRO00ljsH+qxQnrGnM7+4a58NRnLeVRQykkmH/p024bd+7d0zajmS9FULqgszoB4QTeRSiptEQJcaNQBUI5yAl48Gc2lo/lMvJDKVOuKbQ2pUjKU8pyQ5QWMZRAokYTYryz0/r8AE/FhAgIWTdeHm9ry/bNaZw13dfbU3IAilAghGEUUlgJjS0BGsin36MjWB3dO37lx5O6tQ/fvHPjy1Punj68/f+bD619/fv/m/ge3Dj6+O/rdkzPff3f20ePRh2Mj9+4funZ9181bex+OjTx4ePja9V2XLm/95uoO/8nlK1uvfL3twlefXLjy6YkzG7fvWb1m7UBzW6pUTjS3laPxMOMMpaYgCRdCa6bQ37j9J2CSUgpkXDHCiHB4sbXQNKNW66m0z2yttJV/J0zTDX+McIXah0kIYYzSluJAUPHuGe11DeloOji8ZLC5u1xXSeigYEhA0/mLB85dOrp1x8bO3lpDLROO2QwIKh6KBEORsABFKKC0QbmgHOOFvHgynElG85lEMZ2r1f+7YPJLmkKhkB93G2N+7a6nwkQBKQqwJEEiHZ4tRmutdV0zqjNmtrR2NNguEkoAgDMEbpArxSlQUspHvjp/8MHtk7evH3xw9/DDeweuXdl66fxHly98fOvajrE7h8buHBm/d+z541PPn58ee/zFg0cj9x8evn1v/83be6/d2HXpytZzF7ecPrvx5OkPjp14b2T07ZHRt0ePrh89tv7M+U0Hv1i3eevit94d6h+sVJsybZ21hkrBcmyQinBBAYRRVAoiKFfiT3om5EJzwgl6UG5vaB1obu5rbO1vLjYV7JDlw4S/uYwzXWDOqVColTJTYRJIo4ng0LxBJ6SLtbr5y+eUmusypQg4VCgSiqnPtn94/qvjy1fN7+1v75vZkcpGOVDLMaFIyHJsxgHQKONy1KAcOxgJJJKBZDyYSSSK6XxTsdjWkCjEg0nXDhrX00aDX2lp6Ks7ev8kTH52wH/8DZgYIkUhDBIkJoB1DfFyY6a5vb6jp1Jrzhtb+M0quARuBEWkRBDS1V745vKRO9dH79w4dP/OwetXt926uu2rc5vOn/nw6uXPxu4cev7oxF+fX/yPv155/vz0k6fHHz4auX13/83be2/e3nv3/sGHj0YufPXJl+c3n/ly06kzH54+u9HXmS83HT66buT4+kNH39u2a+38RZ2lcqLWXGxurcUSUVTSXwITRlHJCbI/AZPftQRyMIIg0WHd2F3rnN3RNtjSNKOWr+TskOVvFgWA34BpupQBZxMw+e/MhwkVT2Vjvf2duVJq9oKBxW/Ma+4uu3FNFSGcVBrrjozu/mTrh6VKXXtXU09fhxuwBFI34HjBAEhkQkhltLGF0qBtLxIPJlN2NOwkIslSpthaLrWX4/WxQMKxAtpxlVaCE4KEaEL/BTCFw2E/D/4PYeJSUuBcA5XUDql8OVGsJsuN6eb2QkM1qw33Hb7gSjDNCAdKNPD33ll67/ap618fvHfr8IO7B69+vfWbS5+cPfneqWPrr1zc8vD2wfH7Xzy5f/zJw+NPn558/t2pR+Oj9x4cuv/wsI/UrTv7jnzx1vGT75+7sOXrq9vvPTh078Ghm7f33r67//b9fQ/GRy5f233k2MaPtqxe/ea8BYvntHU019XnpFKEMqGUMIogo4pyxf4UTCCQowVMUjtmtcxo7p3b0zWno9ZTzhTTVsgI5IQRf37zGzC9NpkpOGhpJmGyLG1sjYobB7P5ZP+cnr+sXzV7UX9jVwPXjDBibFi1etHI0b2Lls5NZWNNrZViQ54Lpi3tBT1lNAfuH/EIEpRlScsNxlKhZFoFPR0JpBqy5Y5aqb0cr496cct4ynakkvxfAxMXXBsdjoSNZQDRsi1AQDmxvWbisEIEQBB+hahUPkxMUSds6iup+nK8UI5Xm3PFckpqRihRUgkhOVN+3jjkwcVzB77/9ptvLu+9d/vw+NgXD+7tv3V9x6XzH138ctPNq9vvXt/z1dkth3a/ue2TJbv3vLF7/+qtO5bu2rvyzJebvrqy9fzFLecvbN5/cPXR4+tPnX7//IWPb97ee+fe/lt39j0aH3363cmvb+zetf/N7XvW7t73/uZP3vrLumUDgz3Fcr2QQCgFI4WRRDJu+J+AiXPuH9eobMkVc2NOW3/rwPwZPUPd1a5KMp9wwjYqoJz4iZV/CNMrLkow0NJobfmnPFiWsR2DigskXsiet3D2qjeX5SvpaDbINeWKuEG1/r21b73zl0QqahwVS0Qdz5FaesGA47lMMC6otpRfyGB5jrSdYCIZTCbBszFkpxqylc7GhvZKLB9zYrZ2pXFQIuPkdcspr0xEJz+Mn9r2kwIAE4WzlDHCKGhpeY5xHdTKLwv0N6gLJRkIKhgVjIHwr1MhuETHszlS7UClqb7alE+kvXQulMqGOVKBzHIsyhilIhYPpxJeUzV28tjnt24cvf71/scPj/3w7ZnHD0duXdtx58auuzd3X//684tnPjq0Z82Gt/qWLKysfrNrwbLa4pXNb7/fv3PPihNnPzxzftOFyx+fPLvh3FcfHT/97lfffPZg7MiNW3vv3D144OC6t94ZGJ5fmzmrNDi7OmtOU29/pbm9vr270jfYEc9GCCcECdWMO0AlpZLCSycxvTrowMtTLc45oBQTVW/AgWhXFqr1fXN6+mb3NrZVM/Up4ygODBUKQKn0tPs/p+5YmtwpKgQI8Lfd+Ju4JKBEBORKgtYyGgnFYmFtpNKoNCgNHCEciwcjUdQWahu1TQE5oDQWGiOkAq2UZdBoNEp7RthSRxwr5qmw5SSD2Vp9tae52t0UzsWcuGc8rYwAIP6m/1cXeqeD6cWpJhM8TXQLBAoCbWMFPTsUUK4NlkbbKNcGyzAlCXDCKeGUAGdKgq39egljG0KJQFau1be0V/LFZFNrsdpUbxwUkkiNhBKBYtacvq8ujJ46se3Sxf03rh65cmHn1Su7xseOP39y/Orlz8fuHXh0/+DlCx+fP7Xx+uVtt6/uuXTx84uXd525uH3X/nWfbFu2bc8bn+1cun3vylPnNx499e7Ofct37ltx9sLH127sPXl605o3e2bOyg0OFoeGqouWdA7NbZk5q9rVW1+qxtq7i6veXNja3SAszgxlhgkHCBIqKapXPcRvkCSEsGxXG1sZbWxtOcYL2vlCprOntaO7pdpUqqvPGFsywZTRAiRK9RuHj73+RDIAFL/oxcZpUCglSv+kSAkoUSqUUmpjeWg844QD4WQwknSCUcsLacdzQxEvHAlEo8FYLBSLhuOxSCIeTETcRCBcF40VErFCPFXOFNvLle6mUkc1mI06cc8EjdRCCMKmqxqY7HNTXetk60x6db/GgqJA21ihwFSYpGsxhQQFAUYEI4IRYAQFlTCx4UtQQggHVl9KN7eVm9saevpaunqbwjFPWSA1ChTxZOKN1cvWrJ53/uye50+v/Lefb96/PXr1yq6b1/Z9fWnrvVv77t/ed//23gd39t+/ue/G5W1nj394eP9bX4xuPnZ6254DGzZsXLj+g7kLlzXNGs6//d7Mw1+8e3j0vU8/X75j95qNmxctXNza3BYbnte05s3BhYvbZw81zp3fumr14LyFHbWWTHdfZcnKodbucjDhxuuiqfpUupD2ksFwKhyNxyYtGo1Go9FIJBIOhyef+z9OWiyeDAQjXjAQjUeS6UQqE88X09WmUkO1vlTJ1xdztquZ4MpoLoDxP0bSb2RQ5etNW3bAOCHLjdhexA6ELS9k3KB2Asp2lO1MnBPnuZbn2gHPDrqBVCiSj0Xr4+G6aLyUqmsu5FtKqUoumI14yaAVspQBIaaptJx6MtrUTKtfB+f/VkyuIklJBRdaadcxnouW4UoKrdDSTAJD4BKFQqHQP9GRS7Qd23GdUCToeFYo4tYVkvliqtJY19Fd65vZXqrkCw25YkMhW5dpbG56/4N31v5l4Y1rx27fPDH+6NzTR2fu3jp89cquL09vvHNjz9i9g+MPD9+9uefC6U17ty3b8FbvyiXNA/3FQikwZ25L/2DD4JzyzDnFUsXq6I5f+nrvtZtHDo18OGe4Fk+q9s7skmV9xYZQc2ui2OBkcqpY9mbOrs6Z21JrybR01M8c6qw014WTXl05U6gVCrVCMp9I16fD0UjohQWn2NQrU8/U0cYWAgUIbSk34Niutj0VjDj5YqbSWKzUim7Aopwpo7lAysQfOkMR5LQ0vToY+04UlQDNhKGgKGgKmoJiKBlKCshQTnxlGsFIMBIstKKWjhoIoggIJxXINuYLbQ25xvpQNuolglbQ1pacqAGnVLwSgHtTbLJFgsFgPB5/5SSrZDKZSCbC0UgslUzX5TL5ukQmHU0mYqlkIpMOx2PRZCKeTiUy6UQmHU+noslEJBEvNJQKpWJDpeSfR5jKRkNRO19MtLQ3dPU25YuZQkOuXG3I1mULpcLadW+cPL73//rfz+/dOXXm1NaHd489e3zq8cNjjx4cuXtz7+ULH184u/HKxS2Xvvz41Oi7Z459cP70J7MGK9mstWbN7OUr+xYubFu1ZsY77w1v3b7m/tjpscdffnV5f6UWSmd130C5vhBIplQsAckc1JfdfMnpm1n+y1tzZ85prSuG5i/qb+koOWFlB5W0JVjAFdeOQvVbq/pTB7sXnZARwgglL3YdEVDMC1nVplJnT2tbZ7MXdCgjUisBknH4d8OE2hHSZqgJKAKSoRJKo7EYTmzyZQhcCWEADAoLTMSoiIQg6KhONKQb+1raZ3XVeprDdTE3EXyxoUAIToEyeCXPFJ9iU7nJ5XK5XC6bzWYyGf+UtHg8Ho3FAqFgNB5LZzPpbCaeTERi0Wg8Fk8mvIDnBQPhaCQaj/lnSHrBgBvwQpGwFwx4Adf17GDYcYPaDcpac/2soe6u3mYnoFFxZZRAYTnW4iXzvrly8vHYxfVvz503XH1w5+j/+T9v//jd+R++Pf300eiTsSNff/XJ/t3LRw+uHb9/5H/9x9X/+Pnra18fGjmy+egXWw4dfH/0i42ffrrsky1L3ntvztWr+589O3fvwcmly7u7e+veXDe8ctXgZ5+/tWHjsmWrZ7z13oJ1785/Y+2cde8uGF7QXWlKzVvU39xeMA5Hi1GgVFAKxDgKX8SLr3AzHUz+ViRltO1afoW/F7LyxUxvf+fQvMH+mb3BsEsoQSWlMr9xlPSfOOD1dZLadtG4DDXhknDBUKKxlW1Tf3cmihfngoDQwA3HAOiI9NJOupJs6m+esaCvY3Z3oa0czsW8ZMiHCREF4/45lS/BpH5lr4Tek7mQiXS+4P4+VFRSSJioR5ZA/J3OnDHB/XOP/DwvF5wJzoETQhgnQpJAxPT0tSxeNmfm7G4vZPt1ZJRRgVAs5Y4f233owMYP318ycujDn3+88tP3F65/s+fZ+LEnYyNPxo48vLv/+pXPr13aevf6nvH7XzwdO/7z95f+28/fXDy79dCBt86c+mj7tqVnTm+68vW2x+PHxx4du/vw2J79b7e0RTZ/svLWvVMnzuwYOfHp7kPv7zr4wSc71i1Z1Td/cdeiZQPN7flaS1087WibOwEFmnNkoLgyEqafvb/WJlpHK1TABJVaxJPhhmp9Z0/rrKH+nhmd4WjA/7BKW1KZ6Q65n05/2JNpI5Th0j+9CrlUQik0Go1mKCgwpoTQnCsOBqSD1NBAxklXEqWO+jkr5gyvmts22JltzIey0UAqbIc8bWkAyakQRIhXYJrmBDQ23XFpHAQXwieG+weuCeET81qBRGmUsTVllBAikETibt/MjvmLBgfn9MQSIcII5YQDFxKU5rt2bPz68uE7t07+7//j0ZNHp8fHjt+8tu/U8Q1XL39++/rOB3f2PRk78vzR0fH7Rx7ePnjvxv7b1/bcv3PgysVPT46+c/nCx9e++fzpky8ePTr0eHzk8ZPRuw8Pf/X19gWLa7PnNnywecn7m5fuOrTh6r0TJy/seX/Lqo8+W7Ppk9XzFvU0t9fVFSOWR0NR2z89TCBjwt/5+QcNlQDJQVBOBHIvaOfqU5XGYq25oau3ram1Ggx7hBLCqBDIuJj2kLE/CNm0/3nhVzvyhJKgpXIMQ+YfasAkJUCEZjogIcDzLZmWgVpTX2Xe6rlzVsxpn9XV0FkN5+JeImKHAtoyPkycCE5+947e19p0909rCKBQW4oJKpAaB5KZ0MzZXYuXDc0e7o0lQ4RPwIQKUbIliwaePP7qzq2Tz55ceHT/xP07I2P3R8+d2XTmxIbLFz6+e3P3s8dffP/kxLOx0Qe3Dty+umvs9r7zpzaMHlx95MAbD+/u/ftfT4+PHbh9e+fDsQM//Xz25t19F69s27BpuK07tmRF55Ztb2zbv3707Laj53Z+vu+93Yc3rd+4rLOnNHdhT7kxE4zKZDrEODMWGlv6+1//MEtSMw6UM1QQiYWLDfm2zqau3rZqU6mlvVZtaghHg8Lf9KaM78P+EEziD2sqSf4VFBr9f7tDOKFIKBICRNoQSDjJUqRnbsfwysHu4bZZy2b2zOtuG+xo7m+L1CW9RNgOBbWxQWhOkRPg5PcdXPGvgsnfmiM1gmSWI8MxN19MzJnbu2zlvOH5/Yl0hAr/wEmOChkjuYx38fz+50+v3L45+t//dv3E0Q9On9h0/86Br85tvnzh4xvfbLt3a8+DW/vvXt9z48rOK+c/Pbhz+Rf7Vl84+cGDW3u+ezJ67/au2ze2f/v86LPnx37867mbt/dfuLTjo0+XdvQk5y1sXfP20NsbF/3l/Xk7Dn0wcmb7u5uXDy3pHBhqbe0qlBszhYaE7UjGiTFgWZIzwugfhklKRZkgjGpLJdOJWlO5o7uls6e1taOxrbOpsbmSSMUmdoUL5Bz+BEz8j0goNUVSKCUMCP3/8Pae31Fd2drv3nvltXOqsCsHVZWyhAISSChHhBBIRJGDyMEEg8k5mZzBZLAN2AZH2nY7dLv7Pefec99xx/2T7octZIzbfU6/575XY34o1QBRlH611lxzzfk8iChEIpKIBV97E3FgBY1kIVbXWtk/r7N/Xtfkzkmtg80N3ZMrmioLdaVOIqyHHMWyXsNEgICB8Fvhij96U/5VaP7o54hAEoFEGKYc2a4eSwaLCvH2rimDs7o7e5oj8SDEIkASQAARLIgCwUJ/b+2zjy/dunHwxpXd724fuXpp28N7e29f337jyuZrlzZeubD+yrkNV89vvH5x640LWy8eX3vl1IZn9w9//vTUyYNLLp5Z8/KTk3du7froybGHj44+eHjs7oMTK8YG8yWBfEmobmquob24viPf0lc1b3lv/0hT9dRs5eRsNG2WVaVKK1IASVweH/zHSATSvzw2TigHEAuSKEGRcqIZsumohqOEIk446gZCtmbIlDOIkQSQJEFC/wWYkA8T+xcCMfp2cN/fBUhEhAxQlXCdGq6WKaQmt9T2jXTOWTHYN7ezoaumd25X28zW8qkVsZKkFQsY4QmYOBCIH/8tmBD4x/FmWfbX+ixCfn6AKeIyDnlOJh8vKc909jbNGunt7psWiQchEQGSJCRBjERJYERwbfjOlgXPn154eO/oV59f+vaba1cubrr/we57t3fevbXjzo3td2/sfHRnz4f3D37y6Nir5xdfPb/45Udnzx1Zu25px4VTG54+PvHxoxNPHhx/9PDUBx8cO33m3bkLehumlMVSzqSGwuD8ts7ZdR1D9f1zm1v6qjNlbqzIKq/NtLTXJjNBACXDYDJDUBQw8GULEUJv5uD/ib6Ff5oDfueurxoNBEQlgCQJiQCJmAJf/MTXkfqHetH0D2CC/ylMlEiMAEoAw/4zfq6NOUOMYplgmSAZI45FLPhC4YrJdUf1EqHaKZNmjPTNXNg7d9XgwIKuqT11M0b7O2e3lzSUBNIhK+b+b4Dptwqob0ih4t+HL6gqiCJEQDXkSCKYKkRLJmVbexunD3f2zGxP5aOQihBDRKgkYVGQMJZEQUgmg6dP7/n+u6c//vDx5o0j06amrl3e8fyj44/u7fvw0b7nHx56cv+9p4/3f/b02BfPTr96cfHc8TVb106/eWnb3Zu7lyxoWrW07czJ9RfO7zh4YO3SZQPNLdVVdXndpWaIN3aU9gxPnreyf2BeS1l9Ml0STOUD1fWFmvpyy1UAFBhDlEIgCZIgQCAAAAEYh4kQTKgvj/6r3DlCEsaAEL+GQABAEBJKZYQxQBAgwGTKZcZlRjmhjDLOKOfIPzECRBjx5RQRw4hiRDEkGBKMGSOMYcYwpZhSRCkiDFICCJYIhoQASiAhgFFECWQEM4JkSjjFCiOcIhljRhAlVOZU5lSWmaIQLmNOmMIUQwFEkojAVOh6ejwbLK5MtXbVj4z2zl7cNW91/8CCttYZDUNLp3fObstPzodyETPm6p4jWwaWZYioJCJRgKLwX2uO++Mv8q8EpVSRAGKcxVKRfHk6Ux4r1KTr2ivbZzZ1z24tKk9KWMSU6rqryJauuRByQYSCIGSKMqOL5s4c6kkmrJLiwLEjGz59fv7u7T0P7u3+7NnRJw/effZkz/OP9n/2/NjFC+t27Zh5/uzYq6/OP31y8MSRpQf3Lnh3+8iC+VNbWnKFUtfxiBEmwaRuRFm6zO6aWTs4v2X6yLTG1sraKaXVtYXGplonaMkqQUjySxgIC35xA0GKICOYY4wpQ4xLCAt+gDe8QAAUJSBIksS5ghGjRAGAYMwx5oqsiwLCiBHM3wiZYAUTRjlG3D+cQ4lIAh6XtiFcxlxGfHxsHBAOCJcwAwiDcQkUX+iMU84IY0ymTKGyymWNyyplCqYcU4ZlVWYy57Ks6YasqpQzzdBD4aBmcK4iO8AKZdGG5pLWrsr+mZNHFrUuWNm1YFVP70hj5/CU4eUDXSPt+YZCvCJtxl01bDNLRwqTMBb9i///YnPc/0dfmDGFMdkNOsXl+eqG8rL6XGl9UU1raftQc/vM5kxpUqKSBCEmMoQyhLIgEIRlTbe5onCZCKLAqJDPOYsWdty8sffR/UMP7r738eP9zz7a99WLo5883f/xRwcPHlx44dzaly9OPry3+97tU0qwJgAAIABJREFUnd98cf7Pf7r68N7BPbsXzpo1uao26iW5lzEyZZFYSSBdanUMThpa2NY3PLW5Y1LdlLJU1gtFHEXnhGG/OQIhSAgkGCKIKFEoUXwvPEIBl4FhUdtl0bgZS1qxpBVNWJGo7UUtL+JEIsFgMIAQoZT7nyWMmSyroggxZuS1aDIhfNyyljBMfW9RCAgCxC9JYxHh19ZH/K1AlGPGEeOYyURWqKxQRWaq4julvg5MFUIVwlSiaAxThAhUNNmwdMPSnYDtRYPBsBWJ24XyWFNbee+MyYMjU0YWTlu4onN0VdfoWG/f3CmdsxuHlw10D7cX6vPx0pSVCKiezW0DK1zCSIK+/Np/D6Z/KQHHGOu6YZqmFw2XVBZqp1bVtVQ2dta0zmgcmN/TPrMlVRwXqSiIgihhADhCqiQRUUSEckyx7RiOq0bCqhcmixZ2XLm0886tPQ/u7vn48f4PH+7++NGuKxfGzp5Zdf/enucfH3vyaP+Th3uff3TEH7+8fWP3pQvbTp3evHX7aP/MxpqpharGQunkdF1rdvrcyXOXdY0s6e6fNa18UkbWgCAKEhQkKPlX274bIyOMERmIWBSxJCJCCKXQdpTS8vSk2tzAYMvI3K55C3vnj/bPXzh9wejA0uXDS5fNKystgRD7GsAYU4QwYzJCeMLz+M3AhI2rmBMMCAGEQcIAYZAyCVMJj8MEqYyYgpiCuUpVjaoa03Su6VzXZd+EydSZLlONE5USlVKNcIOrlqI7mmErTIGES4YtB8JWKOJE4oFU1oun3OLyeFNb5cCsqSMLW+cvaRtd0b5orHPxmp7Fa/v75zd1z54yvGyga7gtX5eLFSetRED3HB8mQLAPE/j/EyaEsK7rruukMomquoqm9oZp/VPaZzR3zW4dWNjb1Dslmg1LRBIlEWGmKrZthSHikoQIZZqhptKxfD6RSTmJuHLvzvHnT8+eP7vx1rXtzz46/OHDPY/u7jj//oqrlzZduLDx7Jk1ly9svHvr3Xu3d9+5ufPurXc/enzs0aOj9+4fPfX+tuVrZvXMnNrcXVvbWtLUU9w1VDlrdNqClf3Do92FygRTRAkJfvkeIUoIw4hhzCjmjCgEywgyUfTlYmEgaE5rrevunTJvYd/yVbPWrJ8ztn5kxeqh5auH1m2ct3HLsmnTpiJIfBE5CIkkQUI4Y/IfwQQg9YUlAWE+LpirRNYgVSBV/MdMNWTdlHVLMSzFshTLVG1bc2zNsXTXMgK2EbB019QcXbZkbjLFVoyg4UadcCIQiBh2kLthJZKwYkk3mnQyOa+0MpUthOoac/0zG0cWts5f0rpoZdvSsY4lazqWre9dtmHG4IJpvSNNw8tndM5uLarJevmYHQ/onqM4JlVlRAlEEAIAJfDfguk3hhZvBELgjYT818eUEt1QQ56bLIoXKrKl9cUVjcWlk/PhXMCIaorDmMEUTZFVjVGVYJlQRdVNy7HCkWA0FoxELMsERVnrz989/uarW+fObLx2+Z1H9/bevbX9yf1dN69uOnNy9do13WOrOna+M3PTuu5Vy5pWL29eubR557bhFcs7Zs+q6+ypaGwtntpR0dZfP6W7smNmdf/cuuElLTMXtPTMnBJJWwALvn+wBIHvpoeRDCQKJUog50yjRJEkKMsywiAUtgeHukbm9o4uGVi1ZnjL9kVbti9cs2Foxdj0dZtnbd2xdMZgL0LYH6KHEEqShBCWZYVS6ntovxmYMAlQAVAJyQDLiKmE61TRmWowVWOqzjVDNW3ddk3XsYMhOxjUXFsLWlrQ1YO2EXJMzzY924o4gXjIjjp6SFcDihE2A0k3no9lSuOxrJ3OW8XlXkllNFnkeHEtWwjVNBRV1MTbe6vnLmpbuKx9wbJpy9Z2jG3uGdvct3LT9OUbZwwtbOkdaRpZPqNrdltRdcbLRe14wIi4qm3S8SIZhNLvYPq18Q1C+MYEoD9Uit+Q1PGfnPAHnwj/UIMxhBD4EsETWpQQSsBXzyUSoIBqUA3Kdtx0kpbmKcyh3GSaq5m2QTkTRSBJSDcsJxBwg042lyoUZzJFnqGBeEz94uXt5x9fOHZw5dnTa+/c3Hn/g3fv3dp+4vCi08dX3/lg74ePjt77YM+9W7sf3t176+q208dWHdy3eM3q3pGRhvau0oraaFFFMFnsBjN8Sle+f0798JK27qH6uuZiI0glKEiSKEoigJgzjTMdI1kSCRAIFCmCDAAsipBShjGMxcMLRmet27h0xaqRsXUjK8eGlq7sW7Kie93moV37F+07tHZwZg+l43qEr2FCssx/q1L8662+BJgIZQkpAKuIqoTrTDW4psu6oZqW4Vima9tBNxAJhqLhYDRohmw1qGsh3fAs0zPNiGVGTDNiBpKuHTPNiGbH9EDKjuRC6fJE8aRUrjJYWh2snpyoqosXlTjZYrumId3eUz2lJd87WLtgWfviVR1LxtrHNvds2jmwfvvA6s0DY1tnzx5tnT6neWTZQPtgc76mKFaI2zHX8BzVNpmqkF9h+u0250un+dz4/+EJlU9fS9T36vMHmwAAkiRIoiBJwrjfPAJ+GYBSIgiiIAg+WL50KUISZZBxJKtENpjmcj2smRHDiltO0rViNjc51ZiiyQACQRBlWQl7nu3akVi4UJItqygqLU8mYkY4xB/cPf3j9w8vndty+sTq90+uvnJ+w43Lm04eXXzl4juPHx19dP/wBzd3P7l/8ONHRz64/u7VC1uvXHzn9Kn1J09t2Hdo1fI1g/3DU5u7qyoa0xUNsc7B6rnLuvqGm1KFoIQFEQiaoWBKIBpPhhHkCHLsB2J+FoUxRgiYllpbVz66ePjQkR07dq2ua8iYASmeluctmrbv8LIdu5dOmTrJ9xB7LTwECSEQogmYfvvRxYQaiJoAqxJS/MWJKhrXNKaqVtANxUKu54TjgXQhkc7HI6lQNO2ZYT0QM1PFsUxJvKg8WVydzVel8pWJVHE4XRwumZQurU0VVUSKKiLldcnqxlhFXaixJdM9UD1rbvO6LfOOntp68uz2lesG54xOm7ekZfGq9mVrO9a9079l1+DY5p4V63o3bJszY+7UoQVtc5YO1LVWZavS4aKIEbGMoKXapqypjDEMERTEf9C2ixCilPoeao7j+D2E/ttB6W9sjQghr53ERYREhEQIRYjGQ5J8q0xfk1eQgKjpzHF1x1XtgGYFNSuo62FDD+uap+sRy44HFFtDnDCF+Scpxlg44oW8YDIdK5RkcoVENheOx/RgAL2zZeH//T+/Ond605aNM84cHzt3avXNy5svnVt/9/a+u3cO3ry669rl7Tcub7twZv3JIytOHV154ujKQweXbt8xZ9mq7plzpnYO1nUM1nXNmjyls6R/ZOrgvLaqxpxsQkESABJlVfZdNDBmE0EQI4hChBAClBLOKYSSKAmYQDdgdPVMHRhsSWYsQRK4Js6aM+XIybW79q5saKyUZa4oMueMEAQhIARDCDBGb4RvwgEhIpSZmFmQaJBoiKpU0WVdU01NNVXXc2JpL1EUyZUlquoLkxpLKuqKSqpT6ZJwaWWidmpJ3ZTihpay9t66jv7Jnf3107qrmtvLm7urmjrK6pqKahozja35gdm1C5a1rN0yuHPv4kMn1p++sOPK7QN3Hp04d2XXoZPrdh9ctnnn8Ir1XSvWd6zd2rN2a9/aLYOrN8zsmz15zuLuRWOz61qrIvmw4Zlm2DKDtmaZyhsw/YNOS3818j86PkAIIV+H6c1GFIwxxr56JyAUYCJh4isvChAJ/reESoQCyqCiMjdgxOIhL2KHPSsUsQJRKxBx7JhjxxwzZvOAZscDmmOIBBCGZYUTQiglkZgXjXvZfDJfkkqkg7GElYgZ4RCeMb3+pz8/Pnpw1ZLRpnOn1h45MHpoz/wbV7Y+eXD0yeOT9z84cOXitnOn1p8/ve7W1R1P7h+8dX3npUtbtr4zu39m9ZS2oklN6ZrmbMvApNmLuroGG4snpfQABUwY9x4VRYQJwhSPB8YYE4QJRmxc2Ex6va1LEEFMJAAFy+GKJiIi6BYYmddy/PSWnbtXTqopJQTJMpNlRilGCBCCABgXyPcxmrDkw5Ry2SDcxMzATKOKrhim4ZpW0PQSwWTOy5cnKuoydU0lUzsqpnVXTuuubOuuqp+aa2ot6RtsmDFr6qy5LfMXdc1b1LlsbGDpqv7Fy7oWLu+av6ht9oKmWXOmzJrXODI6ZeX6ntUbp69Y17tq/eDyNdOXjfVv3jF/94EVew6t2nN4xbb35o1t6lu6pnXZurbVm3p27F24ZtOsgdmNw6Odsxb2FFen7ZhuRW0rbJlB27BMVVV9lzD0e5gQQr5js992MiGyLsuyYRiu6/ptcbZtK4pCKcJEIlT0TaEpBZSNh6YzTWeqRk1LiUQDuXyqpLQoX0gFQ0YgpAY9MxC1QrFAMBUKZbxgOswczYi4iqWJWPJhohRzmSZSsWginMpG00XRaNyOJ62irJOI8+pq78G94198dvnYoZWXzm06tG/h8tHGve/O/eDGvg8fn3r20emHdw89uHPgxbMzX3527tmTY7dvvHvx4ubNW4b6Bqs6+sq7ZtZ2D03un9vcMWNKpjSKFElAAlYwVSkiCCCEfGcoQgjBhEBCx69KMQEQCeOd7JLEOdc0TVFkhCXKIKYCYQKVpc6e2n0H123dvqK8ogCAxDmVZc459dHxlc0nsgJCEGOEM8oVmcs6VQwq60zVFcMwXdvf1/LlyZKqVGV9pqG10NxdMa27vKW3vHN6Zc9A9bT2Qt9A1dKVPZu3juzcvei9/Uu37Zq/dfucLTvmbNoytGpt77KVbaPLps0fnTJ7Xt30WZXDCxtmL2gYmlc/d1HLnNGWOaNtS1b1z57fNH9J+9KxnqVjXUvHOhevnrZ0TduaLX1bd46s3jBzdHnPktUzZ87vKq5Oexk3VUjaEfs/h4kQouu6qqp+qhgMBpPJpOd5vv6Jv/fpuu6nk6IoSEAAUEBYIFTiMlJUounMMHggaEZjwUTSSyS9olyyvLxQXJJNJEI+TIGw4UbMQMSx464TD9jxIHM1HjCISgFDXGGUE0yApvNUJh6KOEHPjsTdWMIuyocqy2PZtB5wpC2bRv6vf//04d1Dp46uvnJ+87qVbS1TvBVLOk4c2/Dp03PffHH1xbP3Xz4/+9nTk/dv77l5dfvp02ObNg/Omls/ODJ5eGnrwNypNS15O6JARRKgIBIRK4TIjCuyrGqYsteDKIhQiVCRUpEQUZQEQiXKIIAiBNA/lAEAGeOUUsahokLKQFfvlD37N64aW1AozkiSSBlWVKYolFCICfDfNwkICImYAMawLFNFYYoqK4qfcZuybuiO6YSdcDwQzbj5ini+IlJeF5vSUWjtK23pLbRNL+kbquwbKB8YrFy1snvv/sWHDi07eGj5kaMrDx5aeujw0mMnVx4/sfLA4UWHDi0+dnL5iZMrDxxevGZT/+iKtuGFjYNz6mbOaZg1b+qsec2DI1NmDE+eM9oyf2nLwuUti1a2zl5Y2zmQa+8ram5PNbVkO/oqBmZNaeutK65KRbPBeFHUDttmwPpPYOJMNgxDURRREjHCXsQrFAqZbJYx5s9CjNc6gQQAkKAk+JYSWCQMcBVrBrMcLRCyvGggV5yuqCrJl2RS2Vg6G4vEg7arRWJuJO6EIpYd1s2ArgU0xTVkV5ddg1oqYAhxLOsyIhBA0XL0TC5ph0zVku2gFk04JWWJ6upMcSEY8WhpsfPik0v/z//8/Pa13ccOLtu9bXjJgsYpjdH+/spDh1Z9/OHpjz889eTx8ScPj968vvvSxe3vvbd42YqemcONvTPq+2Y11jTlmAUEIIgEIIVAhhAjhHNEMEQQU0zG78EwZYAyyQ+ERU1npqUyhiGEhFJKOUSEEEYZY5xQhhCB/dM7Dh3ZNbp4VjabkIDoK5YqKvftpURJlCRRBAKEIiKAMcwVqmpMM1RZ05lmMl1XLNMMWoGoG02HEkXhRC4Qz5m5iuDk1lxbf1lrX3HnjPLpsyd1dOfnzJ28f//SG9d3X7y49czp9Vcub795c/eF85svX956/fq2q1e2XL+65e6dd+/f3XXt2tb9h5csXd3RP7Oyo7e4s69ieF7z6LLeuaOdC5f1zR3tbO+tqmlIltd4iSKu2hLVBKIIWBY0G4SiPJKyIknHjZqOZ9shxwnapmVqyh/DhKmMGMeUQUIRYZhzKnMic4AQpIRwAhmSoCggETNEFSwCEVCJqtgPzVaiKa9QnsuXFYUTwUQ2FkmGQ/FgppBK5uLxTNSPQMSmKkYcqpZiBCzNMXTX1GydKrIoiYhTSLEIpHAsmi3N6kFDJCJRcCDiJDKRZCqcTAbiMUPXxCWj3f/x7y/+j789e3B7/4nDy8+dWTdvwdR0XmloTq7bPLRu0+y1G2dv27l0x+6V23auXLR05tBwV8/0af0zunqnd9ohE3EiQiIC3xqKIEJ8K5vXjr/gtXWP73/IMKWUM8oJ5W+3hXDFv8oFhGEApWQ6seWdTavXrEikYyIQqEy4xhVNg5RBTDFVCFNFgAVBEoC/2yFZ41bQUQMuNSxi6LJjKq6pBDQzbIZTgUgmkCmLlk5K1jUXt/RUN7YVN7QWOvurWjsLS5Z3HDux7tr1vZcv77pwYeeNa3vvfnD49rV9t66998GN3Xdu7n54Z8+zDw89e3zwwZ1dt2/t3Ld/dPmqzhWretdvGFm6bHpPX8OUpoqmltrq2tJIMshU4pttilhCMkIcYY6pQmSDm7YeCNkhLxj2Ql7EC4dDruNahqnKCsWEAPj2QMFr4enxZjxAmF/dFyQJEExVxjSOOJYIgAwgDkUoQA6wirCKbM/KV+RKqoszJeniqoKXCsdz8UQuHslEErm4lwoH44FoOpLIxrxESHdUxZTNgGEFbdXSqcoUQ+WaIgLJvwkHhCZzRclcWg3oSMF6wIhlYsmiZCweDnuW5+mxiBZ02IG9Yz99f//l87NPHx05d3bDvsPLxjYNdE4vb+kuaestr21MT56ab+uua+2sb+1orG+szpdku3u6WlqnAQgJlRFWIVQhkhHm/tUYpgAzgJmEmfTa2cb3GVMwkQnlb/UY+b3Vvlk0V2TCqCAImOCu7u5FS0azxRlAJaIyLBPMFRFhETPMNcINEVBBQiJiEiYCkCQCqC4zSyWmSm2VWLLEoUAEZpFQ0najuhNVYlmrbFJi8rTiqe0l7X3V/UP1g7Pr9+5fdvHyu1eu7Xny4dkPn5y7ffPInVtHnzw889XL6x89PH7zys4PHx56/uTIh/f3ffbs+P07ew8cWLxl6+xNm0ZGRlrKK2JugDMuYQIhhhIEouQbFxHIOFYUIstUVbimq6Zlua4bCoXDnudFIpFoOOwF3IBlWqqsUkwxQPBtW9XfwjTe3EmwIIkSRtxQVEvjuow4BtS/NxNkk1ue6UTsRC5eNbmysr4iU5LOlmbiRbGismy+IpcrLyqpLs6VF0XTkUgyHEtH4pmolwgFowHXc8yAJRuqiCSiMK6p420VGKmWVVJVkcyl9bDJLe5EnERRIpVLJlJeNOaGQno4pGAkTKqKvn9y08ePj794/v6fv7/9+OnpE+e29g/VNrfnu6fXVNen6qbkahvz9Y1lXswiXGpsqhueMysaj6i6KgJAqEqZTplKmUIYIwyPr0lM+nVlGodJnoDprX5+TAmXuQQkwqgEoSiJIpBiiXj/jP7SqhKmEd9RWcJEEIEACeYqZpqImIgZ5gpiTACiIAkiFpEGqYW0oOzGzGDcihcFJjUWegandg82VtQmssV2cWWgYlKosTnd0Vfa3lXc1p4bHW1burR70aLO9etGVq8cmjmjsbe7emiwccG81gVzp72zZfj+vQPPnh5/cH/fxx8dPXx4xfLlXevXz9q4YU5tXRZjAUCBEAkigDCijMuKxjWdKipiXMIEKwrVNFk3NMs23YATCoe9qBeJeZFYKBxx3aBp2qqsUcwQwECE/1WYAMGKqeqOIRsKlonf36nYihU2vXQ4W5opnVRSVlOar8ili1OxbDQYD0TSXrY0kylJZ0rS6eJUKBH0EiGfp0Q2Fk1FXM/xf6AIBMQxVWSqyIhRSEkwEq2qry0qzVtRh5lMddRgNBBJeslMLFsUc13Z85T21sqFCzrOn91+9MjYpo0z7tw58P1Pj7/+/sHCpd3lkyLD8zvauieVVycTGScYURPpYHtX08DM3tr6asKQnxjJis5lnXGNMtmfIfE9x3+zzb0B04Sf3ZvDRohgwqgoiT5Yvqu9Zmgd3R1l1aVMo+MwITwBE2KKfwfHVI2pCqBQIiJRgOpA1ZUCMbm4OjqlvWz60NQlKwe2vrvkxLltB46s23tw1Tvvzh+Z39jRne/ozrd3ZMvKLEMTCBYYESgWOBFMXVRkgWCBYIEQIRSGs2bVX7+x+6tvrn787MzBg6tWrJi+feeyXbvH6ieXACBKQEDYv8mAEsAQMUxlylSm6Ew1iKJjzeC6pVquGQg74WgoEg9FE14kEQrHHDdsmK4iGwTLEFBJxP81mCDAnCmmqpgq0ziWCZYR02gwHgjGA+FkKFuaqagrr6grz5UX+ZtaWU1poTLvRGwjqOcrciWTiqlOQrGAH7F0xEuEDVeXDUU2FAlJiGNICVMVqshE5vFUumJSdSqf0UMm0QgzmOHqrufEUl4q6+kmntZSferkuzeuH/3444vnzm7bsnlWd0/pgsVd+49uvHb72PEzO9dsnF9Zm4okdKJILZ31K8dGB2f1NrXUl1UWCIcSFLhCddPQDFPVDVlVuMIox4RBTCcCv06YKPYNW39Hkh+CJAIEMSWaocuqgghmMm+c2lBUkkMcUpUhGSPGRYhERDFXIeUCQCLETFVUS1UtxQoaXtJO5MxkXi1UulNas72DNTPnNC5Y2r5yrH/12ulbt42cPL3u1p0912/tOn5i9bu75m7eMrRscWdjfaq2KtbUmKss80oLoaqKeFGRk0zqqYyRL3aLis1cidE7WH341NqPPjl/9sJ7+/avP3vuwOEjOyc3VAJJlCTfsIRBQCWJSCKWJIIwZ1xjmkkUDeuGbNiaHRiHKZoIx5L/DZgogZRQRea6TFWGOIYMUZXIJqc6CSWCmZJ0qpBMF6dKqosr6ytKqotj2Wi8KBaIubZnWWEzkvaKyrNW2PQSISds2SEzGHVdz+Y6pypTTJUoFMtEABJTFX/WPZUtKpSVOl6Qm5xoRHVUO2RZQTMQtryoE/KMqkm5k6f3XLt+7ObtY9dvHDh3fnt7V2l9Y7asOr54+czN25etXDNvYKh1+syW4vJ4VW2+uCyTSIdLyrORuKuZVNawZsq6qaq6omicK5Qw5E81AST+JvWeSMAJ+4ckTUwOikDiiiyrCpM5piSejEeSUQkDqjCmylzT/Z4kxGQJE0EUBVEkCjNczY1YyaJYZV1uaE7TgmUtq9b3b94+vOGdoVXre9dtHti2c86adX3rN/Rv3jJ44MDiK1e2Xb+249rV7ffuHnx8/+QH14/cuHTg6oX9p47vfGfz8rlzejq6JvdNb5o10jk00jZzbmvXQH1JjVfTnFm7df7BI9uWLJs9faBtalNNyHMwhoRQCAlCHEGOkTweWMaYQ8KIqlBDk01Dc2wrFHQ9LxSNhmMxLxoNeZ4TCBimpSgqIRRCJL3dNcCUCZiAX9smGBDsNw4zjSum6vNEVWIGjWgmkswn8hW5VCGZKiRj2WihMl9ZX1GozJshAylQD2iBmGuGDDNkWGEzHA+GYoFAxAlEHCtoygb3MfIBxTLDjAEEddvM5Av50pJwImwEDc3R7JDlhG0zYNhBM+A5ikYT6eCuvZvOXTxw84MTO3YtmzKtKJpkqSK7qDgSS1mmS7r7m4+f3rtl26pZI71dPc3FZelAWAtHbcNmTlBOZsLRRCCdjRaXZgMhM1ecjicjlGOAJAmIiPhqUgiScVwAQuC30jYTVPnDbpgShJH/2N/pKGdclzEnRGZE5kRWEON+QMogwYghCUmKwavqy2fPn7Fpx4r9x8YOHF955NTYmQubL1zbfunGzkvXdly+vuPW7T0f3Nl3+4O9t269d+vmnhvXdt+88d7dO4cf3jvz5OHFz57fevnZvcsXjyxaNDS1qbpxalVH15Te6S39Q22zR/sWj43MWT7QP7dtcF7nwFB7RVXesjnjgFJMCJYkJAhQFLAoYEpUSSIQUAj95wWqMCwTqjLd0e2Q7QbtQMjxYuFoLOxFgoGgbZmaqjBKAASiJApvw4SY8sZpbhwmf5KBqky1NNlQEMdMo07YzpZmfIzSxalceVG2NONHviLnpcKqo3CTaa5iBHU/gq+3OR8mxZSJQiFDgELIEFG57wAZjESKyyuKSgrRdMQOm7qj2UHT9RwzYFhB0wnbTMWF0tTRU3su3zhx9/GFxStnxFLccIVQVAtFDUgEJuOO7qZN74wtWDR7waLZm7asrm+sSGZCsWS4oqpoaLintCI9c3b31Jaa7r5pPf3TqmtLKqtLQ56LCBSB8ObC449nAQQkKP0epn8+bgsZ8rdvSMnrDycFhIhAkpBEFKwYrLKuZPGKucvXLJi7pG9wzuTh0cbFq9vXbp7xzrtz3927aNf+xXsPLj9/aefx4+t37Vq0fcfCne8u2v7O/LFV0+fPbZ07p214uGNkTtfgzLba2oLlcEIFRaeGo2o2N0Kalw5kKhLlkwuVjcXldblCRToUdRlHmALOGcZUErEoIggYglwSCSWyoVu6piEATVPJFEUDYVs1uKwR3cKaDmVVVHVg29Q0saYCTgU0bokqCG9fpzAFMWX8o/MGTOM73WuYiEJlQ3bClh22oplIqpCsqCuvmlw5qbE6mU84EdvHK5QIUp0ALnGTWWHT9izXs/1lyfVsK2iqluKvcxIBRKGYUwFIVJEz+VxlTU0mn3M9xwoadsh0wpbuaFxnhquHYkGikGg6tGLTYp4BAAAgAElEQVTtoqG5PQuXzyyZFDWComoJioYIh4Gw1dQyeUpzXTafnDyluq6hsmFKVf+M9r4ZLSPz+6fPbFu8fLi2oaSxuaKjp6FvxrQlK4antdcPDvUWFdISlBAZVyMZ93Qf50kCSPqHy9I/CYkAEUsigiKCgn9tCZEAkQgBUSjXOeYoX55auW7hxu0rRlcOzlnSNn9F+5I1PSvWDazaODi2Yfb6LXPXb56/YEnv4FBTe1d107SyxqkltbWZQj4Yj6mRuGq4mHIJM0HWkWZx1eRMY4qpcJ0znSu2YgQ1M6TLNsGaJFsMEMnXM+KKTJnsd0bIXEeQmrotM9n/z2FJWrdm2YuXD+7cf//Yie2796zevGXRsuWDc+a0Dw01D/Q39PfU9XRMap9W3tRQ2lBbXFdVqKvK/bZoyVXM1d+sxq8tYyWMiEJVS1MtjWlctdRAxHUjjp8e5cqLUoVkoTLvH9wSubhfHeAmE7CAVWQEdSts2q/JcMKWGTA0W+W6TBQqYokoFFIiAKCaRlFxobSyMpFJu55tBlQzoFtB/w8z3dEDEZeo2Pas6bN7mjvr+2a3xnKWGpD0AAJYsByjs7tjWutUy9UlJAAsSlDQLbZh88rN21YnMm4wYsyY1V7XWFrXWFzXmF++enjL9pUzZnV2dDc5QRNiSdFkTH1BNr+I+asN9+8Z+udDkiKWfJgECATojxwgwfeJwxBxKEAByUK8yC2ZlKhrLtS25CZNy1RPTVc0JMrq4qXV8ZKqeFFpRLOYYdNASLUDsqpiLkPD5KGwGUnZsg0BE7hJbM+0QqZiqdzQdNfiugoIFrEIGUQyghwACrAMRSSISCQyVXWNMgYBRpAwJksScB2bU4yAIAhCLhP/6MmNv/7yyU8/P/rrXz76t3979vdfnv7w5wc/fvfgl58e//znhz99e/f7rz/4+uXVl88ufvrh6acPTn547+g/gMm3g33NE4GU+J8tLBMfJq7LhquH46FQIhhKBCNpL12cihfFoplIujhVXluWzCeS+UQsGzVDBlYRUiAzqGLLhquZAd0OmXbI9GGSDYWqTMQS4uPtz7pthaIRL56MpZLRlKfaDDKJ69QJW3bI0h1DsVTFVrnJqqdUDs7tG140I54PSFxQXWy46oZNG/oH+lOZpG4qqi6nsvF40iMcFpell66c297d0DO9edac7qLicL7Uq5tSNLZhztj6+avWLuwbaFN1SjiyXYcyjsebsunrLe9XmN4i6Z9N3DIEGXrd1j0uhgQIpioXoSgAATKxbFJ23pLpA8PTKianmYOALgBdgLqADYGaEreQZnPEIFWIoiuKpjBZppwrmqE7huxSYAjAEKhNkI4FIkKZmaGAFQoabsAKBL14LJPLFZeXlFSW5kqKNFvBCsQykg1Z1hSIkS+5JYoSpZhgSWaAQEGTye6dG3/8/pMXn136+suLv/x87z/+/cNffr737ddXvvv6yi8/fPA/fr73tx/v/Pzdze+/vvLqxfkvn51+8eHxTx//FiYia0TWsD9YM87T+IIhQAkrVHcMzdZlQzEDRjTleamwbHHbs3PlRVWTK2PZaCIXL6kuThWSXiocSgTDyZAVNomGJCZCGWi2qjuaFTSsoGEGDN3R/VqDiESJAAkjInPNMoksc02LJOKBiKM7smwwzVZ0R+M6Z4ZiBh0v5Sm2zCxa2zKpd3ZHS3+jFVUCcbO5vWnNurXJVDIWj6q6bNp6MhN1w3o04ThBbgVIbUPxyjXzZg53dPY2rNs0unTl4LpN85esmLVu09LZc/oJh4IoUM58gRtMGMbs9dntbZh+nZPk7I9g8itnROZ+Ao65jDnDjAiSIEKBqghzYIfVaV31a7csOnVp/7uHt3QOtVgJQyCCwAWsQ4EKAvA7wkRAGJE1rtm6FXRDCS+VSldmi2oy+bpCcX1JdXPN1K6Wtr7utr6+6bOGpw8NDwwND84eGZo13NvX39TcVFFVrtsqkgFkAMsYUDTeb4OQKAqMYJVjAgUMhMWjgz98+/zLl7e+fHn+1Zfv//jdlX/76wd//8vtn7+78ssP1//jb3f//efbf//hxl+/vfLDV+dffXrqy6dHXz4++NmjA2+tTDJiMqTjeSJizFc7FZEkYlEigGlUd3TN1qygGc/EkvmEHTFVV3ajdjKf8AuVxVWFeFEsXhSPZqJeyrM9BylQQAJVmWIqhmsYrumEXTtka5ahmjqRmYiAiKGEEWKUyNyXMFNNXTY4UbBiyrLBJSxJRHLCTiQZcSNuKB6yQ1Yk65VU5Zu7p1bUFmdL0zUN1VbAYCotryzJFVK6pXJV0CyhqGDVTE509lX2z6zvG2xsbCmb2lq9YMnsxcvnLlu1YP2W1WPrV5RPKpMw8IcekT/oSCkan8knkGJI0B9B88cSNpTI3C+eYc4RY/63iGJEEdOYbHJAJQEJhqtU1ZetWLfozOVjuw9tmzm3t7K+OF+ebphWN3la7dS2qZ09nTOGZsyeMzwyb+6c+fPmLlgwZ3T+zHmzZswZ7JnZ19rb3tbb3t7T1dTWUlVXm8hmYslkOBoPhEO262qGwTgDGCGFSBxJFANKJEwAxBAQgokqc5URhUAsCs0N+RfPLr/64sazJyd+fHX1p2+v/PztlV/+fP3vP978+59v/NuPt/7Pnz/42/fX//7nG3/77voPX1749sWZbz459eVHRz99sP+tlUnBXAaEiYhIeLwoQGQuYShhIAABMmC4uuHqPkzxoli+Muulg0iV/MTIidiBmBuIBfIV+XQhq7umYmmKpWGFQoaZqpiuo9tWIBJ2vZBqGpplIsb8nGwi/JQfEIhlQhTsv91MY07Y9hLhUCwYigadsK3bmmzwWCpa01hT21gTTUW4TgVJ4Dpt7ZiyZNm8fCEWDpPqWm90Sct7B0ZPvr/2yMmxNZuGmzorsQq4ySOJqBePVkyqqp/SyFRFRMAXdURsgqHfxO/vUiaK4P8wRAQxZz5M/k0R5oxrqr9W+QUXIjMiM0CwIAlMhS2d9Ru3rtixe/32Xes2bFm+ceuq5asXji6dM390ePacGX0Dnc2tjVU1ZUWFVDwZcYOu7TqGZSqaiikRAXjd2Cr6sg4ikCQo+TJaEsGAE5ETQGVAZYRlhBUCZQwZQ1glEAlCIWVfPL311ecXv3x+4tvPz/7l1dW//un6X19d/8ura395de2vr6795Ztrf/nm6o9fXv7lT9d/+dON71+ef/XJmVefvP/FRyc+vrvvNzAphs01A3MVEF/5EEuYAkJEhCSMBCBBhnXH0GxNd41oOpqvyFU3VuQqMmZYUx3FCBqBmOulwpqrJXPJXFkhFPc0x+CGAjkWCaSKbDi2blsBLxzwwppl6rblL0UTGP16fmQIMqSYCqASUXGmkM6VFrme41cHNFvVbNVw9UDELa0qqaytCMUCAhBEJEAqRROh1WNL9uzZuHbNnL37ll+6vO3G7V1Xb+744MHB9w6u6p/VjGUgYEHwj7VA4poqISgBIEqiKIl/JEnzr8IkYfR7mJiq+I/fGJEjgBBAASRCOGbMmNUxeWp5OGbHU+FoIuAEVFlFVAbQbwT9/ZcoTKiu+fIEgiS+FSKQBAAgo4C9CZNMoIwh8X1RNSxuXD37L9/df/ns1HdfnP35T5f++qerf311/ffx01dXfvnTjV/+dOP7lxdeffK+D9PTu79dmTQzJOs2kXVAZBFSARIRURERCTNAiAAAIEQzTcXQFFOLJCPltWW5ikyyEM2WpRK5uGxx1VFy5UWhRMj27EA05CWjobin2jpgSEQAc6ZZpmaZPky6bZmuwzX1twvSeCUCcUxVhjhUTDmVS5ZUFqfzqUDEtYKmFTQNVw9GA14iHIwGEtl4IhvXHdUOGoiIIhAQEqf3t9+8dur2zRMPHpx4+tGp55+cfvT48LWbu06eeWfj1kXZvCdAQSIAMeoX0vxrQQFIIpDg69fwvwkm/zL77SAAUxBLOkPD3XMXzghFAiIUABZ8yyVIBSYj1ZBNW3dcyw04gaAb8sIhLxwIBZ2Aazm2YZmaoWuG7utB2q5j2paqa7KqcJlTzrEPE2OQct/JnSCGEaRAJJLQPqX8yd0z33558+tPz3357Pgv31395dtr/+swKXqAqzZmGsCyCJkIqYQnpkhlASJAqGIYXFWZqgRj4fLasvK6kkJVUcmkfHFVIRgPcJM5ETuWjYUSYSNgYYUSlVkhxwzaEoGAEF8W2JdPNV3HDgYUQ3+zmgXpuPILlonu6IjDcDxUUVOeyMbNgOF6jus5XiIcSXrheCgQce2Q5XpOMBrwYsF8Ic04oAQgSSjNpc6d3PvRw4s3r+67c2PP7RvvPnpw8MH9Qw8enNq3f0NtbQFAEWCJyJwqsgiBXwEBGIkQ/Ksw/VH8EUz/eBtl2JfTjibc3Xu3ja1bms3HFJ06QSOeiuYK6crqsobG2qZpDVObGyc31tfU1ZSWlxVKinOFfDqbiScTvrJoMBzKFxfyxYVsriiVSccScS8aCYZDTtDFnAE2LvnlT0wQhAkUgSDEgvqFk++9enH7y6fnf/jyyncv3v/5m//eykRlCzMDEs33OgZY9qe3EFMRUwSIAaGybviplRMKFlcVJrfU1k+rqW6saGipn9RYHYwHAJe4yUOJUCqfscOuhADkWHMMqnEJowmYQtGIFXCdUFA1jTdhmpAOwjIxXCOaimQK6WgqYri6ail+EdwMGLF0NBwPuZ4TSXrBaCAcC5ZW5KPxoGVxTSGiIJgqObpv6+fPb9249N7FM5uuX3rno8dHPn958fbtw5s2jeZyHsIC48RPYvw+KiJz1dBFCMD/Tpi4pjJFZqriP/9rqAxREWCBcDBv4cj+Q+/VN06KxEKJVCwcCYYjwXAkFI6E3KBjWKasyoRRWVW4IjOZ+yfKiRfz1uEAv9ZzQoxCRsZbSDEhGBMEsSQoRFy3Yt5Xn97+/OmlL56e/e7zi798d+0vry7/E5j+9u3Nv31785/BBKAsIRVgRYQywAqVDaZYVDEAkRFTAGGQcqpoVFFkXbdDATNoBBNOOBVMFmKTGqurG6oSubgbdQAHRKNeMprMpa2QQzXOdBnJBFLi556aZTqhoBMKBryw4di+YpD/ef31ASd2yM4U0olsXHc0v6ygmLJiylhGTth2PScQcTOFdCqXjKUi+ZJ0JBrwwqZMAZKERMjatmHZrUuH710/ePPyzif3D3714vyLT8+fO7tj7561DQ1lmEimbXBNwZz5DVuYM64qEoK/h8l/Vf8LMPkHOszZhBfI2wwpsq82wTSOGYBEhESsm1y9ftOaSbVVCENBECQoSVASgShKkiBJIgAShP514cSN4ZsPxrWgJNHPpSYuECHB0uu/AgBAUKJIJJLQ0zr5k8dXv/ns1iePT3/x8ZlvX5778cvzP3998U2Y/vLNtYn44YtLP3999eevr3734vyrT97/+tnpl0+OvQ2TBGWAFUgUETGAZSrrTDUxVxHzSwYMEII5twJ2tpCvrK2KZiKaKwNZZCZxIrYZMgIxt6gsa4ZMZjDdtYKxcCAaciNB3TUBhX6uLUAACFZNw9/s3HDIL8b4SL2+yUKQoWA06G9kdsgyXF2zVR8mJ2z7TQT+BbATtgMRNxIPFeUSti0zLGoytDV53cp5zx9fefn00u0ru04fW3Xn5q7PPjl369bhkyff7e1pkmVi2aZmGpgzCUERAh+jiV/8r2vka42sPyLpj3KmN88TEz9n4hznP/aDKjJTZdM2NEMWgUg5SaRi0XiEMMzliX+XvW6uGo/X94bwrZfxe2la/2QH0ISarYSgRDCAopCKu1fOHfj6s9uvPr3+5dNzP3117cevLv7p2Ymfvjg/kTP95ZtrP3999aevrvjx/csL37+88N2L899+du6b52dePjn2/P7B321ziklkDXOVKiqRNb9oCwgGePz0IWEJUKiYspfwikqKiqsK2bJUvjJbUV9aUl2czCdsz1IdJVeeC8YDqq3bYTcU96LpuBVyJCT5vycJI0iJrGt+zmQHAxMwTfAECIYMmQHL39QMV/cXJ9VSVEvxtzzVUqyg6SdMwWjADZmarngRmyDRsfSejpabl088vnvu/Jl3Lp3dcv3Ktmcfn/jmq2uXL+85c3bP4GC7aSuWY9pBV7ctzNn4pxmCiWXyTZLGD/O/hen3V3X/RZh8Ywk//Jab8VA5VxiTKWFYgkAQBFESMcWvMZJ/F+zN2ulETED2VkCMCKOUEgglRcaMAYbB8sUzv3lx5+vPbnz9/NLP39z6+3e3fvj83A8v3v/7n67+8nplehOmH7+8/OfPL/rx3Yvz3zw/8/mHxz95cOh32xwmIsKAUK4pTNUgxSKCkEHVUu2Q7SW8aCoSTUXimUg6n8qVZTOlyUxZsqQmX1pTKKkqnjytvqFlclFZNlVImSGT6bLumoFoKJXPJPNpK+T8CgolROaKofsHOqYqE6WXX5NThmRD8ZciHx2/HKBain/E85tYmMpcz4mmIoarMQUlU+HBob7du7cuXTyydHTmlk2LNm6YfXDfkjt39nz9zeUffrx75tyOg0e2NE6twAwEvKBfocCcCb4GKpD8vekfLh5/tLv9qzCNm5MYumLoqmmMh2WqugoJpJzIKseEEMZkRQHI7/bkv8VIxUSmTPbpYTJnMueK7McfwYQwRhgxRiQgQihKgtBYX3Lv1smfvn3y+dOL33x68a+vbv75xflvPzn191dX/uPH23//07UJknyYfvzy8o9fXv7hi0t++DnTFx+d+PTh4Wf3flsBlzAABIkYCFCQCGQa02xNs1XdVoNRN1ucLp9UUj25or6puqmtoa13Wsf01urGitKaQlltcaEyX1xVXDW5snRSiWzJEpOwQmVT1RwjnIjkygrp4izi/jmcTGSjsq5pljneYKlwPMETo37/BpYRUTDTqGxwP20yA0Y4HjJc3d/jdEcLRNxwPKSYvKgks2Tlwn0Hd0+f0UUpqJ9cvGP78un91WNrem/c2vXZ5+eevzy/9/DY8jXDXtwQgBhJRN1wiCrK61859XdhzCjm4wD5C4n/Ct/C6K1d5vfxRzC9uSC9SZVm6H5arWgqRJRxRVY03+cUExkT5dfAGibKmwMOb65MECOI4e/DF67BGImiIAiCaynHDr7z7VcPXnx8+bOPzn7/+ZXvPrvw4uGhrz8+9u/fXfuPH2//8urqWyT5DE0sUT98cenbz8599fTUi8dHP3lw6DcwBSJutjiTL8snsrFULllRU1Y+qTRRFA1E7URRpLiyqKK2UF5TKK/JVdYWahorOvpb65onpUsS4VQgEHP1gCZbXLFliUkCFojKmC5DhqjG3UjA8QISQX4SCggWIBARJDJXLWMiJ51YnBCjkCEBCiIWAANYRkyn/gbnb3y68/9S9lbPcZ5b2+dDNzzYTGoxW5ZtmTmGJHYMISe2kzimGGImMTNTS91SS2pmUrda1CJjYO/sl773m++tmYOZmpqj+TvmoG3veH81U3u6VrlK5z+vZ90LrkuSa2QMS1OI2r6n4sqNyxd/PL9t99Z9R3cXlubxEmAAWVyScfbzA3v3Zz+t/jY82x9fGLE6Gisbrn721SFWxrAyVpepV2o1nCS+7za9z0OI5zD/9+o4/Un6n0ii01XI/1+Y3tbd/LvS+10AhFmW50UJQExRDIAYIZ6m0QckQeltIIGiAZXW8v//ZPrvwTAsiyBgGJqQS+jypS/WFv0Ls9PxwMjirGlj3pyKDiZ97SuRntcLI68XR39ZNr//wP05J/1TMO0+sOfMV2e+u3zxq/Nfnv36zFfnvzh+8mjJlsLSrYXF5fn5pZmZ+Vp9tjwjV1mwKWPTtryc4sxte7bmFmXTmMIi0mZq5Ro5EqGokFiZIMhlnEykASABTUNIMAwJAIO5txMbBpAMhKzASwpOkgsyhSDIIMaIxZzAQgxYHqdtMwiGxAIrKHiZSpKpJUkpytSiQisTlbxSLx47eaizv6VnqPXM1ycEJSsoMcNScpWo0sowyyhUUK0DX3970Gpvis2brM6Wlq57H5/aw2BaVHFKnVyhVYhKKb0GQ0Hq/c4WJxNYUWClt2vEWOSxwDNpxwEG0gxD0jTzToyaYuj3IqkMAO8lYWnAvB0PcxCwKJ2SAYsZBBkMAYsBzzI8y/AsFHkk8jSA6SYQyQDIcZJcKckViBUA5ADkIOQg4tJIIShAxJMUQ9IkRVMUnR7/0zTD0AzDQMAA9GFghoGQZuSSwEMaMcS+3aUh//ib56F4aCQ1N76xaH4+P7aaGFqdHVibHVyPDa4nhl4vWd6npfc8vVgYf7X0NmO9WBhfS4ykX3OznvYPYdq/f9e+PXsP7tuyY1tuUV5RWWFJebEx11BYlpdVoNcYZeoMSannJDVU6LEuS6bQSFl5WeVbywtKCuVKOS8JMoVclCv0BqPOYFRr9JJCJQgKyIoM4EgG04hLS3wyb53O5QjJMZbLZXpBUKrVekEQMQIsCzCmWA5QNI0xCxFkOU6tVekNGgYxBEVQmBCUbHah/tPPD/5446s9h7fKtEhpQFqjoNZJCpUkyUVBEnmR5wQkysGeA6U9Q1Vzy9Pm6ZZntVf3HtxEAZKVSHWGTKETOTkCHEVhgmYJyDOshJQ6hdqgFhQCL+dVerVMLacQTQKGZhCAPElCkmQAxKJMjlhMUGT66IwgKYKgKBogzCHMA4AAAxCiMYYQURRNEhRBQwpyiGRIEtGAZ2mBJVhIcADIBU6tQAoZlEtIJkFJRCIP3z5KuLfqacx7kSyMIcaIfaello70760W7XsxIMDwgOEBLUKGY2kgMpQEiWydNND59MWKay4yuLpgWlsYWV8Y2pgfWZsbWpkdWo2PvkhOvE5Nv0lZ/9wXePWOrd/Wpn9bm/51dSrdJkiXTXFvxz8Mern0tIhgGAKQco0sM8+YkaPPKjDos1UaoywjV23MUxlyFJkFqsKyzIKibJlcLC4t3Hdgn86gYwDNCTzCrCSTSTKlIMo5XsKsAJEAIM8w6dVNxGCOwRxEIsQiwhLCkkxSY8wBBiAERBGwLIEQQRAEwiREkKBIgCm1Ti4pOBoQeUWZX188e/Hy1x+fOpxfminTcLwCSxpBZRCM2Qp9hkKlkUtykeMllucQi1iBLq/Iq2m87Q4Md/Q9uv/k+137ihBPCnJakyEpdAKvQIAnaZZgOAIJDCshhVauNihFJS8oOKVOKSolCtEkpBHLstxbQ1y1Rq3SKAwZOohphAFFkxRNQYhIkqYZCABHkYBneUkQJEnkeQwhpAGDWIRFHossljgkciQLCEARkCRZhpE4ViWxKhmrlGOFyMoENp0dBYFBAKC0/k5amQWl408kfQjTn5SlACMARgCMCGkWkaQMUhIgfvrh8+dL7vXF6VTStJQYeJkaW18YXI71pmb7N5KmV0uTLxemns9PvElNpTvd/9Bq+qdgSpef6Vm3pJLps3TZBZlZ+caizXmFZTklW/Iq9pTtOlC+Y1/ZroObDx7beejInood5dl5xqzcjM1bNm3aXKrSKCmG/PNSInh36gEgpjGTDubtG/tt8chymGFIlZI/efLgjZvf1tf/fPf+hcdPrzS3Pn7y7PaZz48Zc5QsB3mJPXB4V+9A++Oqh5srygS5KKlkKr1GVMpEtVydocvK1RkyVWqtQpRJLCdAjGhIM4jIyFF8df5YR++T5o77j6uubK7IxAIhyqHWKFfqJV6BoEC9gwmwEkoXZO+aERIrcTRmSEjJ5CLLAQip7JyMXbu37d237auvT504eUSjlQiCoChSrpB4nmcYiDGPkYghL/IyhVwllyk4TgAA0JBhIEA8RiKLBJguLkmO4uRYppPJ9HJJJxe1Ckkjk9QyUSUTlZKokCGORSxOi9KkMUpvgv5zML3lCTGsgkVKltpSmOm1Df6yHniz7l6eG01Gu1+kTM8Xh1cTA6uJwY2k6eXixKulqZeL1l9XZ35dfcvTe6TepCb/KZjSXX8KQl4mZeQYc4tycgqz80tyt+/dun3vll0Hth48tnv/ke3bdpeUbc/bvKNw/6Edew/s2FJRWliSW7aleOv2zdm5RoAokk5boFAMTHdg001YSCGaQiRAFEA0QDTEDMI0RCRJEnI539ld+y//tvrLm9hvv8X+238u/et/LLx6E/3tLwt/+WN5eLT53Lefnjt/8suvT1Ts3MJLLC/yGr1ertbRSBAVOkNWkVKXYczS641qlUYuSCJm+fTSLQ0JSQlLy41Xbnze2vW4uuF2dr6SpAlRjrWZCqVeEpQYChTDUoCjkQA5GZvuQSi0CrlGnr6IpxEgAcXxMC3FdPrs0W8vnLzw3anbd75/Wnnzm/Mns3LUBElAzEgSx/McZjmMBQQEFkoslACNCYIhCJqBgOVZgBnEA16GOTnkZIBXIbVBNORpNJkqTaZKbVSpM5Qqg0KlV6p1CpVGwYs8J3Jpiay0OBYCGDLg3Wfuz78/Ca+/Req9+B3kaFIng+31D1+tBhdjEy9SM2uL5pX5kfXFkRfLplfL488XRlfjw2sJ08tF629rjt/WbOmxyT8g9U/BBFhMAYagSE4SswtyCkrzcwqzisoKKvaUb9+7Zf+RnR+fOvzxqYP7PqrYtqe4Yk/pzj1lBcWZew9UHP/0QElZXm5BRmFJjkwpQJYC+C0x4O11LAMxQ0OGTr9RUXqFlYKIpBlCLmfr6u/913/98ssv8ZUVVzRqWl9zrK0619c8C4uO3/8yP7/guv/gx/KteZwAGUiJMo4TBVGulCn1vFwn12TrM0t0xhydQaPWyWUKkRN4hEWIOIgxYhlBxii16OgnO2ob79558KNazxEUoVALuiy1Si8XFCwSGIalAMekhSQFpSAoBJVOrdCqIYcpyDAIUgxJUgRE5EdHtj2rvv6k8srjpz/ee3Chpu5G70DN5WtfZGYrCYJgGFISWQQBSdIkgWiCY6GCx3IEBECzCGLMIpIiaECJcqDSc7qGvSwAACAASURBVLoMTp8lZucr8kt0xlylMVedkaM2ZKsMWSp9ptpgVOsMKplcECVBEASe5zFm0yM15q1Xwj9oG8N3hhwQMBgADBjMMAgwmKEpCTPfnP7o9Vr4RcqXSlgXYqPrS5bnKcvzJdPL1Nir5fEXi6NriZH1ubHXy9O/r9t/X7f/vj6TRidNT5qnfwomgqYImqIAo9Jpy7ZtLt5cpM/SZuToK/aU7zpQcfjjvae+/PjUl8cOf7x754GyHfs3Hf/0wK695ZvK87btKDl0ZPfBj3ZvKi/QGOS8hFgRsDzEHEAsAzENEMVAmmYgAxANIA1oAGmIKIIieIG5efPiH3+sra+FFhecS0vOucTkasqxvup5vh74j39d/c9/f24e7zh5Yl9WlpLlKJZjWA5gHkOOg5yARTkv10gqvUyjUWhkcpUgygSWEzArYlZkWYETsEzJytVwy/b8Gz9/d+7CZzIlJmlCrZXrMjVpyR4kgLQUBxYRJ+N4ucDJeKVWo9BoGIwIhmYwImmSIAm1Btz6+evm1p8bW252dN1pab/V1HqjufVWT9+Tc98elckAQRAspjCkGIqmSRbQIo9VLJRhICjlqgydISfbuGlT4daK4r37Nu87uHnHzryCYqXBCHQZ0JDF6TMFY6YsK0+Zk6fOytVkZmmMmVqFUpDJeEHgeZ7HmIMQp12g0r/3arbvdLP/7szJMEza/pkBEDDEkf1bZwOWFynfUnxqfXFmKT42HxtcSgy9WZ18mRpfTw6vJ4dfLprfpKxvUlNvUtbf122/r8/8A0+/rk79UzClO0AUYDhJNGRnFG4qKN1SUrqluLg8f8vO0l0Htu77aMeeQ1t37t+8Y/+mXQc3f3Rsz6cnD23bUbylomj/oR1bt5caMlUA04IMSwpOkvOijGN5CBBFMQRJUwIv51gZTWGGQRRFkyShUko3b1xJxgMry5G5hDuZcLa1PPzhuxM/Xfvq8f3v2xsf+Owjg931xw7t1Cjg3l1lu3eXSTIAEMkJSJBzWMRY5GQapaRTCSqJk2FeQpzAvocJYR6ziBWAQs0pNXj7rpL9h3cqVBJJkaJM0GVq1Rmq9BEVEgDgmHSnlBX5930vwHJv95gBKcjYE5/tevLs0tPKS0+rLnb33ZmYrusZuDsw/Ghw9GlXz8OHT37YXJ4DIIEgBRiGQxJDcQKn5Fhp147dX33x5afHj3726dFzX3166dLZa1e++OHSiR9/PPHk6Xc3b57+/tLxT05szytQavVIrYcaHZebp87O1WQYlQolL5PzANA8L3CcQFEMx4o8J/K8wHFsWv84LRspSZJSqTQYDCqVShB4AIBCIdfpNCyLtRr5UE/d82XP2oL9ecq5nLCsL1pfrFhXF0xvVq2/rL0tid7VRlNvUlNpkv6yYfvLhu2vz+3v4/23701q8sXCeLrVlAx0fwATgyAJAUFTBENDHim08sw8Y35JbmFZXunWws3bizZtKyjZklOyJad8Z8GOfWUHDu/Yf2jHpvK80s15xZvylBoBshTJEJyAlBpJn6FVa5WcgGlIMpDCPMvzMo6VCbxCJioJghAEvvLpo9VUcmUpnoj5OlqrTp88kqmVKQSaIAhIEGqR0iuACAkREvlG5RenPzqwbwuEJA3SzslIqRflOkmdqVRnq0Q1jyWGEyEncCwnYFZCWERYgBjRgOQlwEBCqeFz8jMEkQMQK1UqrVGr0r+9yIM8BBx4C5OQljxIL25zaY8ABjIlpcb7Dy41t9ypq7/e3nm7f/D+sOnBsOnBlL1ucPiBy9tpnW599OiHzEwZQRAykQU0QAzHIf7IoY8eP3ywe8eWonzjd+fPDPY1jo40tTbf/en6qQd3vwwGen957YtGhsZMtV09Dxubbp+/cGxbRUFunkJv4PR6USZHKpXE8ViSJJlMwTBY4OVabYbBYDQaMzMzM7Ozs3Pe/rKzs7MyMvRyuSSKPC9gScazLJYrpC+/PLGcdL5e9ySj46sL1qX42ErS/Dw1ubE88So1+fpP9fWb1OSblPVNypqG6T1P75H6p2AiSIIEDBZ4ThKxyCIB8nJOphZ1Warswozi8tw0TEWbs0q2Zm/alle2paCkLC87LyMzR6fSytISIoKEMQfkSkln0Kq1Kpbn0v5xHC/QNAIAQwZJgpCh1144//XLjaVkwt/c+Pj0Z4cz9ZLE0SxFSAgW5xgf3rzsmuw3DzR2NNzraLo/2FXd21H5/cVTRYVGAAmSIQCmODkDRILhKU7NYjlIw8TyPGZFzEoISRAJAGKSJjHPkAxB0ATLY8xhzIoKpUal0yi0clEppCXsAQfTxlnvTkqEd7sSmIIsDRhBwIcObPn8zIEL54/evn3mwYOzTyu/qK0719L2fWX1VzW15+vrLz24/+2pz/Yo5RDSBIcYFgG1UtbRUv/T1YsCS9+4+u3ztcgfvy+uLDrjkbGFhOX56sxCYmQpafI6Wzvbb4SCA2srjtmYOeAfuXLljCSSCNE8R6lVkihygijI5UoIOMzKMrPyyssrNm3anJeXl05FcrlcJhMlSQCASevTUTRBkgRJEQcO7olGnGtLrvWlqfnY6PqydSVpXluYeLk69Xp95vnixPPFiZeL5nQbKf3+f5OafA9N+rv2nq33xfjr5YkXC+Mrs0OL4b45f9cHMJE0hXguPcyXaxSiUpCrJbVBmV+avWlbUcWesoo9ZWUV+YVlmXml+rwSQ06+Ia8wK7cgS6mWQUwjFgoSL8lFgOj0sT3LcwhzaZ91mmY4DtM0WViQVV11z+O2rK3EFue9w4ONhw+UY0BgitDKoYyFRdlG81DP//ofv/3xKvbvv0f/82/xP34J//Em8vvr6Iv1YDw2XVt/9/Cx3ViASKQlrUhyFCUwSAaxCFkBsDyHWRFhMT1zABBDDEQ5y0uIgRRiIcsJDOAgFmUqpaSS0oegaRu/d+MOMb0A+M4hmaMgS9GAIQi9Wjqwe/OP339268aZRw+/aG271ND4Tf/gT71915qavuvsvNHcdK2r4+H1K2czdAKkCZogMnSy2YizpfHRqU/3ee1Db55HlpLTy3MTYV+P39X++rltOTkyG+yKhbpGBx9EQwPxyFB7641JS7PfN1JdeWP3zk08T/IcYLm0ZwtP0YiisVKlV8g1oiAhhCmKIUmSpum0CDtJkRRNMICiGQJjWiZnDx3eMzzSOmlumIsOLCfH1pYmF6Ijq/MTL1LTq/Pm1TnT6pxpI2lKj0peLVlep8xvVizvofllxfpnqv4M0/P5sZXZoYVQ7z/CJCkV6Qm2pFQodaqMHEPhpoLNFZv2Hdl94NiefR/tqNizqWhzVnahNqtQnVOky8k3ZuVk5BXkyJUykiYRCzGLAIJE2gwapMVDOAawJIVIimJZRianb9+5uLYR+f335F//Ov/br7P/x//+28R4iyQQh/YWd7U8Prp/a8WmvHjQ/WYtupo0/eXV5L/9bt9Ija4vm1ML5lcb7t9/i/8v/+NNOO44+NEukiEIQFI8ixVywCEkAFYAmGMxKyIkQSil1+Z5kWd5JMo4xDKIxRwn0jQPgCTIFekrUMgjwELAoXfDXQHxAuQEwL4liQSYZhBDkCxD79m++cmDq63Nd3p77szM1JgtDxyuStPYzybTvbGxR6Ojj4eHnrnsfY8f/KBScgxNyGWwq/NZJGgxjzUFPUMh74DH3j4XHU6EB83Dj4Ku5vVFUzLSPRfp7mq92tFydTE5Nj767OG9rycsLb+8SQwNNGZlKRmaQJhBCNEAMYAlScwAjiQYkqRJkqbp9KMOAsgASHM8Sj+WCYIgKYIBBEERkow4tC+rqfaCz9myEB/x2lv8jtb56HAqMb4UG16eHV6ZHVmfG30+b3q5aE7DlM5P72up91S9L61eLVn+X2ESFXJWFCDHigq5MTdz05ZN2/dU7NhbUViWX7KlsHxHyaZthfklGcY8tT5HkZGr1mdqWZ5VqNUypZKBEGGWZgADMEEwAHKipBREJUQ8RWMAecyxBEkYjWjc0vQ//mvjb3/Ef/01+Le/xdbWZn6+der7C0eXk1OJsHnX1qy92wtcE0Orc/ZkuGNjufOvr0ffPB/5/c3U0vzQytLEm9fB168TwYht7/4dJE0JcgUQZBQrIl5kBYh5wLIYsRyEIkQigDxEHC/yJEUygCJpkqQpiHkGijKFTpDL03JTDAvSU7P0jsC7g0kxbe6WhomiMaSQgpf2bN9a9eT22EjTYP/jocH7JtP96elnIyM/j5rum0yPBvrudXfeG+irdMz0Pn1yuahAyVDEjorsmal2n7vXOdM6PVnvd7VHfN2ppKmz+cdn9z6bj/aszA3OBju8zobm+u8iwZ75+Ohg/+MH9781j7c4HcPbthUyDMELSJRECLEgKiAUCQIIvIznJIw4QIP0wDd90URRBEEQmKUAJDiOKd9ScOKzgxcvfjoy8DDkawv7OuaifV57g32yxj3T5LO3JUMDC5HB5ejQWsK0kRx7uWh5k7L8spJueVveN77/5/3dV0uWjaQp/ZpL/MNFryEnU1BKaoO2eHNp4aYiQ06mOkMjaSQkIpqjsQyzclZUC+lzb04hMLxAAI6EAo0EisEUjUkK0jSLoEDTGGMBQI6kAA0x4kSIGUmi7t459y9/zP3tj+jz9ZmVpbGFuYFoqG023PHri+nxgfunjxZfO3/EMdY6759IRSZSkZ7FcNNKrGN9fuBlaiwR6Q24ukKeoWhgovLZ7dwsA0kQgiiTZGqWkyPMIUwjlsSYRJhEmEbvZLsAx9CIohFJYYrCFM0CisNA5LFcgDLM8IDEFIkYCjE0CwGHkcABFjMQQ8xxvMTxEgMxSTKAAjzEmwrznj64bTX39vdUD/ZVTZgbJ8z1tplWr7vP6+6fmmgfG2ka7K+bnux3To2cPLqPpYhMLWpv+tljb7dZ69z2htlwV9jfEvG39ndfP7RPO2F6tDpviod749HegYHbU1NV6+tTifhoe+vte3e/nZ7qOXv2mCAAgcdyuQxjDgCW55QYiRggFiAOIhYARFOAIiBDsJCQS6i4MOPTj/dcuXympvoni7ktEBiPhkeT8eHZSJfP0+j3NoV8rbFQVyLaNxcdSIT758L98+GBhfDgYmRoMTq8FB1eig6vzZnWk2MbC+bni+aXy5OvUtY3q9ZfVq2/rE69Xpl8tWJ+vWJ5lTKvJYeToa7IPxxhlu/cqsvSqzI0GbmZSr1aUEm6bENucZ7GqGXlPJZYwENOIQABybVKVWYGq9JAhZbmlQQSSSiQDAsYDjI8RiKCHIsFmgZUWlAWwKycjB++O/Xg3jdjw9XRYF8i0re6NJKc7ZyLtv32wryS7OtrudT45KuEp/e/vY79ngpsxK0v50f/sjHxZnn8zYr55fLkStI8bWpor//5zvVvSgszAEVCmhJYjmcFFkuiIMOIxphIB8IkwiRkacjSDEszLENzDM0xJA9JDhI8JHgIZTwjsRQPCcwQCFAYMiwGHAYI0QwkSJqmIcY8ywkAYpoGIssCglBJ3MVvzg72NptHOybMHZPmVstY81B/ZVvz3drKnx7d//Hqj19+fvrYsUN7dpdv0st4TBCff7pvxtIS9fc5p+unLY8T0a652S6/p8FserB1k9DacPnlmn05OZ5aHO/rvdnQcDGZHFlanJiZart+7Uzls2vVNXfy83Q0RXAswphlsSCJKpmo4BFm6beXl5ihMvXKjw5sv/Td2c7WZwM91abhevtMl8fV63J0OWztDnuL193kddd73XVeT33Q2xwNtieiPcnZ/nioZzbUMxfsTwT75oIDc8GBucDAXLA/FR9ZmTOtJcc2FswvlibSML1Ztf6yNvV6ZfJlavzViuXVqnl9YWQu1Bl0NXwAk0wrozkaSSgjz1BUXrSpYlPF3ood+7drMjW8kpfr5HKdXG3U8Epe0shkeo0qK0eekc0pdQwvp5DAQA5BASMeMBgBhCCiaQqzCLKQE7kDh3b199Ze/eFk5aPvnq/YX63PLCeH45GO+UT3ysJAwF3vnalOxYf++tz9cmHmRdL+txeB5/Ojv65bXqfGf123/rphf7PuSs1NP1/2LSbcHx3cjgHJIiAJoshLJAkxEjDC70Ul3tpyYBa+l5tiOZrlKJYjuXTwUCYHosRwAoVZErEUZgHLI04QJSVmRZKCRPr4iKBJkqEpmgUMokm5AHduK/zq7Efffn307Ok9hw+VlxQbjQZJJpIcJgSWkHhC5Ag5D4qzMw7t3PzFif3moYagu9853eR1Nk1PPHHOVCWiXSFfcyTQ8cmR3MbqH95seNy21sW5saGBu0+efBmLDcVjY/aZzvPfHjl9am93R3XFlnyKJHgOQQTod5Y0LKR0KnHLpqITx/fdvH6+veWJzdobDpgDvlHbVMeEpXHa2jQ91ThhqZ2ZafT72j2uBrez2uWocjmqPI46v7sx7G+NBtuj/vaovyPu70oEeuaCfclQfzLUnwwNpOIjqfjoO5jGX6UmXq9Mvlm1vl6ZfLlseblseZWaeLUyvjY/PBfqCDjrPxz0siSnxNosTWZhRkaeQZutzi3J3rJrc/6mPF2ORpetVRkVumytTCdps9T6fKM6O1tuyOKUWshLNORoBjEMggByCDMUxbFIkljMph9zlChxpUUZnc0P/uX35K+vAonIUGph7NWGNR7tTEQ6nNOV1rGHjskq12Sdy1Lvm2qLuro3FswLsb5UfOj1mu3ffo/+/irw64vwby/j05MD5WX5kCZJkgA0I4oymsI8K2OhgIGI4N8DQglCESCB+XtIFBYoLNGsxMrUSFRCVk4jkYICjQTEipiTMBZYVuB4ieN5juURRIABDE1SBAEIAhAETRAMQQCSEFhCKREGDSgr1n58ZOv35z++d/ur+urr/d3PJsdaoz5L1GueDYyHvYNuW6vP1RYNdlrNj9z2moVEf8DTEgt2n/m07OaVE7+/Cvsc3ZHAgHn0WVvzteUFazg4PGFuOnN699GPypsbH2wpz6UpQqHg1GqpuDh3+/Ythw/v/fLz47dvfNve8shsarVaOizjLeaxRst4w7ipxjpZ77A3u92tPl97INDh87e4PfUed43bVeW0VzrtlS57lcdZ43c3Br3NQXdjyNMc9bTM+jri/q65YPd8uHc+3Lc8O5SKD68kRtaSpo2FsRdL5jRAaZieL46/WDK/WB5fTY7EA50B+4eZSWGQDHlqQ55Wm60w5Gqyigzlu0oPf7pvy+6ygs3ZBZtzc0oy8jfnGPI02cXG3NJcmU4raLSiSiPIFZwgYowhAIChMKAJgoAMwbxV8Hh7iM1joqnm51froeTs5FLCspwcX1sejwTaXLaaaKA1FuxwWKstI48ck/UhZ6fP3uaYrHfNNMSDA66p1tb669VPrtZV3r7904VtW/IZmmAoAgCKpmmeFyHgERQwkGMgR38KCOXv9xLhB0gJDBZFuY6XNJhTACTSgKchCyFGCP/D+TVFEBymVQps0CpK8jWH9hafOLbt+2+OVT661N58a7D3/vRErdveFg0OLCQsS0nrQmIiERmPh8aW4tMx/2gsMDzUe3+w52fndP1crC/gafJ7mhbnhmLBnpC369svdp08tvnVqn8xPuV39ZgGn470P15KWmfDY2ZT/fGjm0+d2Pns6dVdOwoK8jWHD207c/rwzRsXHz288fDRtSePLldXXmluvNHdeX9o4Kl5rMY62TAz3Tg9Ved2N3u9LXZ7jdNZGwq3RaLtPn9DwN/g99V63bVuZ7XHWe111fjdDUFvo9dR63PWhVyNUW/LrL9tLtQ5H+leiPQuxfqXZwdS8aHVuZH1edPzxfH3CenFknljYez54vjzRfNKYjju7/TbPoRJrhe02TKFgTfkKbfsLtl5sLxsR0HJttzirblZRdrsYr2xQJVdrFNm8NpsuS5HzSkkQaVUGwyGzAx9hl6tUggcpAmCJAi9RlZempOXaygqytq2Pb94k7GgKOP4kYoZS9eL1cDKgnNh1pJKTqwtTSRj/Yloz+rS6HpqfGVx9NX6zK8vXC9XZ56vzKwuWV+sOV9v+N32nvxsPn0/AhgCQxIhisUMixHGLMcJAi/nOTmCcgTkEIgQiAhKCEoIimlv7rSvMkQsRAgiBBBkEOIFGcsKNAPfmuuQBEkRDCT0ekVOjqawKGPz5py9u4tPf7b/2pUvq55dt060umY6o4Ehj6PDOdMc9PZ4nR1Bb3c40BPwdnmd7R5Hu8/V6XN1ehztzpmWmYn6iK8v5O3yOVtHB+4O9t70uRpioY6wvy3obQt4OiKBvoaqH89+WpGMTHptfeND1b3td6ctjfGwKeof7et8uGt71qXvPrlz+9yOiqzSEnVhgaowX31gX+mFiycvXTp17865+trLfb33Roaf9Pff6+m+PThwb3z8sdNZ73TWuT11Pn+DP9DoDzT4Aw2hcEss0hYJNQf9jV53rc9d6/fUBX0NQV+D21bpsVcFHHVhd2PM1zIX6piPdC1EexZjvUuzfanEwGpyaH1h5PmSKZ2c0mlpY8H8fNHyfNGykhiN+7t8M40fwCSokSZLMuQps4t1heWZRVuyCzYbC8uz8suMhjxFdrE2b1NGdrFOn6vILNRk5Gt1WbrMvGytUW/M0mcadUoZl52hOnpge2vDo76OatNgs22qx+sZ8nhHXJ4Br2/Y5xqOhyaT0anVBddiYnI5ObGcNEeDveFA14s164v1qV9eOV6u21YWLWupyRdr9l9fhzbW/Ksp38hwvUHPkSTBsgTHETRNIEQhBCCEACCKYgBgIeRpCkHA8ZzEcxJCLGAABBBjSDMkSb31S33nf0cgloCYkMlxVo6uYkfpJ58d/P6Hs7fvXHz89EpvX9XwSJ3Z3GidbJqyNs1Mt7hcnX5vt9/T4ZhudEw32CZrreNV05Ya53RTNNDrtrd4na1BT2fI1x3ydfvdbW57i3OmwT5VF4/0+t0tAU+z391kGrpjHr3vdzfPRfvDvq6ZiTrXdOtA14NLF44mI5N+e791rLGr5XbA1bs4O+Gxd9U+u3Ti6Ob7P5/bvzdPr6M0KkIuI7QaZv++ops3v66tud7Rfru9/UZH+42+vrvm8UrbTOPUVM34+KOpqSqz+aFp7J516rHTVe321Hj9dcFgUzjYEg62hENtkVBrNNgaDbXGQm2RYKvXUeNz1oZcDRFP06y/NRnuXIh2Lsa6FmM9i7He5fifeFocT8fq3Mhacuzl8uTGgiUZ6g852/y2D19z2mxFZqEmvywzv8yYXWzILtYXb83dvLOwtCI/b1NGYXlO+a6i0oqCoi05JdvyS7bm55fmlmwuzC3I0mgVchnavaO0+smt//4vL9eXAlPmNq+jf3nellqyJ+YmYrOmlZQj5B1yTXUFnP3JiCU5a56LmRYS5nh02DHTHPB2hoM94UDPzGS929UeDvTGIqMu54DHO1ZXd7diR6EkvTVKRJiEiAKQBhAACN+JBXIAsizLQghomk7nGMzSgggFCanUrFbH5+QqyjYb9+0vO3324OWrZx8+/qGl/X53f6XJ0ux0D4Sj43Pz1sXUzFLKGgz2er3tHk+Lw1E3PVU5aXlkHrtvNt2bsjyeHH84ZXnisdf7Xc0ee7PP2Rb0dHrtrV5Hq9/ZFnC1Bz3vo9Vlq3fO1PrcjV5nfSLa7Ziumhh7NDn+eLjvjnO60eto8zu7Wuuvf3V6Vyxgcs90ee1dHU0/+Z09yej4pKmuoerH65c/uf3TWZ2K5jChUZF5OWxpieL40fL7977t73vq9/V53F22mZaZ6SbbTJPD3uJ0trhcrZMTVePjj8fHH09OPnO5G4PBVn+gxe1pcDlq3Y4Gr7sp4GsO+VrSEfA0+pz1fld9Oi3FA23JcOdCtGsx1r0y178yN7CaHFiZG1iZG0wlBlKJoVR8aDHan4ZpeXZ4MTq8FBuZDw/GvN3/AJM6I1+TVWTMLsnILjbmlGTkb8op2pK7aXtR6fbC4q0FZduLtuwuK96aV1CWW1ZRnF+SVViclZOj4zlw6fsvNlYi/+f/9re1Re+TuxcmRurmY+MrC9bleUs41GebbujrvdPVdnPa3BAPjcRDIx5Hh8VU0999r6fj53t3zl7+8ci1q8fPntl66FDuTz+deHj/qwcPzz96eu3SlXM5eVqCJiQFUqg4ACleZCGmAQJpx7/0sj0DWIjYvILcg4f3nv385KnTx0989tE350///POlyqpbbR2P+waqLOZml6s7FB6anR2NRoYCgT6Pr8sT6PIFu32BLq+/w+VutjvqbbYau712xlZln3lmtz112p+57E+dtieOmce2qccuW5XbXmOfrnRM13gdzV5Hq2umyWNv9Tra/K52v7s94GkPetoDntagtzXka52yPHbZagKeprC/1WWrcdnrzKMPu1qvDfXenTLXxEPDw70PPz+5NeTp89q7ZgOD9ZUX7BMNqTmLefjZoztfnDhWsme7fsdW7eend9bVXB0arOpov19f+1Nt9bWnj3+orrxcU3W5q+Ouw9YeDY+GgsPR8Mj83ETA3+92ddhmWmamG9OQ2W3NDntjyNcZ8HZ4nC1uR6Pb3uBzNYd8bdFAR8DdEnQ3RTzNMV9rPNCe/swtxno2Foc2FofWFwZXk/2pRP/SbO9irHch0rcYHVhJjKbipvnwYMLfN+vtDTs7vVMf6jPpc/SGXF1GnsGYb8gsyMwqMmYXZeUUZ+VtyivZVlyytaR8Z9mO/TuKtxQacg0FpblbKooFiZbJmOtXz/3rX9f/7//rv/vsg7evnPVOdf763LcQG03GhpeSo25ng2XsQXPjxZH+u1PmqqCnM+jp8jo7xoaf3bt95sK5fV99sfPI4aKPDhceP76posLw2akd9+5/W1N/67srXxtzdSQgsAAZTNGQRBwkaZJBgMEIQBZANj0wAZADEKu16sNH9j94dGd4tNfjm4rOunz+SetUj8c77A8MeT29Dnubw9ni97Z73a02vWyjrAAAIABJREFUW53dWW931Tuc9Q5nnc1ea3NU221Vdlu139fkcdc5bZUuxzOfq9rnqnbZntqsD+1TT3yuWp+r3jb5zDZZ5XM0e+2ttol6+2SDe6Y15OmOBfpmg/0RX6fP2eK21Xkcta6Zasd0tX2qKhbqCHiaY6HulYXx31555mdHx4YeW8erOluuH95nHOy+lwgPJ8IDdU++mRqrnIsMNFZ/d+n8vhuXjzfXXrZZW+bjljcvQ2spTyQ07nUPDg1U3bz++eEDmzINrFxk8rJVh/Zt/vLzgzeufVFf89O0tdvrHooEx+dmJ+fik7MRc8A35Hb1eBwdHkeb19nuc3cEPV0Rf3cs2BcP9Ye9nWFve8zbMetvjwc6EsHOuVDXfKRrZa5vJdm7kuxdmetbmXubn1aSQxsLluXZkcXo8Pq8ZTlmCto73JNNAduH1ykZeRm6bJ02S6vL1mXkZRjzjRl5GYZcQ15pXl5pflZhVk5xTl5pvj5HrzKqDdl6TsR5+bqmhoe/vln49z9WF2dnblz6rL/94ZuUcy05sbE04bU3TI49mJp4ZBq5HY91Ws2Phnpv+VzNsWCPx9lqGnp899bpi98eun71s0s/fHLq1M7zF45+fe7w1Z/OPqu69v2PZ3RZagpTFKYhDwlAkoCCHAYsotMiEOgfjqZZgiIpmhQkPq8w+/SZ48+q7o6Mttvsgw57n9837Pf2T1kbrRM1PndLJNgd9Le5XHUOV63DWeNw1rhcdV5vQ9DfHAm2+b1NDluV1fxoyvLIYa10TlVZxx6MDd6yTT5y25557FUOa6VzqsZnb/HZ29xTLV5bu8/eEXB2BV1dIXdnyN0RdLcFXC32qepIsD3obXXb6xfnhv3uZq+jeW3JspGyri5OWMcrR/rvmgYf1Dw955iqW54fnY/0WYbuRf0dG0vmWKA7Ee5fW5r85bn7t9fB1ML0xrJ7OTlTX/vT9m1GpQzLBIpL6zATBKTeXrdjQKjlOMugKSvO+vjIjsvfn61+dmugp356ss/nNs2GxuKRkUTEFI8Mx0PDscBA2Nsb9HRFfT0xf0/c3xP3dyUC3YlAVyLQlQh2LEQ7F2c7luIdqUT3anJgfWF4Y3F0Y3F0eXZ4NWFaSYwthIeSwaH50MhcYCjm7v0AJmNeli7LoDKo1RlaQ47x3Z+ajNxMlUGdFg5QGtS8QuQVIi9jZXJ0586Pf/lt5d/+tv7by4TV1DLY8ejVsnMtYQm7Ovy2xpG+m8P9N0L+xtloeyzSNj3xqKPpu3CgdXVpzGqpamu+9vD+Vw/uff30yff37124cOH4t+c/vnb9yyfPrp08vV+mBARDsAoRSwKNAIUhASiSoWgWg7TCEGYB/uACH7M8SQGCohhIA0jL5OyOHZu+/+GL3p7qYGA8teSYjY66HW0eZ6vf1ea2N7hc9Q5H7fR0pdX6dGb6md1W7XHW+z0tPlezzVo1Mfpo2vzM52gOudvcMw1T409mJh5Nme/MTDz02Gp9jkbPTLPf0R7x9vvt3UFnb8DRE3L3BN1dIXdnyNMR9naEvG0Bb4vH3mSz1oR8HbbJGttknc/Z5rY1u23NIW9nLNgT9LStp8yp+RG/q2Eu3Lkc79tYGl2a7Z+P9S8nR5fmTM9XZtaXplfmp1cXHUtzM2G/yTnd09NZfePaN58c3b+5uFAtFzGgSIJg3gUgCEgSkCQASWCGElls1CrKijM/+3jXha+P3Lv9dUfLLaup0e/sifqHZoNDi7OmhejIfHgoEeiL+3tj3q5ZX1c80JFK9K4ke1LJnpVkT2qudyU5kEoMLsf74/6ulcTom1Xbq+WZxYjJPdnU3XDz8c1zH8CUlZelM+o0Bo0hKyMrL8uYYzRkGgxZBp1Rr9Qq9Zl6faaBk3jEI8ghiiGOHtmxvODeWAusrfjWU+5YaGR1cXohPmaz1k1PVpnHHkQiHYm5nkC4eWF5IBBucbvqu9ovu5z1s9Fep61xdPRJdfXFJ4+/ffz44pXLJ69f//LJk+u3b3139OhuuYQAIDDPAZaHmGd5CWKeYhANEGIFhHmEeYS5d8FixGMsQMhTFASQlcnloiCQJEGSBGAInVo8uG/L9StfNtbdtphawr6xWNDscXQ77M3WqWrrVPXUdM3ERKV1qtrlaHI7m532hklL5djIw4nxpy57o9/T5nG22qfrpiarrBOVk5anDlu9393ucbTapxud0y2T43Vjw5U+Z3fIOzAbHPY5uh3WVret1WNvsow+nLZUumbqndN1dmtt2NcdC/XFgr0uW9NsuG9xbsRlb0jODizMDSWiPSuLwxsp01JyIB7unIt0BzwtPlfLyqJlLjYcjwzFoyPxiGkhPvF8xbmWcs3NWheTnrDfOtjXeO/2pS9PH9u/e3Nupk5g3/bHAUkAmiT/1DBL91o5RGiUaHNx1olje65fPlf97OZgb73V0ul3jyzO2VaWvKvLnmR8OhEbX5obXUoOLSWHlxfHFudH5+dGlxYsGxvOVy99Kymb3z/Q2/3w6o8nd+/I0ygpSH3oUJCRoVepFRqNKjPLmJVl1OrUOr02OyfTmJlhzMzIzMqQKySKJhEGgsDJ5Vxj7a3X696Xa+5/+evs6xfeubhpaWkiGhsMhLtdvhabu97hawrEu+PLg3Orw/Mro75gp93RHAh2j40/7eq61dR8+erV49evf3rr1uc/Xf/8/t3vHty78tmnhxQSSxIEhznI8JCWIC0BWoK0AIGAGA4wHIsEjAQWcRi/PQJiEYsxixCHoYAgjxCLIZe+EWExRDQNKALThEritpUVXjx3trXx2ZSl1+8fDAT7QuF+l7t9YrLWZm92OFrN5mcud4vD2Tw9Uz81XTc9Uzc9Uzs1XTMxWT0+UWd3do1Zart7746NV87MNJpMj/v6fjabnw0M3u/u/Pn7C4fbm+9EAmafa3R8uMFta7ZPVrmma32ORudUrdfeFPJ2hH2dc9GBSKAr4G2PhXsTs4ORYPdspH9laXwxOZiIdQV9LdFQ+3yiL+hvddnrA95Wt7PR72kJ+bvCge7ZSH8yPhwJ9Lpsrcm4ORmfnItZ5uem1la8qSW3w9bX0vzg8o9ffvzxgeLiHJmcRYgAkKDot91XmiDpPylj0hTN85xGo8nPz921e9s357+4fed6V1+bdWYsOutaXnKtrbjWVt1rG74Xr8Mvf4uvvAqH5mZq2x/8cOOrnQc3KfQQiYSgALyMpuGHMMlkIsdhnmflckmhkIkiL0mCSilXKmRKhVwUeZZFLIswhoLAlRRn+70jK4szS3PTf/w2u7bisE42xmZHQ+FBi7Wuu+9uTdOlyvqLVU3fN3Rc6R66a7JWjU/WOT09ieTE6HjN08rvHjz+5tbPXzx99mNz6936hju3bl08fHinRiUjCYIiSBYJEEgAyCCQAJAgEAEQIeAB5DESEBZw2uIU47c3ZSyGiGVZXhBkkiQXRZFlEcNQJElAhmYokgWEwNKQJiiC4FmUZVQeP152+fKxurofh4aeWK0Nk5P1Y+PV4+aqwaGHprHK6Zkmt6fD4+10utrsjhbrVH17502zpXp07Gl94/d1DRcHhu5YJp9aJp9aJiqnZxpaW27k57IlRfLKJ1ccM4OTYy3TltoZS9XE6OOJsSceW2PY1xn0tPtdrQF3m9fR7HO3hvydIX+H19XscTT6PS0BX7Pf2+i0V3s9DYnZntloZ8jfHo/2BrytVstT+3Rd0NcR9HXEIr3zidHZ8EAsOBjw9PidXWH/4NysObVge7nu/+2X+B9/WVhb9QcDE1OTvb09tXfu/nDs+M68PJ3AIhbQiCIATSCGRoCCNEFTf2/Y0gxBUIQo53LyMnbvLf/m3Kc/XTtXX3tneLRtdLzzWf29E58fyd+cJeo5Ts1KWl5hkCt0MkGBWRGwIvoAJowhQgBjyLKI59k0WILASZIgSUL62I/jMMNQADClpXm26b5fXkZXFl3PNwI+z+D58x/du/fN1auffXXu4NffHPrkZEXZVm1mHi4pVx3+uOyr84cfPP2htfPhuKW9b6imd6DaZG7p6HpSWXvr0eOrF747U1FRIoosQRAUzXBYYFkJpB1b3wfiAeIB4iAWIObeBovfB8vzmGcRhxGLAUo7ERIQEyxHpv9rMjQhkwitFhgMfFaWtHOn8dSprceOFW3frv3yi93NzTcnJ5vs9o7h4arR0RqzudFiaRwfrzeN1ppM9aax6r7+u6ax+6Nj93v6rnf1XjON35+aqbROV1kmng0OPfD7eutrr5UWK2UicfbUwaH+Wo+t3eNotporJ8efeezNHnuTY7ou6G33u1oC7tagryMc6Az5233uJpe9zjZdOW6663HVxcIds9GueKwr4G32OBsjwU6fu3lk8M6UpSoS6PY6WzzO5pCv221vjocHQp6uoKt7LjIyHxuLh4bnY2OrizOLCet8YnJpwfZyI/CXXxO/vpldSXnisSmbtb+14eH3507s3l6Ua9SpFFjABGQIQBEIkSwmWY6AiGAAQdEEwxAYEogmOEQplLxWp5ApRchDwAN1llbQyASlTGvM0GcZRYWcgZBmPnTCRIhJA5TOQOnMlOZJFHmMIYQMxjCdIfVaxbMnNxeT7mh48tWL2Vh0Zkt5Vn6+Sq4gtVp04MDmTz/bt3N38Y7dJafOHPn01KGtOwr3Hthy4KOKw0d3Hf1k97kLJ67d+PbMF8e2bC/MyFLxEktQBM0wCHEsJ+NYOcspABIY/D749F05gznA8oBlAcsCLq3v9vZfhkUUptOjQBqRkpI1Zivzi7WlZRm79hYeOb7lszM7L13+5Fn1D81tN9s6b09PN9vtbX39j366cergwaKCAn7Xzrwrl09WVl6pr7vZ2nK/r6d6ZLjZNNIyNNA40F81Y2syWx6PjN4bMd3vG7jV03djcPje6NijweEHQ8OPnM7OYHCkqfFOXo6WIIjt27Irn1ywmqvsUw3D/feH+u9PT9b6Pe2xcG/Q1x4Ndc1GuqOhrkioIxruCPpbvO6GWKg9Fmp3TFdNjD1wTFf5XI0eR0PA0xL2t1vHH7tmGhKR/migezbUuxAfnQ32byxOxgN9/pmWWX/vWtKysTS5mjQvJ8dWkhOri9b1panVJety0jI/Z15KTqynZv719/gfv0bfbPhTyRm/s7+38/H929988+WxHVsLs40qSaAoksCQwIjAiGAogmNokcU8QgAAURT1xkxjTq42M1Ofm6swZCj1mcbcwuy8YpUmg+VkAHAfwETTJMsijsPpJJRmCCFA0xRCQBR5nmdp+r2kInngQMX4ePeL58nff10ZGmzPylIVFhp37S7fXF5YUpKbk2swZKgNGWqDQadUKRALWQ7wIsI8Q0OCAgSDKAq8nQGTNIE5LMllvKCgGZYkMcOIDOYYFtNvA70NjBgWMyxkOMhwDM1Cmkt7XAEsx5wCS2pBk6UsLs/Zf7TizNdHL1z+7Obdcw8rv69r+amj786g6alpomp4/HHf0P3h4cdjpiq7rcPn7bNOttTX/fTtuWO7d+bl50gZet6gFfJzNBXlBTu2FhfnG/Oy9R8f23L+24M11ZfGTbXm8brR0aqxserh4Wc9vQ8sE41jpgbrZLvLPfjo0aXcXBVBEHIJfny0tLnh6oS5dtxUNWGudjpaPO62oK9jNtwbC3f7PS1BX3Mi1pOc7YmFO+KRzuX5wdlwp8dRF/A0RYPtQW9ryNcWDXa67fXTlirr+LOZieqwr3MxYZqPDs/5e5cjQ+uJsfW5sfVZ02piZCU+vDw7uJo0rS6MrS+MLs8NzUV6Z8Ndc5Ge+Vj/wuzg8tzI6oJ5Y9m6sTS1vjyzkbJvpJyLCattsqOt8c6l706f+GRvaVGGWg4xQ0GKQjRkAZbLlQqFVpAp5WqtLjNH0uqVhkx9Vp4xtzAzt1CXkS1KKorCH8BEkgSEDEKAJEmKItPfO5omSZKgKEoQOJ7naJrCGHIcS1GkVif74qsTTU3Pbt66XLa5gKJJhVLKyTXq9RqNRiWTyRBCCLEcK7BIYFmB5TkG0iRFUgxJA4ICBMAUwDTAFOYYTkhvpaH025aiIAVpElEkpiiWoliKZimaowHPMDzD8EzajwWKAEkASRAIjKBhFQZel6PIKdFt2p67+3DpkZMVJ77Y/c33hy9c/ujq7RMPq89VN16sabrQ2HGpq+9Wf9+9kaEnYyPVQ/1PhvqfeZz98eikc6a35tmNi9+c2F6erxTfzq0ZgoAEwdIEpkmtAlWU55/7/Pj/w917P8dVbfu+K8w85wrdLbVycMAEYzBgjImbbDJs2GYbEwwGHMAG42wcldVZOWepc/fqrGDZOMAOJ9xz7r316tX7c94PSza2wZy9z9nn1qtX9S2VXLXULff6aM6xxhhzfL8/9tVgX/vYqHd8zDc81DE40DYw0Nrbd35opO3goY/q6nVJklRVenhj48Fvt48MnR/sP93Zsb+tZffM5PnwTPPc9PnpiVOzE98nIk1WojURPjc9fjwVa07FWqKzZxORplS0OTJzLjJ9NhVry6Y8qWhHZLopEW7LJn2pqCcy0TTdf9yaaimGOzMzzZmZ5mK0o5TsXEh7ry32XyyEiqn2XLy1lPEsl0IXF7ouFIOlrGc+5y1a3nS0ZW7i9PToqbnJpkTYayW607G+fGrYig1aydHpidDYoC/ka/3ys51bn39xdf0qwTVdN91V1RU1NY6KispVjXV3ra1fu6ayrs5dXVNeVa0bTgBujZluHYTwszCGvyYAkYyoTJmqopVR+QhCwTmllDFud8lpwqEJJyW6aZQBiFSgCp3pJodYVpGEqCQpEiQyIApAigJX7BlUFQIEMANIKERTqQG4CbgT6mXYcBNHBXPXOlyVWmWds6LOWVal16wqr2xwuOu0urvK1q6vuvvBmns31tz/SO2mJxqffG7tq29vfPMPD7+7/dEPP316z9cvHz7x9tnmHW0du3zer4Peb7sDhwZ6Toz0n50caZub9EVnQqnwQDYxlo6M9gdb9+3a8fjD95VrTJUkIslIkqEkEQloAJXrxj1rVv/uicd2frStpel4IHC+t69tZMw7ORMYGm07cPDDqmqnJEuqIjkd0ssvP3z+3NdTk519PSeHB0/39x0dHzk5N31uZvL7ualTkZnT02PHYnNnwlPfT44cGx88PDl8NDJ12oq1F9K+dLQtHW1LRztuKBXutOY60pPNxXB7dro5PXEuN9eSmTlvzZxbSHt/KHZdXej9Yb57IeNdyHReyPsXMp3p6PnY7Kl8un251DWf9cdmzk+NfD870ZSI+BKRYDrWV7TGLpTCi8VIMjra393efPbYro8/ePHZZ9Y0NAhBGceGy3BVulxVropV1VWra+vW1Desa2y8q7GmsabM7dQM/l+AiSDdqVGNKHb+VZEUpFDGdMMwHQ5N14GKNWGahgsjgSFXFbiS/0CKAiRJkhCRhK5AKpVX8Kpas6Gx/K676x7cuO6xxzc+++wTL7z05IuvbH7q+fs3P77u4S1rHn50zYZHGu5eX7lqnfOBh1c98cyGJ3+34XcvPPzksxsfe+r+l17Z8vIbT7zy1uNvvvv0O+8/+/a237317hNvvPPYO9se3/bBU9s/enrHzqd3fva7L3a/uP/b146eePfsuR2trZ92Bb/pDR3u7z463P/9xMj56fG2uSlPZDoQm+2KzXZb8aGl4uyFYiQ82X3++28++eM7D9y1zi1cWIJUwibSdSCgpCqSRCE0Nd5QX/3iy0/s+vL9g0c+94VOj04Gj53Y//DD9wmBAJIUIG3Y0HDy+J7pKd/ocHN/38n+nqMjAydmJ85EZ88lIy2ZeFt48vu5iRNz4yfnxk9GJk/FZ85akdZsrN2KtFmRNivScZM8mXBHcvx8dqY5P9e6mPBeK/Vdznfno+2ZuZZSwlNKefPxDivcko23F9LeVLh5evR4MtKSTXryKX8u5c/Efbl011Jp5PKFuVJ2fGYi2NF8dO+X21/b+vSGe1e5DGonpbAqMQQwURCWEQe6S5TXuhrurV+1ftXa+1evWb9q1d11DWurG1ZX1q+q/C/ARJHuMoVTp6bAgiKOsUY1QzedDtPlcFe6KaWmaWqa5nKVPXD/A6sa6zc9tOGZpza99cbzOz9+9+t9Hx09+vnpU3tPn9539uze8+f3trQcaG/7rqP9SHvbkbaWI80t3574fteB797/fPfru3a/vm//7/fuf+/TXa9u2/7sxztf/XLfu7v3vrv/2w/2f/vhVwe2Hz2+68iJzw58t/27ozsOH//o0JEdBw5u+/qbdw58++6hw9tOn/nkzJlPzp39pKlpZ1vbLq93b3fwQF/3weH+YyODJ8aGv58cPTs72RyZaYvNeeJhn5XoTkQC4enO8JQnNhvIJPpKmdHF3HRicrj9+xPbXn99/ao1BsSyJEFJ0YnAKoSqqqoKgBJhyFEmHt5877vvv/Hd4YM7PvqwsqpSBQomQJIll4sf+PqjoYHW8ZG2wd7TowOnozNtc5PnZsfOpMIt8ekzydmz2WhLIdlRSntKaU8x6S0kPNloezbano123iRvNupNT7fk5lpLsc4L6cDlfM+SFbJm22KT53NRbybiiYyfG+s7Pjl8KhnuzCUD2WTwQnF4oTA0nx0qZQfTse7BvnMnj37+6UdvPrH53nVrKx36z12BFANT5xQqRJUpVIVGKipdtauqV61raLynvmJVRfVdFWvW169/ZN2jTz745HOPPPvC5t+9sPk/DxMiEAmmV5RVrW6oaqx3VLi4Q9OcusPtcJQ5XG4H58TlcgiO16yuPXfu+1I+lbfmipnpC/ORqz8kr12OL86PzxeHly+MFXI9VjoQi3pmp1snx5snRpsmxponx89PTJ7tHTjiD+z3Bff39h3q6T/q8+9vav68pXWPP/idz3/Q4/323PndR49+dO7cl+eadje17G7r2OfxHfB6D3R0fN3Rsc/r298d+m5k6PuRgZPD/SdGBk6MDp6cGDltF/lnxs/NTpydmzwXmW6Jz7UnIx3pmMdKeAtWKJvyp+OeTMKXSwVz6aAV9ybDnlyie7kwce1CNBMdPH14z7OPP1jtdhFVUSQJQ+QwHYZpEraSywIYC6Osuma1012tG04IkdA4xoqhwTdefdLTfiQ+1z070TEz3hKdaZ8bPz8xdCI8fjIxcyYTbbFb0uYtbz7emY2252IduVhHLua5Sb5czFeIeYsxbynhz0Y6ouPn5kbOxiaaE9NtVtibjgYSc77YjC8T61nIjZQyQ4lw1/hwu7/z2KEDH//h9y898diGumoXhTJUZVWWAJAIVinDjBJCMKWMMaYxVuOuuHvN2nXr7qqvr7VHrlc2uO968K5NzzzyyjsvvffhW7//4+vPbX3ywYfvXn1X9X8JJoVh4XZWNNZVrKpzVLiYKZjBhIMhqlABXGWicVWlw0EZBU899XBL05GrFxP//FPm4vxUJt5VyvZdXBhaKvXO54NWoi2Tas9b3kLGV8z685Y/m/Jaqc5C3pey2qOR83Phs+G5s1PTp8ZGTgwMHB4aONbbd8jTsTcY/Hag73hf77H+3qOezq+7uw8ODB4dGT05NnJ6ZOjk8ODJidGzc5PNkam28GTr7HjzzGjL7FhreKI9PuVJzHlis23xcEsi0pqKtlnxjkyyPZvy5NKedLzNSrSl462pWEsq1pJNdczn/RcWgovFjlzqXDHTfu3i4J+vzBSswcGe5tMnv33s0YecpgMAosgIYYGZIasEERPTMknisqohYmKicS6EoBDKOlee2rL+5JFdE8Nts+PtE4PnZseaUuH2mZGjs6PHYlOnU3PnrEhTOtyUmm1OzjTdBlM+5s3H/fm4v5QMZCMdmXBHYrplevBUeOx8PhEqpvsuFMcuzk8tZMeiU8G+4OnTx3d/8sErzz2zcf09tTUVOoWSJEkIKBRDihWMAACAUGyapsPhMh1lprO83F1VXVVX4ayocFVWuCoNw8GZpjnMyrqadfff88KbW5977cXHntmy/uF7G9bWllU7dAcVBvu7YSLXvyKCsM6RKbCpUVMjusCaXedAVCChE64jLpDpYELDsiI5TPD2G0/1BE7M50byVl822VXIdGVS3lS8baEUXCgFF4qBxVJwqRRcKAUXi8GlUqiY9RaynpzVYSVbE5GmyOzZ8PSZuemzyUh7ZKZ5dODEzMT5VNSbivmSEd/kyJnR4eMTY6dmJs9OT5yZGD41NnhycuT07MT55JwnOeuJz3TGpzuT0x5rzp+LhnKJkBX1pWMeK+7NJDzZpDeX8uUtX97yJiItmWR7Mesr5f2FnDeX6cxnOou5tnzmeyt5OBk7mo6fTsWa0zHPYnH0xytWKR/tDnbu2f3FQw8+yLkuyUCSFC6chqtaBlwBTIWMcVNVEIYYQ0CAzKH80PpVez77g6fp0FhfSyrcnU/0pCPtqdmm+NS5+NTZxMz59FxzJtKei9ktRJ5C0ldM+gsJXz7uzcU8mag3F/fHZ9vSEV8+2Z1L9sxnh5eKk9nEwGD3+fPff739vZcfXN9Y4TQMpmpYwqoEFQkoEgIywgrBkHM7lagLIcrK3JVVNe6KatPlppqJmcaYoRFdx7oguqG7ysuqKqpqK2vrKurqqhrr3Q21FXU17poKV2WZ6TSYoITe+jRnT4y1AbInxmIEMAIUY4qJLUEoI1QjjDGGKAOMAcYQ44gLIjQidCI0xASiXIZUVrAK7cK+AAipquR0wudffNTjPXHpYuzatWShOJJOd1tWKJ3yW5Y/nw/NF7uKhUCxEJgvBIoZX8nyFtPefKozl/Rk455MzJuJ+nKJYD4RzMVD2Wh3JtptRbqtcHd6LpCY60hFPJm4L5sMZOKeVKQ9NtMcmTqfirSlox1WrDOb8OaSvkI6ULQCJau7mOrNJ/vyqb5csjub6MrEuzKJgJX0Z1KBTMqfSfnTli+T8VkZXybjz2Q8+UxbIds6X/AuFgOLxdB8vruY6clbvaUAJlXBAAAgAElEQVTc8I+X4n++msnEh9ubj3zwh1ceuLfO1IH9hAuwTCkgBGFECRIECqQQkzlNqhuU313f+PIzT32y/d2j33w20nN6brwpOdeZifmtqNeKerNxXz4VKGVCJStYsgKlzM+az3YvL00uLs6UCpPhuS6v5/je3X98+cUnHli/ttyp6YwQAICsQIlglTGkMaIRQgnFlGJMESYIU0Q5YZxCBA2HCTFigusOQ+iaiiBj7MnNj7/w9HONNavWrr6roWG101luuMqMcrezsrKsuqaytr6ipsZdWWGaDsY4xrfDpAKgQmgPjILIHksJMUGEYMIwZZhyLDhhHAtGBeMa1XSq6Uw3uOEUpssWojokmgKFDLgMuAIFJCbiumFyYUCIJXelY+urz3T3Nl28lLh8NZnNDuVyA4V8fzbbnc2E8vmuQqG7mA8t5EMXcoEL2a6lbGgx07VghRas7vlUdyEeKsS78rHufKQnG+7Ohnsycz2ZuZAV9WXjvkIqWMp0z2e7CulALunLxD3paHs62p6Jt2cTnfmUt5D2FTO+UiZUSvUXkwPF5EAu2ZtNdGfioUw8aCUCmWTQhslK+TJpf9ryWRl/JuPLWp5CxlPKBRYKwYVCVykXLFihbDKQinpzya757OClhck/XY79sDA7N+5pObvv9dceu2d9DaOyJElQlUxNM4VLYAdHTrejzqFVABlDCSEVEFXRmbKmTt/y0OoP//B8R9OB1FzXxfnpi6WJQnogE+sqWv0/LIxdvTh9eWm0mOmJz7aNDZ05duyznbveeeHFR9euq9YNpKiSJEuKIiEECWYEC4p1RkyCHAQ5CNYJZT93WjBMGMYUEYYNh44pcpY5Hti4oba+Wjc1h8s0DG11fcOGu+8rM5xVFVUuVxlhzFFeXllfV15TXV5bU1VXV1lb666scjicjHEA0W0w2aPHoD0jGCGE0IojEEaMIE4wp1hQLBjWKRGMa0RoN2C6wdOvwWRgrpsOTTOI0ICmExlIZRX6m2/9Lhg8vXwheuliZGFhIpfrt9LdGaunkO9bKPYvFbqXC6ELuRWYFjNdC1b3gtVdTASLiVAhHizEuvLRUC7SlQ13ZcOBVLjTinVkE95C2l+0gqVMyJYV67RinZl4Ry7pyae8RctfygTms13zqZ5SsruU7C4kuvLxUDbuz8b9mYQvm/RnU95s0pdJebNpX8byZC1fNuPNZ7zFrG+hEFwshhaL3Qv57mKmu2B1LeT7l0ujy6WxotVfSA8uFcYvlmYuzs9cvZKYmPDs2/3Hxx7dUObQgSxDGUAJU6Tr3MWJiQDDCFOKOUO6BrEqQUkiqlThxJseXLvzg7d87SdjcwMXStFcamJy1NvadHD3rt+/8uJDD66vqa81IJIUKCm2wT2UVCgBKCMMKCWMcUoFJRolGsE6wTrBAlOCbzfzQTZPAIIND96/7+u9L219sczt0gwhBMMq0CmDqqprmtA0QLBZ7nLX17pqq8rqqisaaivqasqqKw2ng3CmInhrOcUedA8xgPj6iFy2MtH8+oR8gjVMNIINTLQVmx5MAKGQcnvYg23lA6lQIJMBvQETohpEUAUyE9jh4oaDUKYSIrnKtLfefqG5+WA+N375UrxYHEun+qxUXy7dU7SC82l/KeUrJr2FhM8OF/JxbykVKqVCxWSwEA/mY4F8LJSLBrNRf2KmLT7bkphrTYbb7E0tn/IX0oHrMHmu73HBUiY0n+2aT3fNJ4PzyVAxGSwkAvaLZxOduaQnm+rIpjzZVEcu3ZlLd+QtT97yWIm2XNJTSPtKmUApEyqkA7lEwIp5UxFPyepbLozOZwaLqcH5zPBibmI+M7ZUnFqan5nPTc9N9bae//7j7du2bNrUUFNPEFcVrMj2UEZFgQpAKsTA0DWDMwqBah/Ww6CizHHX6voXnn1yy6MbG+sqOQHy9aN8GNlH4CVMZEIVQlXGEOOYc8IYtaepUsop5QQLggUhtpEQ/KUkWVJUpWFV/ae7dr6/fVt1bbWkSIRgXQiCsCzLhFFu6EgwUe4UFS5HbaWrvrq8sba8vsZZU6m5HEgwGd8GE1BV27zhdphWLF0RFhDpCBsIm4joEoAyBDJECsIqxoAQQDgg/FaYmAI5JDoiOkBYVmQVAM0UmsEBUmVFQlhCSC53a2+/9dzQQOcPl9LzpdlYpC8R7sonQ8WUr5gMFJL+fMKXi3tzMW826i2lg6V0qJgKFlPBQjKQT/hzsUAu7rNinalIe2Ku1UYqFWnPxL25pN+KeTJxbzbhyyX9hVSolOmaz/QsZroXUoGFpHch6S8lPMW4Nx/vWFGyI5fsyCU7sqmOXLojl+7IW535dGcm0ZlL+ArpYMkKlazuYjqUSwQzsUA2FprP9C9khgrJvly8v5gaKiSHrEhPdCoQn+vJJceXS/FLi7n5XDoenu0Khtavv183TMI4YlTBskwkqKmQQyYExkyRsaoiCAnGDAD88/ksSVJVSAjhnAtNaJpABGACKcOMEyYI54wyQilhjDBGKF0RIZgQSu5AEiIQYsA1VuZ2vf37t/fs273licfs5co0DQgBpliYuul2MafO3U7oEEaN21lfVd5YU9ZQ7ayp4GUmFFTGt3YNSJIkS5KqSADIdsyEEEYII0RtpBAWAGsA6wCbkOiQshs+WtctQTQitBWYEJUhkQFVIINEQ1SXZCjJQFERpowLjWuccSI06nJpGKmSJDU21uz445v9PZ3FXGRpPryYH17M9c5neuczvSWrp2R1F1KhQipUsrqKVrBgBQrpQD7lzyV92YQvl/Qt5LpLmVA24U1F2lORdivWmUsEiqmuTNSbifmy8UA+GSqkukpWz3ymbynbu5DyLyY9i0lvKdlZTHQW4m35eEc+0V5IdOaSHblkZy7ZkU935tOdecuTt7y5hD+f7Cqmu+czvfNWfzHdm0/2ZmPd8WlfOhyyIj2p2a5srH8pO3EhNzlvjRbTY/Hp3sFQS8vpQwe//uLTj7Zv+/3br2zd2tjYSBhVCaQmgxpSBQAGkLmqEgoxB5gDxFTEIBFMmMJwcd3JNIMKg3ANM42wla+U64QyFSJZUWVFBQgSRrkm7PXo5sAIU4wpuhNMsirLqiQp0rp77tq0+ZHVa1fppuYqdxoOHWKoO3Xh1KnBZQpomU7dul5bbjZUlq2qdjVWOWrdrNwAGpGIegtMLz73+L3r6nUObrTiIahyzhijjNsd+0gBhHKTcBNgpkCgIBXY05d0jRuG5jCFaULKAWEq5ipmKmIqZrYnooq4CpkKGcAMYY4Jo4xzwXVd0zTGGUFQlSSp0u16f9tbg/2eq5eii/nhTDyYS3YVrb58uruQ7prP9S7PDy0V+xfyPfPZroLlzyY9+bSvlAsu5Lrms8FCOpBNeK1Yp13DSoU7cwl/LhEspHpKVm/J6i2mewvJ3kIimIt0FOOdxVhHNtxaiHUsWIFCwpucaconvYW0r5AOFCxf3vLlUh4r0ZmKepJzvmQ4mJgLRKY8s2OdkUlfJta/mBtfyk+WrNHkXM9YX7O3+bvjBz/b/ck72995YcvGuzesrV1d46x2MZdOBF05Lo8xAgSoBCAdAR0qOpA1VeYq1higREZARhBQhoSGhACMEV3HmkBcAEZVylR7V8OcMJ1QDWEOEYWQQkRucqCz589DTCGmgDBIGLyZpxuuKgqQhSbe377tmWeffvzJLY8+tkkzhOk0dFOTFElWZSwIMwUzNWBQYFDFoKKmzGyoLF9dU766xlHr5m4TGkxhtwbgvYGzvrbjxw5+/t7bL2y8f1VlmU6A3dwpqaoEoUIYYYIihFWAJFWVVEklqnAI3WVwQ7thgHR9rii3pWKmIq4ivtKZhAXA4nqnG7fbI2VZBkDVNU4psbvYVtVXfLrjrcGuM5cX5y4tTKci3alwMJ/qLaR70zG/Ffdnkv58OlCwgnnLzg/5k+GWdLStkPYv5Lrns135lD8d8SRm29MRnxX1Z2KhbCyUjfVkYz3ZWHc2FiomQ8VUIBvuiE81pec6S1bPvNWdjngz8YAV96ei3li4IzrTFp3rTMcCmWRPdCaUig7k0xP51Hhkunugq6mz+dDpY3t2bHv19ZeefPyRe9Y1lpUbkEMZyxKSJCRJWJKoIlEgMShRpDICKUOEIcQx4BAwIDFVEorEVZmrxMCAAwlJMpGhwERnkGMZKwoBCgUKReqK7G4cCqlARMNEYKphqmEqMGGIMGg78hIMCUQUYQpuLFG3wQSQqkKlcXXj4aOHXtr6gruyXDc1BSgOl4kIxARSjqkgVGfU5NjBocmAgxq15Y6GyvJV1eWrq511FaLCxAZT+K0x02Dg+PRQU3i8c3akfaS3qaPp4Ocfv/nME/fXVgjbYglhgDCwOysIhUwjkAGVACyI7tLNcgc3dEgJpMwWIBQQrmK+skoRoZKbR0cIhDlCVFaAoqoQQlVVFUmWJYkgaHCCJGl1teuT91+ZGfFeXYrPZ8bDk77whDef7LNiofhcZzLcWbBCS8W+ohVMRtqT4RYr1p5LeoqWv5QJFa1gPhnKJYLJOU98pjM62Rkebw+Pd0YmPLEpf3I2NJ8ZLKR703O+6FR7fMZrxbrS0WBsxhue9EyMtoyPtEQjoVJ+rJgfm5sO9HSdOX/m4LcHdn3w/hvPP/vYxg13N9ZXOA1ityNiIHOscKoIImMoAUlSJYkTVVAoCOYEc4IZxYwSareqcwwYBgwpDMkcKAwpDEABgFBUJgOh2OM2oAAKlVWmqkxVKVApvEkYUg6puFU3PnYCiO15TCHDiDHEya+uTCpUVKhWVLm5xiknQueyKlNGXGUOxjAhEFMVM4gEwibBTkbKuKOu3FnvdtW7yxsryxrcRqVJDKJQ+RaYEuNnp/uOjXcdmR04lZzuyEQCVjgYm/b52787sPf9rc9vvu+e+voaR5mLMSpBpAiDUp0gjrBAzODMEERjkOHrBqk3kFoxc7JhUglXry9akHCIOQCIUC6ETinDiCCEVRViCMt0xoEMJamh0vXRtteGe9tK1mQ+NRqdDqZj3XmrP5fuKWZ6Fov9eSuUCLfNZ0MLuVDR8hfSvlzSl014s/GAvcHl4t2puWBsyjs31jk11Dox0DI50JoKd8dng5FJf3wuZMX7rcRgKjYQD/eGp7uHBzv83pPnzh387ptPt217edOme+rrKx0GQwjcGI0CoApUSZYlziAXkDNEGWRExUSlGDJKKKWUcPuRilJOGCGUEWaPwyeQUkgxIEShCBACKJSxBLmMdZWakOgYCwiYqhLlZxMUim8SBYwBxm8VA4yphKmEq4SplADKAWOQCcQ4pviXMNkPkvZ/CkAAMZQVWZIlziiQbw7+JcBUYhLh1sob3K66MmdtmbveXdFQ4apyUoNItx0osCa+n+s7ONP9bWToSGzkZHjoZHKqdSHVU0z35lN9yXBwaqRtsOdcW/O3u3a+/eSTG7mOZCDbbbKAQqwRyJCMFMhsoz5+6xJF1RWefoYJEA4p58JgTEOIAIAxppxrhDAEkMBYR8AgCEoSkaUH7m7Y/+WOiSFPwRq9UJpeKo7n033FbN/FxdGl0pCV9JWswGI+tFzqvTjfu1ToLaQDqbAnNt0amWiPT3nSc6FsrDcfH8jG+q1wbyrcO5+bKmQnSpmpYm46Mtvb3np0z5fbt723detLTzzyyD21NWVMEIQBgBJAEoB2472KEOFCd5hO3TAwxrKiIIwRwQhhiAFCCBFICCaUYqojahCqI6YRqhHKbSHGb3w49ieDMAUYS0CCXOYm1Z2cGQRxCKiqEoAYvt7nzq5LQLqCzi9lf8IrnzMVgArIdMg0TMmdYLLdVhSgyIokKzcjJEFFgRBCBBQkS6okIcld7y6rL3dWOdw1ZdUNlZU1ZcIgMrgVpqng7qng7umufZHBg7npM6VYa2amKTJ6KjXbZkW9uWRXKTtQzAylE33JaM/sTPe33+3e+vpLjWvqIAGSKqkEqERVkYIZwZxiRjFjdvwECQOUXv8fCpVwBTOVcPsspdBNTBnChFBGGbftHDDEJtc0RDSMTYIElKgquwR44O6GQwc+mZ3wX7kYvTA/mYqFMsmuxdLw0sJQPu0vWr6FXNdSoWep0LuQ6y6muwupnsXsyKXS5LXl6E/LiUvFcDY6ODviGwg1fX9s386P39n60lObH91w19pa00ERkhCSIPp5ZIoKZUwRE4RxhhAFRCAiFERlFSsAQ8yp0BDlwHb2IARiCiklTBChIWZC5kDMhExHTEdMs3XdPUFge6PHHCOOEJFkCVPV4dLLyh26yTFFtocRYew6iNp16YhpgBHAMGDkJt28MgmVCEA1QDXITMg0dBtMCACkqFBRgKJCWVIkrlF3ZVlVdeVdd6/ZvHnji797Yvt7b373zZ5zZ4+fOPndjo//sGnLxprGKkeFobm45uTlVY76hqraugrDoLJ8K0yhtg8HA59P9H01PfhNZOxwcuZ4Yvp4ZPxoYvpUYubsvBW4PD+4kOlJznZGJ9umx1unJv1e34nPdr3z/AsP3XtvdbmbmU7EuAyxBLGMCUAYAAioEELoAFHEdAVRGVBABRYGoELBBDAmHCYSFBKgYhUQVYayDGQFKAhCjRk6NwjCFEGNE4qBJEmCw4cfvnv//p0TE6HFxeiF5VihOJ3JDOVz/aV8/+L80KXlqcuXZi4uTRVzo+n40PiwJ+g9dfzQng/ff+v5pzY/cM+aNbXV1W6X4Mg+tbJy1keVIVYZx/ZUFcIxoljFUEUQM8I0AexQlmuYa5BxxAXTTc3hQExgzokQtjDnkFJACKD2wsBvaOUoBGGQEIgZJAQSjignhGNKIUaYI64LYWhEMEQxJBhRghm7LnFDiAnEKGQEMnqbACE3Dl+s7ADX3xpgqCKgIBUgFVPIOBI6rm+s3PzY/W+/8+L+AztbW490dZ2fGA/G472l3NDy4ui1y3M//Ri/fDlaKo3H431j4549e/748stb7rmnvtKtuwwmKISKpEi3wtR8brun7ZPe0N6h/q+HB74eGzwwO/ldPHzCip4OTxwZ6dnfdmr74b2vnDn0nr/5S1/zl562vefOfrr7y1c/+vDZ37/92EsvPPD6a5tffOHhqmqNUhXjleGLsiwTTAjlVDgA0SE1uFnOTZeKmYQQYEwlSMVAxaqMZAlLMpGAUJBACN/Ib3GEKcQIYowIBEiRZAlRZd29jTs+3uYLtiSs6YULycvXUhd/iGTzI8OjLSdP7d7x4esvvbxly5b7a+tcLqdGr5+rscMDRcEIE0Tt8JiuiFHEbPty2wiVoBuWuoJjwTHn1018+Q3Hc6pptt3KzR7DP9ug/0K/9O7Ftk254IhTSFcsr2+8yA0r879Rd3pfzAUgVIZQJUAzRG195X3r127esuHDj948c/abqUl/Oj0YDQdnpjqS8eB8qb+Y9+RzLdlMSzbTns95F0rdly4MX7009eOV6IXSzMx44PSxr37/+nMP3N1YXWa4tFsPFLQ1f+Zp/zLk29cd3BcK7OkO7B3o/Xpk8JuR/gNjg98FO3cd+PK5P7yxfuf7W77d/eqhfW952/b6O786dvSDjz9+9rWtG996ffO33+xobzvcfP7giWN7P//8j08//XC5W7NDQ1mVZIgAEoSbXHdBKmQFSipCjCsQywBIQJGALEFZQbJKVEjR9eoRu15DsqefQohVFUoKkBQgq0AROt7y5CNf7vt4977t77z37EOb1lVUC0RXilYQSwBKCKuMUSE0IQxKBYJMURAm7Dduxi/ysfxmO+hbrKEF/xXD6jvc0V+FyX6XG7/AbTje+OffqDu/NQWEqBgBCiknmslcZaLcLcrLxaZNd3/5xR+6Qmfi0b5cdiRrDWXSPflcVz7vz+f8+Vwwn+8qFnrmS/3zpcGlxbFLy9OXL4UvX4pcuRTNWSN+z5Hdn79zC0x7Pn99/9fvHTu84/TJT86e/qT5/M7O9i9Dvr3dga+mx06moq2R6fODPYfazu06tO+tT3c8/cG2LV/sfP6b/e8cP/pBS/Oe/t5TM1OeSLgrmxlLJgYTicHhEc+efds3b7mnrt5wOCnEAAC8IoggwhhTQqgKIISYUMaF4EJQxhEmAEJEsW0jeh0jhAjEFAqdIQoRAbopTKfOBAFIsSudCpAQVhjHjCMmVMoVyoCuMyHY9XIVo5RxpjOuUf5bf9l/L0w3aLBvp83K3wWT/f3fwMR/UnbFAhCsEoApohzpBjVMRikiRHI6+H33rnnj9We++mrH6VP721sOjQy1zEx3JhNd+exgsTCcyw4kk12xWCCb7bOsrmQyYFmhQqG3UOhJW4FotP0WmNxl7J51lc/97sH3tz3/5RdvfnPgvaOHPzh18sP2li8C3n1dgQODPUdGB0/0BA92tuxuO//58cPvnz+9M+j91t95oDt4eGT4TG/PcZ/325bmfceOfdzUtNcfOnry1GeffPrKx5+8smfvtj27P/rjtt8/+fjm1Y215U7DoXNBMVRVe4AqkFWkQooIw5QTwSkjFGCmYAZWRO18LrJrBZhiiBFEmFBKOeeaBhGkDBomNR1c0yghEEAFAJlQTAhesSUlmFDCmOBCx7+5TfztMN3Y724m6T8H080Y3XzZP0TXF04Ern+Mms5Nh3CVG4bJIFwpfCiKpOukptp5zz21mx5Z98rWJz7Z+c7xo196fSeGh1umZ3zF0kgm15u2gulcKJboGJs8OTZxYiZ67haYMFIIkYRQTBNVV2sb7q954fn7t217/JsD7zSd39XWurut6YuAZ3/I942vY3934LvJkTOTI2emx873hQ4P9BwdHjh54vgHH2x/4vHHa95+56Gjx973eL8OdX03NHKyq/fw2bO7BvuapieCk6P+3q4mT9vJlnOHjx/au/uzD55/+rGN962tchngekSDZVlnhDGFCIlwhXCZcIVwuyyAuWAAAoiwbjgNswwTQZle5q7SdIMyDhHBhDEhuCYIo3bPl9BsP3HBOCOMQoQAQr8dc/wnYLqNg/8cTL962T9GCGCKmMaFoQldEEYhgipUGWdC04QQjDGMCQBQVVRFvfFsIqlA1nVYU2fee1/tI5vXvfeHZ3ftfvvkqV1dfScnZ9pnIu3jU01DE7dOjoMQMI4xVlRVUlRJBRKjkmHId63Rt768/ovPXzp8eFtHy+7u4He9oSMDPUdnJ5oS4c5MIjAzfm5i5PTcdNNA7+H21i9bW7/wePb09B4cGTk2OX0mkWqPJdvGJk5OjZ1NxXzFTP98dmixMPrD0szV5eiVC9GL89Hk3ECg/eSB3R++tfWZR9avrXEJCiV7gpUMJEQlwhWAZYBUygkiiHKmaQZlOoBMVSmEnBAD45XHZkw0iBhEFBNOmcaFwbhABGNKAIYAQSYYIujGjbxNN8cf9m3+5Qp0px/8jzaa2/evm3+HOwH3t+jG9Xf6EUgw0xjlFFMCMVIhVACQFVVWFAUggCgiDBGBEIeYM6pz4QAAKlAFEKhIgUhVkKyokgQkBUiaAzasdm/asv7td1/ctXvbzl3vvvP+C7fAJEuyrgmMVAglCFc6CBiTaqrUhzaWvffupqOHtnna9vaGDg33nxgbPjU9djYR7rDi3mSkPRXtzKcDOSuQiLbFo22RSHMkcj4Wa0qkWlNWRzrTYWU6kvFmK9GaT3vm86HFYs98rqeQ7s6nupdL4xfnJy4vzf14KX55IZKY7fU2H9m/94PX3nj2oUfXV9W5uA5ksJL14Rq1B+kgzDERmGgYmxg7MDZuzPu+rpUhYJgw20xc6BoiWFEVzRAIg5uXnxvLw2/j8qvx9X8YCN+M5m2w3iwFwV8C8R8Cal+vIGhLhuBOVzLBKWfXPz0KEVnpXaMapAISDRINEQMSAxEdEA1gphACMFYpRZRBxjFjiAuq6WZZeVlllVlebjhdusvFDUMht7btIkUmSJEkCSqS04TVFfShB2tf3brh/Xcf++KzF08e+8Dfsa+/69DowMmpsbNzU02JuXYr1pmOdsZmmmOzLVaiI5P0pOLtmVRnIecvlUKFQiBttSdTrVamo1D05TLtpbxneTH4w3LPDxf6lud7StlgLu3NW6GC1VXK9C8Vhi/OT1yan1wuTpYKk9ncdDQ5Nj7d19z2/cefvv/K688/9MgGw1xZY+ykHyYaJjrGJsYGwALclFtfEaayohKuMV3TnQ5hGpASKjgR/LZ7/N8E0y/f5b8Dppt5utOVxC4NkpWnY4iIipmKmV3Xs9ObgOq2FKYpmEmUKITIjAIqVK4BpkFh6GXV5bWrK+vWlVWvdlU0mhWruFkjE+etMZMiOXXk0FBjjfH043dve/epQ99ua2v6sq/r0PjQyfDk+fhcS3yuNRnpyCX8pUyokPLnkp3paHt8tik215SMtGaSHdmUx0p1ZC1PLuvLZX2ZjDeb9ebz/kLRX8h5irnOYs5TzPqKOV8x5y/lgqVcaD7fs5Dvm8/3lzL9pWz/YmHoh6XpKz8kLly0Mvno4nL28rWl4oI1G5k4eOjAunvWEGY/BTJCNUIFobotQBig9HYRqmAMKFUQVDHEgmPBEKdEE/8HYPrVt/jHwvRLnu50GUIYY4LQzx27NypadtVFZUJlQrkuiZIVMaowoQhN5bqqGdR0m1X15bVrnTWrnVWrnTVr9PJ6oJXfAtOD91Z/suO1w998dOy7j8+e3OVr/3ps8NTM+Nls0lvM+OezgZLly8U7s/HOUipwIde9lA0WU51WrM2KtaWjbclwSyrWlkl2xsLNc9NnZ6fOxCMtmYy/WOwuFLqy2cBiqadU6MpbgUzKl7MCpXz38sLQ5eXxa5enr16avrw8fWlp+uLi1A9L01eWw5eWo5NTfW2d50+cOrxz14ebHtu4am1D4+q6MreDcoyp/Xdm1xkEoQJTARkGHP0shgHDgGNm6gpBCoYyVCWoIk4BIyr99Tv9D4Tp5he/Oer6e2G6OR66Wb/cT+905YoUBFRse7gjTDFhiCDlU4wAABHhSURBVDG0UtGjKqcKp7KgsiCyoLKgEiMr4lQSTNa4rAlF11h5uaOutryxwVFXa9ZUGzXVrLxM1m49N/fs4+vOnvg8MuUtWH0L+f75bNeFUu9CLpiLtxVTHfMZz3yqMxdty0VbSwnfhUzoQj5YSHbkkx0LWX/R8qXCzbG5plSsLTbbFJlpisw2JSJt6aQvmw5mrKCVDmYzPfnsQKkwtDg/emFxfHlpYnlx6sLCRCE7FAsHhgbOezsOnzj22a6dr73y0sZND6+96666MrdDMxjXiW1BDpEKsXq9YMoop5Qxyhi1IeAQCnCTIBQQaYiZGuS4dnVjzepGQLFKMeRcxsjOMqsYyRDc+Ju+bSe6ztDtm9evLh6/uhrZ39/ISP13wAR/kU34VcmSbauGACA2TLbnJ2AUMKJwonAkCyQLINku24xKjEmMXYeJyjpRDErLdUd9Wdlqt6PeZdSZZp3JKrli3tqCIpB6/7qqd1598tSRz2fGOuYzAxdLw/PZnlzMU0h6Fy3/Usa/lPEvWr6ltHfR8hbT7ZlEczHjuVAKlfL+ZLQ5Fm5Kxtozca+V9Kfj/kTUGw97EhF/Otmdzw4uLEwtLc1dWAqXilPRaG9/3/nm5u8OH/78928/9/hj99XXOjRBKIacypxKGEsqkGRVllQJEigMoRkaE4wJRjljgl8Xo4IRRiBDgIKV1h+mAgYAh5BDxDEgEAvy0KOPbHhoI+ZMgQDR649OGDFDq6ipKq+qdFVVOCrKicGQYFjjRPs5HUA5Z4LT65luIrhNib2zQErI9SDMvl65bsIuA9VmSEFQBirAiOnanSKnvxemX81w/hZMiiqrQFXwyspE7aKQuF4kxgpHCkeKALJAskD2MDnZNlXjTNaYrFFFp4qBqFsz6hxmvdPZ6Chf7XTU66wS3waToABTFbkN45EN93743hsd5w6Hx/0L2dFLpbGrS+OXSwOLGX8h0VaIt+SSLanEuWTibDrVnM2057OeXNZrpb3JpK+Q7ctafelkXyY9UMiO5bPjVnIkGunr729tbj2896sPX3396Y0P31tX5zZNwvjKhr6STSRCcFPjTk1zcuGgmoNqxq3SAGGIM6prwjSEQyMaAxTJSFUxBgRDxq4/aRMVQRWqCENFVcorXOXlTiGYJiglkDAEMZQU+cFNG0+cO/X5V7vf/fD9F9582d1YqVc6y+orKuurK2orXe5yh8tZXl5RWVntLHOZZS6nu9zpLjfLXMI0bICI4JrDFKZh22VrDpPr2t3r77t3w/1VNdWr191V29jgrq6qa2zQTYNq4ras1a+mBm6JdX5zw/2l7pQJW1kv6R1/8AZV9jeIYkQxZARyBrhQhKbohqIbqsMk7nJHXU35qnr3qjpnXQV3G9hBbw3AgaBIQ4ACWUWKomNQ6zYfvGfNzu2vnjv+xfRI02K292KxfzHfdbHQfXGhJ5VqT2c6I7GmuUhTJhvIZkPJZDCX6y/kR+Ox3uGhto62o0e++/zjD9965cUnHn30vppat8MlmKYCLClAkhVJUiSIVGyf8cQaoTqhBmUmJU5KnYy5GHf+LGEyYVJuAsTsOj7XdK7plAtMGSSY6RozNGEYmqEJXXCNcUGZIJrOIFIwUXSNcIoYhgRKkiS5yhxUYw1rG3//x3cffWbLuo33Nty32lFb5qgtL2+sqllVX1lf466sKHOXV1RUVVfXGg5TmIbudBgup+2x7q6uqqipNstcRHBhGk53eXlVJRG8pqF+xycfb/tg+5annlz/4AP1qxqfevZ3u7/a98zzz9lp91+F6bejrr8dpr/3+juJEDtMJ5BTyDRFaKpmKJqhOpzEXeGoqytf1eBubHDWVYlyE5u3zmdCgMkSUGSAAGAUG5wwLCNFwqrkMuCD91X+4e0nzxz/eGzw+1wyuFAcXFwauXBpIm11J9M9yxdno7Hu8+e//vbbjz/+8I2tWx/fcH+Du5xzoiIoIVUCqqQiGRCVciQMqplC6JwKShgFyO7UogD+fAwGIZ1S101y3BBEAmNBiEapzpjBmMGYRhmDBGIKGSdco5QjTBQAVzqTCFUIAU4Dra53P7nlwa0vPdHYWAWRKgwGMFCQAjUkEUnCMnFy5ODUpetlTuEwmeCYEs6FpptC125AwA3dLHO5q6uq6moNl9NwOZ3uchsybuiI0araGs1hckMXpgEQdJSXPfLY5lVr10CMbgRP/4dh+nv1X4IJAAIhZpQLITinlECMZYwkwRRKJKhKqiTpTLp7TflrLz3yxa63mlu/HRnzjk+GBoc9Xv+Z7TveaGh0M65QqgAoKbKkqoq9CQgmKGVct9uTDKbrVBOIMUAwtCdJQaygFamYqphCxAkxKXZQYt4knRKdM4MxgxINY44hw4gRTAlZOR9tN9ViqlZU6Ovurn7kkXWvv/701199dP7swd6u5okRXyoxvDQf6elqvueeBgVIQseQqka5AQSiDqFQKGFZZhAJplIsq4okS4qiQoyYJjBngGA7WoeU2Aco7FNukBJJkQFGwjRkCCRVkSRJgYDpGtWEHRIpQOW6dqdt7u/V/7dhghBhxDhlnGKKEIaYAkwBABKhMheAEsm2OVdliRDJWSbuXb/m0ccefPDh+1atruOCSrIMEWScQ0RkGSoqpsQwDLfDrDRMN9OciOoyWOkOURDFXGOGASgFhKxMz2UrJ9EJo3aTEUOcYEIhw4gQiDGEGCKgQlVWFVlCQGEUG5ooKxMbNjRuefzeV199/NNP3zl5ck9X17mZmZCVGrl0MXZ5OfYvfyn8X//z4r/8tfDna+l//lP2pyvp48e+1g0GkGQ4KdGQghXq1CSsKhwjgzNTJ7oABAMEMUaUU3JrasCOvmUIJEWWZOlGCsAOt6kmMGcQIwVBbuiO8jKAkaTINlu/ChO5KcAntwb7/5Bt67dri7/SDfFfgYkJiggE0K70ySpSEFExWzl7hQgASFZUu81DJYyoAKgQIEwgwooKVIAo0zTdSZkBkVBUBqAg1MF5GaVOjA1Nd3PNRaiuIqpCotodc5ogjCCOMUWQQUQBZMB2/VZlCcgSViQMJQZlTmSNKhpXa6vMtasqH9pw1wvPbf7og7cOf7e7vfVEb3dLOjFULExcvBD56Vr6L3+y/vRj6soPsSvLkR8vRy/OT/zlauzHS7OXlyb/6cfEX69F//lP6eXF6I7tb2Asq0BBTGUmVQkgDgE0jgzNhsl+mMIEMU4BRvZqZG9eVBP2HbWXqxuPaUzXMGdUcIiRZhpUE1QTmsO0o/XfCMD/fwUTpkiFiiRLCpARgZhhFSqSImGGEb++hNq/FrPjCEPTTaE5GTft0r1ulDldFXZpDBONMoNxkwsH504uHJrmMEyXoTsJFQCsjLiU1ZWCrr09AShhpgodmk7SWOu6d135lodXv/rSpp0fvPLt/u1nT+7uaD04NtgyO+VNRXuK+ZFLi9NXLkV+uhz78XLs2g/hKz/MXb04d+Xi7OXlmcsXZy4vT11dnrqyPPHjxam/XJ798+XZv1yZ+ZcfI//jp+i//SX9f/+vi6n48GOP3qPIkgokw8kVrGKdA8FVwSHnkHPEKGSEMEQYRpze3MD0c+LgVj5seojgt6WC4K+VjW+5eXeA7O+9/h8F0/XWc4YEQ1xXNd2GCbnKUVk5r6gwa6vdjQ3ljbVGpYs4xC0waRrDFKqKpKgywpAyQiiGGCKKVQQhJcI0NYcTMa4iDAilXGNMMM41TTcdDtN0cMERRhAhTDChlDKGCYMIKyqUZVWSJFmRIJAQlDVOysrNxvrK+9aveurJh557YdPrrz39x+2v7t37wfGTe9rajoS6TiXCQSsRyqd653MDF0ujl5fHf7o0+6ers3+9FvnLj7N/vjL94+Xxa5cmrlwavXpx/OrFscsXxn64MHF5aeLKhfErSxNXLoxfXZ64tjz206XJv1ya+usPU/90Zepfrs7864/T//5j+H/8FP3L1fi//dN8f1dTfY0pSRJAMqQQcgo5B1zcgAlxvHIi9jdv6i91p0LvfwdMf8uK9Y+FibndvwVTRZmpaQSpiqpIGIGfjS4QkhQZEmw/DxMuACaUc8oJwioAkqpKdjvDiomQbG+FkmbAigpj9Zqa9fevfWTTfc8/t/nN15/56IM3v9q74+SxPZ3tx0YGOyJzvcXcVKk4NV+cXlqcuXwp9tNP6X/5p/y//2vuz1fnfvph4tqFsUsLg0u57qLlzyc8mUTnfMa3WAhdXuz98Yehv14Z+/PV0b9cHv3T5dE/XZ7+0+WZny5N/Xhx8tryxLWlsSuLI9cWhv9yaeKvlyb+6YfJf70y+W/Xpv79x6n//dPsv/84e2Vh7P/5n8v//GP+y8/+QLECkUw5pZoGmYBMg0zcDpP49ft6p23oTrW5vxemO+m2K//Dbe4/fJ2/GaYy6CpjbrdRU1XeUF/WUKNXOG+HqcrlMgUnigJliUKgCWYammFonFEAVYBU+zihAhQZqJhChFUhUFWlVt/gaGxwrV3r3vjAqiee3PD227/74/atX37xzqEjO5ubDwRCJ/sHzo2NtS0Wxi9fmLt6MXJlObw8P7VUGr+4OHV5eWapNDafH8pbfVYilIoFUjFfOu634v9ve/fzk8gdBQBcYH4xDFAKGNdk3csmjdlb20PbpOmpaW89bZptD9302F682NZuq3VXzaICKsgwCwLDgCCgwgwMIPN7QB1ERKxm/5weiHZjrdiuR1/mNPne5jPvvczL9zsL9MYivTFf3FgoZhdLmflSboHNzbObrmrezRWXlIq/zuENDpd3/HzJU6M9mhRvKklNovYEcpePNHbC9WqoUX7V5NcOhEhLjBxJ0Y4c66rxkzp10lg/kBIHaqbVKFTo+Ecfjup0AzAMmW3vQiYLiJpB1HyBqXcMDIxd/XLf8Cn2zQT/A9M/s9E1s8LbwgTaHaDdYXQ638R0uWcaxMwWGEZ0OmhgAAUNZiNiQREjAiIwBMMACOlB2GCzv/Pe6MNPPv348y8/e/z4ix9/eDLzfMzreeZe/Nm9+FPAPxmLzm1seLMZTybjyWbduZxna9uTLywx9IpUC0u1MFfE6ZwnS82mqZntlKu45aWzi/nsQj7t2ky/3E65tjMuJudht7w8HRDpgMgE5VJQYQmFxdVysF4h6hWisROsV/HGTmC3RuzzRFMMNaVIUyQ1idJEShPjTSHW5GMHfKzJRVtCpCVGj8RIR451FfKkTp02Emd76dcH25qYPNaKJ+3a7PS402k1AHrUYoVNlt6uxXNM4NtguqGkazD1xfGmpL6D55uXv76YLMNDjpH7V2OyACCq00MDA4hOZ4IBDIEQQN/b3onAAGI0oCZw9NHD777/Zt49S4S8RHCGIuc3M77cxgoVnSPwZ7h/gsAnwqFna2u/xSK/U9RUOvU8l5sr5OeLhcUd2ssVl4XicqXgKWVdTO5lteDm2RW5HBDKqzV6uVrwVvPeamGJo308syowuEQHJTooM0GFIZQirhRxhcHFgl8pre7tvGqJkY4SP1YTx2riUEnscZF9PrbPk00xfijGjySqIyc7SvJQiLWFaEeKdpXYiRo/bVBnu8mzvfTr5mZX22yqGa5M7dfLT59+bcIQI2aCemnpb0zQ9Zj6jkH+jcutYLok6TYxmRCjCUFMKIShIGYBsPMyZ7ODNjvicFjuDTlG7ttHhs2DNujSabsYajRCIGQAYBBEESOGoggI6fV6g0EHgLren6MGh8xPvv3qxewvPv+LYGAqTEySoWkyMk2Gp0LERNA37l8eW10aI/Bxcu3XRHwyRU2l1//YyswyW65awSMxywq7qlRwtRwQS36BWeGZFaVC8LSfY/w1xlfa9FbyPq4U5JiAzIYUNqyWQ0o5pLCEUsYVFpfZgMwGxKJfLeOaEGnJcY0nm0K8JSc1IaZJ0ZZMtVXqSE20Faotky0xeijF2jLZkcljheqqiZN68rS+frqb6jbWO42UJiXrYurPIy61Trz/wSM9oDdiVqPZ2jvOBkBgEIUgE4iY4f+amfrWqUtXX0xXFqZrll3Zw8Hn3997dy4GxhdD4os1EIbAGAJhKGBGAcwCYBYAsxrMVthmh2121OG0Dd8bfDDifHBVA34Xd/H2cYfpLm4t/gJWSN/DsEZQWAAAAABJRU5ErkJggg==" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Es sobre todo conocido por
su investigación que incluye los estudios de Hawthorne o Hawthorne Studies de
'la lógica del sentimiento' de los trabajadores y la 'lógica del coste y la
eficiencia' de los directivos que podría conducir a conflictos dentro de las
organizaciones.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Los hallazgos de<span style="mso-spacerun: yes;"> </span>Elton Mayo y sus colaboradores, basados en
parte en las ideas concebidas por Vilfredo Pareto, tendrían un efecto dramático
en el pensamiento administrativo. <b style="mso-bidi-font-weight: normal;">La
modificación de la iluminación del grupo de prueba, la realización de cambios
en los períodos de descanso, la reducción de jornadas de trabajo y la
aplicación de variantes en los sistemas de pago de incentivos no parecieron
explicar los cambios en la productividad.</b> Así pues, Mayo y sus
colaboradores llegaron a la conclusión de que eran otros factores responsables.
Descubrieron que, <b style="mso-bidi-font-weight: normal;">en general, la
elevación de la productividad se debía a factores sociales como la moral de los
empleados, la existencia de satisfactorias interrelaciones entre los miembros
de un grupo de trabajo ("sentido de pertenencia") y la eficacia de la
administración: un tipo de administración capaz de comprender el comportamiento
humano, especialmente el comportamiento grupal, y de favorecerlo mediante
habilidades interpersonales como la motivación, la asesoría, la dirección, y la
comunicación</b>. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La
idea principal de este sociólogo fue la de modificar el modelo mecánico del
comportamiento organizacional para sustituirlo por otro que tuviese más en
cuenta los sentimientos, actitudes, complejidad motivacional y otros aspectos
del sujeto humano.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">En otras palabras, el
trabajo de Mayo <b style="mso-bidi-font-weight: normal;">resalto la necesidad de
una comprensión más amplia y profunda de los aspectos sociales y conductuales
de la administración.</b></span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">ABRAHAM
MASLOW:</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"> (</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">1908-1970)</span></b></div>
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" /></div>
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<br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Establece que la naturaleza
humana posee, en orden de predominio, una necesidad básica y cuatro de
crecimiento que le son inherentes:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">a)
BÁSICAS:</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">1.<b style="mso-bidi-font-weight: normal;"> Fisiológicas:</b> aquellas que surgen de la naturaleza física, como la
necesidad de alimento, vestido, reproducción, etc. Es decir, están más en la
vida vegetativa que en la vida psicológica.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">b)
CRECIMIENTO:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">2.
De seguridad<u>: </u></span></b><u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">la necesidad de no sentirse amenazado
por las circunstancias del medio.</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El ser humano necesita
perder el miedo al medio ambiente y a las condiciones futuras. Es débil
comparado con otras especies, y esta debilidad lo obliga a unirse con otros
seres humanos para apoyarse mutuamente<b style="mso-bidi-font-weight: normal;">.
Se siente inseguro sin el apoyo de otros, o de bienes materiales.</b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">3.
Amor o pertenencia</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">:<u> Son los deseos de relacionarse
afectivamente con las demás personas. </u>Una vez cubierta la necesidad de
seguridad, o gran parte de está, surge la necesidad social de identificación o
reconocimiento por parte del grupo: la imitación del más fuerte, o más
reconocido, en lo económico y en lo psicológico, creando compromiso y cierta
competencia entre los miembros.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">4.De
autoestima:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> La necesidad de confianza en sí mismo, el
deseo de fuerza, de logro, competencia y la necesidad de estimación ajena, que
se manifiesta en forma de reputación, prestigio, reconocimiento, atención,
importancia, etc.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">5.
Realización personal</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">: Es el deseo de todo ser humano de
realizarse a través del desarrollo de su propia potencialidad.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Cuando las personas han
cubierto suficientemente sus cuatro necesidades básicas, es cuando se sienten
motivadas por la necesidad de crecimiento. Maslow representa gráficamente su
teoría mediante una pirámide:</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">PIRÁMIDE
DE LAS NECESIDADES</span></b></div>
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" /><br /><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La
satisfacción de las necesidades no se distingue fácilmente, sino se mezclan, se
confunden en complejas formas de satisfacción moldeadas en gran parte por la
sociedad.</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Las necesidades secundarias
se manifiestan en grados diferentes:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">a) Según el tipo de
individuo.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">b) Según la edad que se
tenga.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">No siempre las necesidades
operan a nivel consciente. Un concepto básico para Maslow es el de "<b style="mso-bidi-font-weight: normal;">la preponderancia" en el que establece
jerarquía de modo que las necesidades superiores no motivan sino hasta que las
anteriores han sido satisfechas; lo cual no ha sido comprobado científicamente.</b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Douglas
McGregor: (1906-1964)</span></b></div>
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86dEhIS5ubmly5d2rVrl4yMzJUrV86fP3/8+PFff/313Llz58+fv3LlytGjR+np6Xfs2MHAwMDExMTOzn706FFubu69e/dqamqmpqY2NjZ++vRpcXFxZGQEUjVTU1Pj4+PT09MkrCC4fDNIJpFV/ZXJPyf+v19/kNMof0IE8Q96UMVja6TO1otIf39/X19fT0/P0NAQKKGhoSHIedTX10dGRqqpqeno6LCzs1NSUp46dery5cuZmZkvXrwQEBCgoqI6fvy4kJDQnj17WFlZ9+7du2nTpq1bt168eJGfn9/CwkJCQsLLywsMAT8/v4KCgoKCwu3bt8Fw0NHRYTAYUVFRW1tbVVXVyMhIERERUCpiYmIQCTMyMgoJCampqXFwcIiIiDg4OKioqMjJyZ08efLSpUsYDGb79u2//PILGxsbOzs7Kyvr4cOH+fj46Onp2dnZeXl5t23bRkNDs2nTph07djAyMh44cKCkpGRhYWFpaenvf//7p0+f5ufnP378ODU19RMRQShBY/FjyZXvQoQkXYEs+XoR6SOzSdvT09PR0QFp087Ozvb29v7+/paWloKCgtra2qSkJGdnZ1FRUQEBARoamu3btwsLCysqKpaXl0tISMAys7Gx0dDQMDAw7Nq1i5KSkpmZWUVFhZeX19TUVF1d3cDAAFDg4eG5ceOGiIgIJyfnhg0bKCgowJT4+PjIy8ufPXuWk5Nzy5YtbGxs5ubmhoaGrq6uz58/V1NT09PTi4+Pd3d39/Ly8vPzCw0NlZeXFxIS2rFjx759+6ipqXft2rV9+3YaGhoMBrN169Zdu3ZhMBhaWtrDhw9zcHDs27cPnsJgMIcOHcLhcNPT0xDj/O1vf5ufn//06dM/CRE0FuTM0HoFQPkTIisTHiRp0O8UdHRDQklvb29zczP0YXR0dOBwuOjo6IqKioqKisDAQCsrKw0NDVZWVlZWVnp6enFxcSEhofDw8AcPHmzatImBgWHnzp0HDhzYsGEDOzs7BoOhoqK6ePGinJycjIyMtrY2Hx/fpk2bMBjMnj17REVFubm5MRgMeKPc3NyysrLy8vLCwsJnz57dvHkzExOTlZWVlpbW06dPMzMzPTw8rl696u/v7+3t7eXl5eXl5eDgcOHCBUjAcHBwMDMzU1FRUVNTU1BQYJaFiooK+Zeenn7Xrl20tLRMTExcXFy8vLyZmZlv37799OnTzMwMpOSnp6fHxsbIIbJGqm1VIRcer+Gs/KOIkHM/yQW95ATt0qIp6e7uhkIeKP958+ZNfHz8jRs3PD09a2trg4OD7e3t+fn5hYWFYXX5+PgkJCTk5OQcHR0ZGRnp6Ojo6Oh4eHggWsFgMJs3b2ZhYbl27ZqYmBjEvRQUFGACdu3atWfPHlpa2g0bNhw+fFhBQcHAwICPj+/UqVOMjIyUlJTXrl3T0dExNTV1dXU9fPjw6dOnRUREWFhYpKWl4+PjX716ZWVlpaamVlBQ0NPTY2VlpaSkxMrKCgjCn6anp6ekpKSmpqanp4cHKSgoaGlpWVhYuLm5mZmZaWhoXFxc/vd//3dxcXFhYeHDhw/v3r1DRzr/ICLk8ijkcio/ARGkdrAXlVNHItK1UUALybOIOpmfn5+dne3o6MjLy3v+/HliYmJSUpKLi4upqamsrOzDhw+dnJwMDAx4eHj4+PiuXbt28eJFSUnJEydOqKur6+joMDAw8PLySkpKbt26lY6ObuPGjYcOHaKmpubi4pKWlubi4tq4cSMNDc0vv/wCAG3atAl0z+PHj01NTRkZGQ8fPszNzc3Ozn78+PEzZ84YGBjcvXuXkZFx48aNrKysFy5c0NXVNTY29vPz8/PzCwkJqaysdHBwUFdXh/U+duwYNzc3Gxsb7OZs2bIFsACjA/TQ0tLCdg98BgUFhfb29k+fPn358uX333+HW//nIrKSEpL/rp1WWUMAlFV2ehFE+pe33cmhsDYivSuKx5qbm+HXtrW1paWlBQQE+Pv7Ozk52dvbW1paiomJXbx40dzcXEZGhoaGRkhISFlZWVRUdO/evaysrI8ePWJkZDx16tS1a9eYmZk3bNjAzMx8+PBh2IQ7ffo0ExPTxo0b2dnZt2zZAv4HBQUFAwPDnTt3mpqaeHh4KCkpxcXFISTGYDAPHz4MCgri5+e/du2atLQ0Ly+vmpqaoKDgxYsX7e3tTU1NVVRUjh8/Dtm2AwcOCAoKMjMzHzx4kJOTc/PmzdTU1Js3bwb7AuESuEFMTEzw+ykpKeEHISGh/Pz8ubm59+/ff/78+ePHj+QQ+WY2lkTI+SXfn59dNyJQFAKI4PF4pOGAHAp4MrJSzcDjk5OTfX19bW1tb968ef36tbe3t42NjZ6e3vbt23l5eXl4eCQkJCwtLdXU1GRlZenp6aWlpXV1dRkZGSkoKNjZ2ffv379r1y5xcXEGBoZNmzaxsrJu27Zt9+7dysrKmzZtoqenh/QJrBmkTU+ePFlVVXXo0KF9+/ZdvHgR4mQuLq7Hjx9bWVnJysoqKChwcnLu3r376tWrt2/fVlRUhDwYNzc3CwuLgoKCiorKkSNHYFuHkpKSnp4eUnAbNmwAtUFNTU1FRUVBQXHixAlJSclTp04xMDCAUgFctm3blpmZiaShZmdnfxYi5BTJGts9/ygi0GcFhRd9fX0DAwOwqUYuCbZe7dLd3T0xMdHZ2VlZWdnY2Ojr62thYZGUlHT9+nXYdTt48ODt27clJCR++eWXrVu3Hjp0yN3dnZeXl4uLa8uWLdu3bwcnADQBLy8vBD6cnJw8PDxMTEyHDx8GN3bDhg1gjLKzsw8ePEhHR3fu3DlY2tOnTzs4OGhoaPzyyy+XL1/m4eEREBAwMTERFRWFEAmDwZw5c+bw4cP8/PwiIiJUVFRgUCgpKSFPD0JNTQ2GDFJtNDQ0zMzMLCwsLCwsYJXgZbS0tBQUFN7e3p8/f56dnR0fH//tt9/IIULO7pBDZ1WPhEgkktvoIZeCIycACllEent7wdC8ffv2m9riO6WxsbGysnJ4eBg2YkpKStLS0pydnU+cOCEsLHz8+HF2dvZDhw7t2LEDg8GwsLDs3buXnZ1dQkKCjY3t+vXrkJmAfThqamrYZ9m9e/ehQ4f27NkDTzExMcGaMTAwgKvLxMQkLi5+6tQpDAZz7NgxPz+/Q4cOYTAYWVnZa9eu7dq1y9DQkIeHB8wEHR2dqKioiIiIuLj42bNn4ZNs3bp13759+/btA82E2BFQHsh/N23atGXLFtj3ASsDSguDwYiLi2Ox2L///e+w3v/BiKC7ecHWgLv6TZ/jO6WjoyM+Pj4gIMDHxycqKio5OfnFixfm5uZiYmIsLCyQMIXd9r1791JRUcGyXb16lY+Pj4uLS1ZWFiwI3LVMTEx0dHQsLCyQnAD/lJGREX5mZ2e/ePEiBoPZsWMHPz8/FRXV9u3bjx07xsLCwsPDY21tLSsre+HCBVVVVR4eHg4Ojo0bN3JwcCgoKAgLC0tKSkpKSl64cAHSuOBqbNmyBeEDmKChoQFKQDAogUfg9bS0tJs3bzY1Nf369evS0tIPILK2G/svRQTde9eD2pkjt+TrzZfU19cXFxcXFhZmZmZmZGTEx8enpqampqZaWFhcv35969at1NTU1NTUv/zyC1zojRs30tLS7t2798yZM/v27Tt27BgPDw8sAKTk6enp6ejoYKsF3gh+AwMDw5EjRyC9du7cOXp6engNHx/fpUuXrl27JiwsTENDIyYmBkaEkZFRRESEi4sL8uuXLl0SEBA4fvy4oKDg5cuXYSNm79699PT0iAUBRIAStAFCBB6EZzds2MDDwwO7pvPz8/8piKzurpKMFVl7ycllV8lJWVlZcnJyQUFBdnZ2RESEn5/fixcvnj175u3t7ejoaGRkBMmPw4cPCwgIgLrm4ODALG+zHThwADZXIc/NyMi4e/duOjo6Tk7Offv2MTIysrCwQJAMBuvo0aNqampKSkoyMjJsbGxbtmzR1dW9ceMG3NlXr14Fz/fYsWNHjhwREREBF1VRUfHChQtiYmKSkpI3btyQl5dXVFS8efMm+NTs7OxMTExIWITWGSsFwIUX7NixIyoq6uvXr3+hFvkJ7urKiTEkXZYkQq5KjZw0NzdXVFSkpqaGh4enpaXFxMQ8efLEwMDA3NxcW1tbSkrKwMBAT0/v7t27kOc+ePDgli1bODg4IDelqal5+fJlpPSLjo5u69atlJSUhw4dOnjw4ObNm8XExBQUFOTk5GRlZa9cueLm5ubv76+qqqqpqSkuLn7hwoUbN25oaGiIiYnJysrevHnz+PHjWlpaSkpKd+/elZWVVVJSunfvnrGxsaqqqra2trGxsaWlpZGRkZeXl5WV1dGjR6Wlpc+cOcPGxgYWkERnUFNTg16hpqZGVAhim7Zs2fLrr7/29PQsLS2tFxFyeZG/HhH0GLufIo2NjXV1dRERESYmJo8fPzYyMtLT03N1dTU2Ng4ICICdd0lJSW1tbTY2NvBAubm5L168CHHKr7/+amdnR0NDc/To0V9++YWOjg5WYuvWrdzc3IKCgtbW1vfu3bOysnJ1dQ0KCsJisXFxcT4+PsHBwW5ubr6+vmpqajIyMrq6uo8ePQLdcPHiRR0dHS0tLW9vbysrq6CgoMDAQA8PDxsbm4cPH1pZWVlZWYWFhQUGBjo6Ourq6srKyh49epSRkRFSL6DPYA8IHFgqKiqIfRAtQkVFBehgMBh9ff01sqv/boiskl1dyQd4J+SWnFxTBTmpqalJSEh49epVeXl5VlbW06dPg4ODQ0NDdXV1paSkNDU17927x8nJKSAgADuokEI9f/787du3Dxw4QEFBcejQIT4+PgoKChYWFk5OzmPHjvHz8x84cEBAQEBdXd3R0TEwMDApKSkhIaG8vLypqam8vHxgYGBiYiIvLy8xMTEkJMTS0jIkJMTX19fT0zM2NtbX19fHx8fb29vd3d3Pzw8+T3BwsL+/v5+fn5OTk5eXV1hYmJubm7e3t4uLi46ODpTUo/1WBAi06QF8keIViHE2bdrU09PzVyHyExLwyDg8ZBANBDjohquVAxFJhq7Cy5qamurq6lpaWiAyamtrw2KxmZmZsEiGhobW1tb+/v5aWlqamppmZmaGhoZ37tzR1tY2MTFRUFC4desWPz//5s2bwdfj5+fn4+OjpqZmZWU9d+7c9u3b9+7dy8XFJSIiAu9SU1OzsrKCHrvy8vKGhgY8Hg/3AR6Pb2lpqaurq6ioKCoqKigoKCkpqaysxGKx2dnZL168iIyMfP78eXx8fHR0dFRUVFxcHPTLxMTEODo6Pnz40Nzc3NbW9tmzZ1paWkZGRsbGxhISEpBaRbxRkJWhDTrDBl62sbExOK1TU1NEIvHLly8fPnxYWlr68OEDSRoNQYTcTu93hiQIHGsUJq4hf0IEhmqiJ56tFDQl6JmqyAtgi7+7uxuapvr7+zs7OysqKjIzM69cuSIrK3vq1CmoPL1y5YqioqKpqam4uPixY8fExcW3bdtGR0fHzMzMxMSkq6t78+ZNQUFBuGWhbGzPnj1ycnJXrly5efPmpUuX+Pn59fT0nJ2ddXR0AgICamtrW1tbe3p6BgYGYAueSCRCW/b4cpceuqO/sbGxpqamqqqqtra2vLw8JSUlJCTEx8fH3d3d398/LCwsPDzcz8/PysrqwYMH/v7++vr6RkZG9+7du337Ni8vL+whAwdoREgoARNDTU1NSUlJQUEhISHx9evXL1++zMzMzM3NLS4uTk1NvXv3jkAgkEOESEb+GkRWpaR9WVYOZ0aTAdLW1tbZ2QmqqKurC4/Hd3V11dbWFhYWJicnl5aWpqamxsfHP3/+PCQkRF1d/dChQ2fOnBEQEDh69CgvL6+4uDgfHx8jI+OtW7ckJSW3bdu2c+dODg6OU6dOSUlJycrK6uvru7q6+vv7BwYGamho2NjYpKamRkVF4XC4wcFBuNBw583MzBCJRCjDnJycnJ6ehnTT5OQkpIwnJyehy+enCv8AACAASURBVKurq6ulpQXMX3Jysre3d3BwcHBwcGRkJCRvAgMD3dzcLCwsTE1NTU1N7927JycnB8VKqyoSoASMC/wL/iwGg9m+fXtnZydk4oGDsbGxxcXFycnJVfmYQW36rwsREj4mv1WYSE7+hEhzc3NzczMJJbDqyM9o7dKOEngNvBGsTG1tbUNDQ0dHB2iUtra25ubmhYWFgYEBLBYbGxtrY2Ojo6MjLCx89OjRCxcu7Nixg5ub+8aNG9euXePg4Ni/f7+6uvrJkyd5eHgUFBSuX79+69Yt2PmLjY2NjY2trKxMSkoKDQ3F4XCwowSlGEtLS/Pz8+hbZ3Jykkgkzs/Pg6tIJBJHR0cHBwcXFhbGx8f7+vrevHnT0dEBn7yxsbG8vDw3NzcqKiomJiYlJSUxMTE8PNzZ2dnJycnW1tbMzMzMzExHR+fkyZNQn0BJSQkeCQkloD+QoAbJqdja2i4tLYHmWFhYmJ6e/vTp04cPH1bl48cQ+X4+1ocIzFMgoQQWvm1Z0KAgD7YuC+ihzs7O1tbWxsZG6LhvaWlpbm5ubGwEOJ4+fRoUFJSUlBQbGxseHq6pqcnBwSEsLMzHx7dly5bdu3draWmZmZnZ2NhISkqqqKhISEhcuXJFS0vr8ePHCQkJKSkpJSUlhYWFjY2N3d3dTU1No6OjMOthfHx8YWHh48ePc3NzBAJhamoKHDe0ezg3NwdWfHJykkAgjI+Pg0YBUBoaGioqKiYmJmpqatLT08vLyzMyMuzs7CwtLe3t7Z2cnJ48eQLBjpmZmays7P79+xFEVlICagNJokBcQ0FBwcnJ2dnZ+fnz57GxsaWlpffv3y8uLv7+++9oPtAO6Tc5WDtqXduOrA+RxsbGVSlpRQkaFBIympcFGRQO721qasLhcNXV1YWFhRUVFWVlZW/evMHj8QUFBcnJyebm5ioqKhoaGnJycqqqqgCEo6NjQEAAKImAgIAHDx5YW1snJSUVFhZCxRqRSMTj8RMTEx8+fCASiYuLi0tLS0Qi8d27d+D3zc7Ovn//Hqp4wO5MTk6OjY1B+xC028PwO9iE6uvr6+rqqqurKyws7O3txeFwpaWlfX199fX1YWFhnp6eVlZW9vb2np6e7u7uDg4OdnZ2urq6p0+fhsT8SkpAMKiqAGpqajo6OvBew8LCfvvtt6mpqU+fPr17925qagqmmJDwsbZbul4+yEGw9u8hRWRVStA+ClqjtCwLAge8t7a2tq6uDvQH+gW5ublVVVUtLS1NTU1wm2ZlZbm5uSkrK/Pz84Od3r17NyMjo729fVpamqWl5ePHjwsKCrBYbHFxcWtra1dXF5RJQw/+yMjI/Pw8eKNgX6DHaWZmZn5+fmlpCfJUQMzU1NTE8rAo8NGg2qGvrw8c8N7e3vb29tra2oqKirq6uqqqKtiCqK+vLygosLOz8/Ly8vX19fPz8/T0dHJygn2DAwcOIOkQEkpInFaoa6ShodmwYYOUlNTMzAx0AoNDutK+fDNyWRsONCLglv4ERBoaGhBKABEgA1lpEkrQy9/0Z2lsbKyvr6+trQWPBFzXpqYmLBYLafjU1NQXL16EhYUpKSmBKoaNeGpq6j179ggKCqqqqoqLi6ekpOBwuLq6OnBl3r59SyAQYNwUaODZ2dm///3vnz9/np6efvfu3fz8PJFInJiYmJmZ+fjx4/v376empuByE5eH3CF9RDBYBqbTQOF+R0cHFoutqKiAz9nZ2dnS0lJaWlpUVOTp6RkVFRUYGBgQEODt7W1vb//o0SNNTc1z585RLcsaiDAwMCBOCewu9fX1ffnyBYCGysVVVcj09PT3oLCqIPrjpyFSvywNDQ0ILoheWSkkzyK6pGFZ4LfVLUt1dXVZWVlWVtbz588jIiI8PT1v3brFycnJzc0tLy+voKAAV5CRkXHPnj1Q156cnIzD4bBYbHNzM8QgHz9+fPfu3ftlWUQJPILUh5IECOD3gRcysTzyELp7oBGkq6urtbW1rq6uvb29rKwMi8X29va2tLTk5eW9fPnyxYsXQUFBUVFRRUVFqampYWFhvr6+dnZ2oqKix44dg6pVJDGPbM2sjIHhcXp6ejc3t69fvy4sLExMTPztb3+DTeBVM2Y/KxVGzpldG8HVESGhZG1EVlJCDpHm5ua6ujocDldZWZmSkuLv7//06dOoqKiwsLCwsDAeHp6NGzdCxvrIkSNKSkqFhYU9PT2E5fE94H7Ozs4CBCspQRBBO6doBxBRJIDIyMgIGBrYb+ro6GhpaQGdV1NT09jYCOF6dnZ2QkJCVFTUixcvIiIisrKycnJy0tPTk5KS4uLibGxsoCkLKEHSZYiXCplWNChQYysjI/Pu3Tto7YSBKP8BiCBriaYErU5IhBxGa2gRWA+4L0tLS8Evqa+v9/f3h3pgamrqnTt3CgkJdXZ2wo0+PT29sLAwNzcHZIBBQVOCRgStQtCIrLQ14K5CGg3cEcSetrW1NTY2gjEtLy/PyclJSEgIDg5OTk4ODQ1NS0srKioqKipKSkqKiopydHTU09MTFxffsWMHExMTBQUFpNTQiIAXgvittLS0lJSUTExM3d3dnz9/XlxcnJiYGB0d/dcgstJOrQMRHA4Hhh8NCpoVElkVozUQAS1SXV1dVVVVU1ODw+EaGhpaWloGBwejo6O3b9++adOmnTt3btu2LSEhAfbN+/v7h4eH5+fnQX8sLi5CeoOEEgAFeXBVFQJ+H4FAQKxMf38/jOLs7+9vb28HLQh1d+ByQQxcVlaWmZkZFBTk6+vr7e2dnJycn5+fn58fFxcXHh7u4uKira2tpKR0/PhxFhYWqJwlycHT0NDQ0tKie3AAoOLiYsihjYyMzC5Xl/1TEVnJx8TExDoQqa2txS0LGpQ6MrKSIbR2WYkIDoeDuxNGmcEj9fX1g4ODbm5uGzduBFt+5syZubm5np6e33//fWJiYnp6+uPHj+CEoostVlKyBh8IIpN/dkSGl4fEd3R0QAgGuT6wOFgsFovFNjQ0FBUVhYWFPXnyJDw8/PXr15CEjYmJef78ub+/v5qamrq6urS09PHjx0+fPs3Ozr5161YoYAAVghQfIYiApgkKCoL9GiKRiKTO/nmIkKw94syuDxFE0KDgyAg5w0QOkeLiYliAqqqqiooKyL9VVFS0tLQkJSUJCAjA7fX8+fP379+DQYF4BAKTkZGRqakp9GY6CSUkXggJH4ivikQ0yKwmPB4P+V8I1qBuAYfD1dTUVFdXwyePjIy0sbGJj4+vqKh4+fJlZGRkWFhYRESEh4eHnp6ejo6OkpLSuXPnYADJ/v37YSwFLS0tUpmGeK8bNmwARFRUVCBpBh/+X4MICR/rQwRuGhJKcDhcLRlBg7LS1V2JSGdnZ3V1dUlJSW1tLaxBbW1tc3Nzfn7+xMSElpYWFC3n5eURCAS4uZE5p0js9/79e3RtH5oS9A474oKgrzIBFfSOjo4CJf39/VBkCZTA7Eb4wDU1NQUFBbm5uRkZGVFRUQ8ePIiMjMzNzQ0LC/P39/f39w8ODnZ1dTUxMTE0NIRNR0FBQX5+fiinZWZmhjEFaF8V4mFwbNnZ2Wtqav7nf/4HxqP9sxFBCzoYXjciKylZG5GVlKyBCBQ519TUYLFYKFZqaGjo7u4GdA4ePMjCwjI6Ovr+/fuRkZG3b99OL89GhjFzRCIREEEoQfsl60VkYmLi7du3vb290BTS09PT3t4OnxyHw0EWJz09/fnz57GxsREREbGxsXl5eXl5ed7e3k5OTo6Oju7u7tAnZmNjo6GhISkpCTMmeHh4WFhY9uzZw8zMjGwII4ggHisGgwkPD4f+iX+BFiHh40cQIYcClozAU+B+VldXQ1K1oaEBCYkRUNZ2Yrq6umpqavB4vJSUlLy8/MLCwtjYWG9vL2y7EAgE8FURr3OOjMySEWQzDPhAqgKgVgEajAcHB7u7u8FFRaf+ysrKIKKJjIz09PRMSkrKyMgICgp6/PixhYWFt7e3mZkZFNHJy8tfunTp7NmzV65ckZeXl5KS4uHhgWk54JRAmRwtLe3GjRsRvSImJvb161f4XivhXlkuRG4bD72oJGuMMEGOGALh/6t8Rn45orZX1yLfKbW1tWCtAREsFosggvitJO7qqpS0t7dXVFR0d3draWlZWlrOzs5ChT1YGUAEfcnWiwg6KYJGBN0z1t3dDZu9sOMIX6GmpiY/Pz85OTkqKiokJMTf3x/qj6DS8eHDh0+ePDE3N1dTU1NUVNTW1r506dLly5cFBATOnj0L/YWHDh1C0qyQegc4EFtz7NgxiOchWCOJ0v/jEcFisVCSA4LFYiFCQfMBiKzq5yKUQE1rd3e3hYVFaGjo7OwsFJqQDFxHVO4aKKwLERgC3tPTAwUuSF6krq4OAuCqqqrMzMyYmBioVoyJiQkKCgoODobKI3NzcysrKwMDA1VV1atXr1pYWCgqKoqKinJwcMDwCH5+fujQoaenh9AGjA46tGFlZR0YGPjy5cvKXPDafPxnIIKokMrKSiTVAYpkJR/kPBh4AUwlsbKySkhImJ+fh5sbJttPTExMTU0h1wtinFVlbUTgO0OSamT5vBFwRBBEEOXR2NjY0tJSVVWVkZERHR0dERERHR0dFxcXEBAQFBTk5+fn5eX14MEDqECDAjkFBQV5eXk2NjZOTk42NrZDhw4JCQkdOXKEiYmJlZUVEsfQtgP6A4Senr6kpOTrcoURiZVZg4+/BpEaMkLORwEVUllZWVFRUVlZiXZH0HyQODQkoEBsCYg8fvw4Nzd3ZmYGKl4hrzWxfIAQXBSwO6sKOT7gukNeBDZ7ARHocUf6jdva2hoaGmpraysrK+vr65uamqqqqrKysl68eAF1Kl5eXp6enhDFQHmRhYXF7du3jY2N7969KyIioqioePjw4XPnzvHw8MAIYT4+vu3bt3NwcEDzJlS8gqGBlCsGg3F3d//69SvkRdBAI1/5PxgRUCEVFRXl5eUVFRVoW4OoB3IOL1qpVFVV4XC47u5ud3f38vLy8fHxpqam7u5ucCTBY/1ZiExOTo4tH1vT1dXV29sLJQH9/f1v3rxpbGyE7wUfDLLvKSkpKSkpGRkZhoaGdnZ24eHh9vb2VlZWENTo6ekpKytraWndvn0b3BFBQUEhIaHdu3cLCAicPHkSqulgHxspVUSaKjAYjLq6+h9//AEVCyQqhGTZ/n0RIZc6AxVSvixga0CRoO0LmCS0kFACO8Dd3d329va5ubkjIyONjY2dnZ2ACLgj6EiP3CVbG5GZmZmp5dQZIAIdy1DqDDW2UHKAw+GwWGxFRUVBQUFmZmZycnJiYmJCQsLt27cfPXoUFxfn5OR0//59KysrW1tbExOTq1ev3rhxA9LwUlJSHBwcfHx8vLy8Z8+eFRcX379/v4CAwMGDBzGoOnh0mCMqKgq1q6uqkH8vRKrJyDcRKSsrKy8vr6ysJEEE0R8rsUNTgsViq6qq8Hi8gYFBZGTk6OhoV1dXe3v74ODgT0EEPEGSuBfOZ4FwF4/HQzEAVPY3NjZisdji4uJXr16lpqYmJCTExMRERERoaGg8fvw4LS3N3d3d0NDQwMDAxMTEwMDAyMhIRkbm5s2bEhISUlJSp06dOnbsmKSkpISEBEx9vXDhgoCAAMy+gsIRKioq6BDevHnzwYMHkQ9P4oX82yECdw+YDySOJUmdoT1NxB0BW4M4rSQuLXi11dXViL6pWJbKysrKysrS0tKampquri5DQ8OAgIA3b95UVVVB8eLAwACc+wdkgEogl0qCrwpfD8iA3BrCCnxtKCPq7++fmZmZnJxElyoODw8PDAy0trbW1tZCu01ZWVloaKiVldXjx48NDAzc3NwiIyOdnZ0fPHhgYmKipqZmYmJiYmJibGysqampqKh49uzZCxcuwKAsbm5ufn7+kydPXrhw4fTp0zC+EYb4olv0KCgompubP3/+DHWWhOUgf3x8HDYiyKGABmLla9CvXDvRvvbv/y5ESFwHhJJvIoLmY21EgAkzMzN3d3eogq6rqwNE4DS7iYkJIpE4MzOzBiJwo8B3hqsMSAE0IAQCAVAYHBycmpoCXEBdwYN9fX0wFhZ0SVFRkb+/P/SWWlpa2tnZhYaG+vr6GhkZaWtrwxk3ZmZmxsbG+vr6SkpKoqKiv/7665EjR3h4eOTl5VlZWXl5ec+cOSMvL7979+4jR44gbTUwFRJenJyc/PXr1/7+ftjyhbI6qKybnZ1dLyJoStCK5GciAiuHRmRVSsghghaEj6qqKrBHKykpKyurqKh48+aNnZ2dubn5yMhIQ0NDSUkJDDiBkzEhroFLtjYiCCUIGfA4+mWjy6e7Q3kzaJGRkZG+vj4YFQwdhDU1Nfn5+WFhYRYWFjo6OmBW/P39o6OjtbW1b926ZWNjY2RkpKOjAwcawYglOMtg586d6urqAgICnJyc0tLSME9WXFwcKQYQERHJzs4uLS0NCgqKiYmBIc9zc3Pz8/NQHA912msYlDUQWZWSn4BI7XJCHY3Iyni1FrV3swYiCBmIlJWVrUoJvLezs9PT01NJSQkan0pKSmC6Cdzi6Ew8OUTQdhod6cCOHXKNJpZP3AUFgwYIeiaam5s7Ozubm5uhoSYuLg726uTk5G7duuXm5hYfH29kZAQ/29vbq6qqKigo6OnpwTxxAQEBdnb2vXv3SklJycjIcHNz6+joSEpK3rlzB6q46ejopKWlX7x48fXr1/z8/MzMzPLy8idPngwODn7+/Hl+fv7Dhw9TU1OfP3+GssUfQ2QlJT8HESTVgaw3PLiSEnRqhAQREjgql6UMJSSU1NTUtLW1PXv27OLFi0VFRa2trdXV1b3LxxXCOVcAwRrbWuS2wUBJIDoGyZ5B9Ty0l/b19SHmBvYXW1paiouLU1JSoqOjXV1dDQwMpKSklJSULCwsgoKCbGxs9PX1XVxcnJyc9PX1ZWRkrl+/fvnyZWVl5atXr54/f15QUPD8+fOSkpLnz59XUlKytLRUV1ffv38/ExOTmJiYra1tSUlJdna2lpbWrVu3srKyYHj12NjY3Nzc+/fvZ5dbecfHx9eLyEoXbW1ZByLY5YQ6LBviWJALVskhQgIHwkFpaWlpaSkJJQAKpCLS09MlJSWjoqKg9QbyaVAbBh7rFCrNuhIRkqAReRzpikD4GB4efvv2LczoQv4KHo8H5QHlRVgsNjc39/nz5+Hh4Z6enjBmU01NTVtb+9GjR/b29ra2tpAgsbKyun37NowUFxIS4uXl5eXlFRYWPnHihJycnLKy8rlz527duiUjIyMiIqKsrGxiYuLh4QHpluTkZAsLC2FhYWtraxMTk/b2diixg23tmZkZKNpdLyLoi/PzEUEWFYLYlYigKSGHCKI50NakdFlWIlJeXl5QUFBeXq6iouLp6YnFYisrK2GYFrgjSCYejAi5iAYgQMJa5DRuuJSTk5NI2ILH42EME5LGHRgYaG9vh3C9sLDw1atXKSkpERERz549CwkJefLkia6u7u3bt+/evautrW1kZOTo6Ojm5ubk5OTi4mJiYgKFZ7y8vDDtk4uLi4+PD+YcCQsL8/LyKioqOjs7e3h4GBoa2tvbe3l5paSkFBQU9PX1WVhYWFlZ+fr6vnr1CoIaKGyYm5v7MS2y6sX5OYiAI4IgAu7IynwGQsmqiKzKx0pE0JQUFxenp6c3NDSYmJg4OjpWVFQUFhYiE2C/ExEIX8EDRQ6u6OvrQ14zOTkJIQwkQtrb2+vr6ysqKkpKSsrKyiCIg6+QlZWVkpKSkJAQGhoaGhr67NkzX19fTU3Nmzdv6urqqqqqysvL29raBgcHh4eHBwYGmpubq6qq3r179/r163DY3t69e8+fP8/JyXnmzJkbN25cvXpVV1c3Ly/P2dnZ2dnZxMQkNTV1YGAgOjoaBljIysq6ubm5uLj8/vvvCwsL8E0JBMIPuKur5k5+DiLI3gpJVpQ08Y5SIWjPA2ECsTIIH2VryuvXr8EdqaqqSk9Pt7OzgxLzurq6tra23t5e5OxmMDcADbgXo6OjcHJvf38/fL3R0VFESfT19aFLy3A4XEFBQWJiYk5OTnR0dHBwcERERHp6enx8fGZmZmtrK1StNjc3l5WVZWRk5OTkBAQEwOFa1tbWDg4OMGdLV1dXRUXlwYMHkHWNjo6GdnBFRcVr165JSUkdOnSIm5v79OnTcJCNqKiog4NDaGhoSkpKTEyMi4sL8DEzM1NSUuLh4ZGVlRUSEqKvr//gwYPm5uYvX75AXodIJJIL8tdYdSIZ+Q9GJD8/H8mR5ObmOjo6wiMdHR19fX3gbIJ1gHw52AXIHMBTsMkCtcpADPTowgzZgYGBoqKi6urq0NBQKO+ALmIXFxczM7OSkpL5+fmhoaHp6Wn4E1VVVXV1dYWFhYmJiU+fPvX393dzcwsJCXFzczM0NNTT03N0dHz06NH9+/fd3Nx8fHzi4uIePHhgaGiopaWlra198+ZNdnZ2FhaWw4cPnzhxgoeH5+rVq2FhYS9fvkxOTo6MjPT397e1tY2IiIiPj09LS0tISHB1dc3OzjY2NjYxMcnKyoL+ZEgHQ/ZsDdv6X4FIQUFBZWVlcXExpNE8PT1zc3MbGhqam5u7urogbzE4ONi7fGBje3s7tOBCsANM4FFnSUO5clNTU2VlZX5+flVV1evXr9PS0pycnExMTK5fvw7DgP39/cH0DA8PT01NjY+PQ3U+9KiWl5fD2Ijg4GBra2tvb29nZ2dXV1d7e3soRnzw4IG7u/vTp09fvHhx7949mKAHFoeLi4uFheXgwYNnzpw5c+aMsrJyQkLCy5cvY2Ji4uPjnz59Gh0d7ePjExgYGBIS4uXlpa+vn5iY6OrqCuHSb7/9hqCwuLhIUlv034hIUVERrCWYm9DQ0Ly8PJhvg8fjwQuB8g5QDIgbi7iZnZ2djY2NsM8CQQpS7QHTYywtLZWVla9fv37q1ClpaWknJ6fMzEyYL/Lx40foDicSib29vQsLC11dXaWlpcXFxTk5OYmJic+ePXNycgoNDXVxcYGBF0+fPvXy8nJxcXF1dXVxcQkNDb1//76xsTFMp9HQ0BAWFubn5xcSEoIiEg0NjcjIyJCQkICAgKysrLCwMKhd6urqSktLi4uLs7a2dnZ2TkpK8vLy8vDw+Pr16+zsLIFAmJiYgAEkJJQQlze9/1sQKS4urqioeP36dWVlJQ6HS0pKKikpgar0wcFBiE2gJxvpL4eeKEiWDwwMtLW11dbWQq9oe3s7DPDEYrFpaWkuLi7379/X0tKSk5M7fvw4Gxvbs2fP0tPTLSwsBAUFz5w5c+XKFRMTk/Dw8MzMTHjjyMhIbW1tY2NjcXFxVFQUDFC0srJyc3MLCwsLDg5+8eJFRkZGaGion58fNE88ePDAwcEBTj24e/euvLz8xYsXpaWldXR07ty5o6qqCv3ivr6+2dnZjx49UlVVDQ4OLi0tTU9P7+rqevr0qa6ubmpqqr+/v4uLy9evX2FfmkAgzM/Po4sy0ZT8dyECHglMqcvPz6+rq4MyH5hD39/fDzv1MFwECn+wWCyUlSBmpa6urrq6urW1tbe3F/Zsi4uLPT09zczMjIyMlJWV4XCIhIQEMTGxAwcO+Pr6Pnz4UF1dHc7mhRowMTExbm5uMTExbW1tc3Nzd3f3sLCw0NBQU1NTNTW1wMDAnJwc+OsvX74MDw8PDQ01MDB4+PChr6+vh4cH5OPv3r0rLS195cqVW7duKSkp3bhxw9fXNzo6OjAwMC4uLjMz88aNG9LS0iEhIRkZGVBeA+Me3dzc3Nzcvnz5Aj1m4LSiS+HRlPx3IVJSUlJUVFRVVVVeXo7FYru6ukCFwIl6TU1NEAYXFhYWFxdXV1fn5+enpaVlZGQUFxfX19dDfyUej29vb4dZeJBtw+Fwvr6+T58+hVORjh8/7uHhoaKiIikpWVZWJicnp6mp+fvvvycmJm7evFlFReXs2bPHjx+noKDg4+PbuXMnBoOBidBPnjwJDAx8/Pjxy5cv09LSoqOjw8PD4+LicnJyMjIyrK2traysPDw8oCAeOq+kpaWFhYUhBy8qKmpjYxMZGQlzXYeGhkpKSgwMDGxtbf38/GxsbNrb211dXR0dHV1dXSMjI//444+xsTHYqSbJFKMp+e9CpLi4uLS0tLq6uri4uKmp6e3bt1AS1tbWVlZWlpCQ4OXl9ejRIzMzM1NTU0tLSwMDgzt37hgbG/v4+OTk5MBhSNA/PTs7++7dO0gYNDQ0eHl5WVtb29vbm5iYXLlyxdPTU15ePiEhAcaXQRZhYmICqtVVVVU5OTn5+PhglIiysrKUlBQzMzM3N/fVq1eVlJQMDQ2dnJyys7PBVSovL4+JiQkJCbGzs7Ozs3NzczM3N9fV1dXV1ZWRkTl9+rS4uDj8oKmp6e3tDWNeX7x40d3dnZycfPv2bXNzcxMTk4qKioCAAJjNlJeX9/Xr18nJSehSJqCyxmhEpsnPHfknIgIpAejbRoNCrkSoioyQS50BEEgCrWRZIJwBDVFWVgbH0b1+/RrcfnNzcycnJwUFBRERkcuXL4uIiPDy8u7Zswfswv79++/fv9/e3o7H46ELC/gYHh6GvgcvLy8bG5u7d+8aGxvr6emZmJiUlJRkZmampKSApiEQCL///ntzczO4LCEhIZCBzc7OhsZMKSkpUVFRa2vr+/fvP336tLS0dGRkpKenp6ampqKiIjk52dbW1tDQ0NTU1HhZVFRU7ty5c/PmTUlJyWvXrl27du3OnTsWFhYJCQlJSUk+Pj6vXr3q6uqCE6u1tbVzcnJevnzp4ODw5MmTqqoqcFE/f/4MJ3KuWoW5BiJrL/l6ZXVEoNEIKkJqyRcakqtSIwcKojZIKMnLyysuLq6trX39+nVubm5oaOjLly9jY2MhILS0tPTz8wsICIAeFmhTSE5OtrOzg21VDAZjjW+BcgAAIABJREFUZmYGreFTU1Ozs7MQAUHnn7+/v6+vr7q6uomJiZmZWVxcXH5+fmFhISgPGOwxudwQSiQSoSyyvb0dxm7BQurq6ra2tkJ6HovFQuzd2tqKxWJfvHjh7u5uaWkJiBgaGurq6qqpqd29e1dTU1NeXl5ZWfnmzZsaGhrm5uYxMTEwlSQ+Pr6qqsrV1fXOnTsyMjJ+fn7R0dGQmO/o6FhcXCQu94WQUwk/rBVWCrnfA/InRJDJZogiATLIlSuTQ2TVbV6kypWEktLS0tzc3MLCwrq6ury8vKysLGtr64cPH0ZHRzc0NFRXV+Px+Lm5uY6ODtiKy8rKevTokaysrJyc3M2bNy9fvgxHxiQnJ8NFmZubg07Mrq4uHA7n4+Ojq6sLcDx58gRqVBsbG/v7+wH0/Pz83NzcvLy8iooKSIe0tLRUVlZC2xVMyAkMDCwpKYF4p7a2Fo5kgQxKYWGhv7+/s7MzxL36+vrq6up37tzR0NDQ19e/ffs2lAqoqqqamZlFRkZCItXX13dgYCAiIkJcXJyfnx86dExNTb28vAgEAkTgkBv890IExqeSUAINc6s2PZDjg0THILggFgftnZSWllZWVhYWFoJGKSgocHFxuX37dmJiIg6H6+zsrK+v7+zsHBgYiI+PFxUVRc4nxCwfcgXnsd+9exdqzMB+9/X1NTc3v3r1ytnZWVtbOzQ0tK6uzs7ODofDQbq2rq4OKplhhFpLSwvkczs6Ourq6jo7O3NycgIDA52dnXNzc4uKivr7+3E4HOQzIH0H2jQ/Px9yJDDY2dDQELb6bt++rampqaSkBEeGKysrm5mZhYWFlZSU5Ofnv379emBgwMHBgYmJSUREJC4uztjY2NfXNyEhYWlpCTwqWNo1FMlfgAgycBduIHRf7qqtUzVkhFxhIolrgoACe4evX7+GsqPk5GRVVVVfX9+8vLw3b94QCITS0lI4RwaZzMHCwiIsLAyPcHFxlZeXQ2UakUiEubw9PT2NjY0vX76EOlM/P7+6urrs7Oy2tjZIz5eVlWVnZ8P2EIwCwGKxDQ0NeXl5oaGh0dHRfn5+lZWV4DvD7F4IlGB0AEz3q6qqys7OdnBwsLW1NTAwMDMzu3fvnpqa2p07d5SUlDQ0NBBEbty4YWBg4OnpWVJSUlNTExERoaioeO7cOQEBgcDAwNTUVC8vLx8fn9zc3C9fvkA4AxzABI1V5WchQu73g/wJERjrTkIJSYMumhJyiCAhDwkrJN4JAkpRUVFtbW1ZWRn4rXV1debm5gYGBjExMR0dHUFBQXx8fNBYsGfPHkZGRj4+Pji9m5+f39jY2MPDo7y8fGxsDEZuTk5OTkxMgK+QkJAACQkfH5+MjIy6urqamprOzs7BwUHwOVpaWqCrCkrei4uLk5OTMzIywsPDY2Jiurq6CgoKampqpqamIM87NDRUV1cHmdzm5ubKysqcnBxHR0dwZuFMAW1tbQ0NjVu3bmlpaWloaGhqaiorK8vKympqalpaWubm5jY2NsrIyDAyMsJZ0uHh4UFBQTBetqSk5I8//iASiQsLC7B4MFvl3wUROEIEKEEsDqJOVrZxk0MEXdyKBmXVOqOKioqCgoLS0lIsFgtp74aGhvDwcDgOxsDAgJeXF7SFnJzc06dPaWlpt27dKisrq6qqmpWVNTk52dDQAInX5ubm7u5umCcA4w9jY2P9/f0hZZ6amtrb29vc3Axz35GDlxBEQKlUVlZmZmZCwRsyCL+np2dubq6rq2tsbAwCpba2tsLCwrS0tMTERLBHMOTZ3NzcyMhIQ0Pj7t27WlpaWlpahoaGd+/evXnzpra2tqmp6evXr2NjY+np6QUEBGCMuIODQ0xMTFRUlK2tbWdn56dPn2ZnZwERkvX+6xGBwYGgVJHdLLQuIRkGQQ4RdJ83WqOQq0arrKxMT0+vrq6Gug0oH4mNjb1//76QkBDwQUVFpa6uPjo66uvrKysrGx0dPTc3V11djcPh2traYDnb2trweDx4tbBrExoa6u3tnZmZCQeJlJWVIfOfIXAdHR1taWkBJwPUQ3t7OwwdWVxcHBoaam9vh7LZwcHBN2/eTExM9Pb2Qg8wcshfQkKCj4+Pm5sbZG7u37+voaGhp6enqqoKyRs9Pb1bt24ZGxtbWFhUVFTEx8efPHnS0tKyrKwsLy/PzMwsKCjI0dExJiYGhrZNT0+/e/duZmaGQCAMDAys7Sv8qxFBKEEsDjKnG+mKRmwN4II4JVAuv7LPG12FhNgddGwMHgmUnyFls1VVVbdv34au171791pbW+fl5bW0tMDR0jgcLisrKz09vaenp7KysqioCPKqUMgOB+I0NjYGBwc7ODiEh4cnJye/fv06KSkpPT29tbX17du3EPX09fXBd4RBBDCrGak3gIpG+J0wj+Tt27cQK8E2YXJysp+fH4yzevr0KcQ15ubm5ubm0BEOiNy9e/fWrVv6+vqPHz+OjIxMSkqCkjaobYO58i4uLng8/uPHj5BUnVxuLIUitB9G5Hu0ztryJ0QQ9YtGhCTM+emIVKEq40kQsbKy2rlzJyUlpYaGRlVVVUFBAeTdw8PDExMTa2trW1tbQ0JCEhMTofioq6sL1rW3txc8UB8fn4cPH6akpGRnZxcVFaWnp+fk5LS0tMD8eJg8AJUGIyMjk5OTo6OjwAE8hZSkACJQkQ/DJjo6OnA4XGpqqq+vL+yteHp6Pn78GPK/BgYGBgYGWlpaurq64FdpaWmZmJg8evTIz88vKSkpMTExLCwsLi4uKysrMjLSwcHB1NQUj8eDlYEeMCivhADt3wUR2FwlUSQkfgmCCDIBgBwiKylBfq6p+VOVfBmqIB7ho7q6Ojc399q1axs3btTX14+KigoICMjJyamqqiotLa2trW1sbExMTDQwMMjOzh4bGysrK2tra4N1hb3fyspKV1dXfX39iIiIly9flpSUZGVlwYlV5eXloA8IBALS6wsRBKCDqBBkHgmoHHBxII1WX1+fnp4OA4a9vLy8vLweP35sY2NjaWkJXVjQd3P//n1dXV0tLS2oFnBwcEhOToYNprS0tJycnNjYWCMjo6tXr3Z1df3+++9EIhH0PzRzQPT774IIckAzmhLk/CFkgg/ijpBDhBwlaFzQlKAbJgAReCoxMdHW1lZUVBROqnv58mVFRUVTU1N7e3tRUVFUVNTDhw+9vLzS0tLgIKX29nbQz/39/bCVD80NgYGBsbGxsFP48uXL+Pj4nJwcpGwR6YiEHRAodkSaKpDaR+jxRLaUcThcRUUFDKgJCgqCoSMuLi4eHh7QNmFiYgJhzv379/X09GA3+OHDh48fPy4pKXn16tXr168TExMjIiLc3NxkZWVPnjzZ0NDw5csXAoEAXT+gSNZY2vX6Fj8BEehCA0rQbdCIrUHv4KyNCEnOHgQd46BTJqvyASm49PR0OFoqMDAQjMWrV69g7On9+/d//fXXgICAkZERAoEAh4TMzs7C7kxtbW1BQUFAQICNjU14eHhISEhaWhpsA8Hg1PLy8t7e3uHhYbim0OAErU1IxTxhuXUPRhq9ffsWYt3q6uqioqLs7OyMjAwoHAkJCfHz83vy5Im3t7erq6uhoaGJiYmNjQ1MMnr48OGjR48gNrazs8vMzIyKigJz8+zZs0ePHgkICGzdujUvLw8iXiAD1nuNxSOHyI+h8F2IQGEfmhJQJ6u6I0jWdQ1ESCghiYQRRBA+0IjU1NTk5uYGBgbm5ub6+vo6OTn5+vrm5OQUFhbGxcUpKioKCQm5u7tjsdjh4eG6urqioqKBgQEIQwCRkpKShISEgIAAqANKSUnJz8+HBG5qauqrV6+6u7uHhoYIBMLs7OyHDx9+++03ON2GgNLV4KBAST14rNAGlpubC7WoOTk5z549g7lFjo6OT548cXJyMjIyAndET0/vwYMHDx8+tLS0hBheX1//+fPnYWFhsKXn6+uro6Nz4sQJJiamZ8+eff78GXoEZ2dngd01sqh/ASJQ3ItQghzpjTitCCIABzlEkAwb2uKghUSRoFUIIAJPQQ1fe3t7cXFxeHi4tbU1nK2sqKh448YNR0dHKDODRgfIkS8tLcHgENhMAWUeHR39/Plz2IjJzs7OzMx8+fJlTk5OQ0NDX18fgUCAbnIYy4kU7MAPCCJQPg0l8jgcDo76i4+PT0pKio+Ph1NdnZyc7O3tIZ8LisTAwAC8Vx0dHWR7LzIyMjg42MPDw8rK6tatW1evXr169aqgoKCDgwOcUANBDVQVQei7qkyQkX8iIlDCQ6JIenp6kOgX8Vi/HxE0JeS2i1daGXiqra0tMzMTtk6gZSE6OtrLyysiIgLOqSkpKYEqAjCCvb29S0tLEIDAlltlZWV2djYyNTUiIgKOWQ0PD3/27BmEynBQC7rvF122Q4IIEk5DLgfGoGVkZAQEBDx9+hQOvIJhrLAnB7l52NuDAOfhw4c6Ojow2+jmzZswmERBQYGLi8vU1PTdu3dLS0tw5MHExASwu15Efq52WcUXWSmI60qyfYOcG0FShbQy/IFnyfko5FJwWCw2PT29qqqqrq6upKSkoqKirq5ucHAQprNXVlbW19c3Nze/efOmsrISNl/g7h8fH4egtKKiIjY2NiAgwN7eXltbG8lhQHQaGBiIw+HgWsO5Y3Do0dDQECh5uLKwkQY9WgMDAzBuOi0tLSUl5cWLF+Hh4VBO5uzs/OTJk6CgIFdX13v37t27dw9msyJjaoyNjY2MjPT19Q0MDBQVFVVUVGRlZa9fv66jo6OgoCAmJvbrr7/C55+cnPzf//3fubm5ycnJhYUFcotHDoX1CrltQrhPvgsR8EggBkZ7JCuLSwARdNq+oaEBYWJV1bIGIpWVlWlpabAvDzhC/gOZ4d/U1ATpENjHHx0dhft+bGysp6entbW1pqYmOjra29vb1NRUWloa9snS0tJCQ0MfPHjg6elZWloKjVhQJQpNK+D/QgAMW4OTyzVKUAhXXl4OA4xiY2MDAwPt7OzgBCMzMzNbW1tfX18XF5d79+6Bfwqze6GUBKqdnzx5oqWlpaysrKioKC8vr6ioKCsrKykpycPD09bWBid0TU1NQeoMjtD7iRHKSvkJiIBHAol5xNxAGToJBxDQIkehkWz+1aMEDQqWjDQ0NOTm5paUlDQ0NLS2tsKRMVDgDmeDQKzb3d1dXl7e2NgIgSv09MJGTH19fWxsrLu7+/379y9fvhwREQFHExUXF8Ns3eTkZLgBwMrAvKuxsTG4QJCZAFuDDPFtbm4uKiqC3ZnY2Nhnz545OzuDrwrHPIJHYmtr6+Li8vjxY9i4uX//PhRTKisr29jYqKury8jIKP4/1L13XJP39zYObtxW29ph97C7WgfVouKuiCiiqCCgCKJsAdmEGQgjJAQSRoAkJGGGsPeoIBtlD9lIAUVlKOBoa54/rhf3L0Wg9fP9PL/ned5/9GWpVch93ed9znWuc53Tp+E3oaamdvjw4Z07d5aXl//111/g6168eDE4ODjNPOL/METaZjnSNbB0UjJNpUbcHa+uvUJz51VpgbS27dVTWVmZm5ubl5eH4IEwBtdeJNHNUwe/Z2Bg4OHUjlWQodXV1QKBIDAwEMoxsVh8586dysrKtLQ0R0dHHR0dHx+fioqK5ubm7u5uwiQIQh5cWODQurq6ILduaWmprKzMzMyELi48PBw2aO7u7jC7IpFI165ds7CwcHd3d3Z2dnBwsLGxwVyWoaEhRAJnzpxRVVU9cODAiRMnTp8+ferUqbNnz+7cuVNeXr6srOzly5e4YkZHR3t7e4f+B0tY//+DiDRTQmQkhESNSGCJnKNS6syxLo2Ay4xVT2lpKeQBRUVFUPEQDYE7d+5gDIJIq7Gdore3F9rVBw8eoJNy+/ZtkUjEYrEYDIaNjU1qamp1dXVOTk5UVJSVlRXUiiKRqKampr+/H9273t7e3t5ePAPwqmDo4eCL5Wg3plydsbItICCARqOBXb127ZqVlRU2CIBstba2vn79uqWlJSb2NDU1VVVVlZSU9uzZc/z48dOnTyNd/fnnnzdt2lRUVIQrDzKR7u7uB/+DhfD/8rwGRNpnOcSTkL5uiP29MwoZibBRJbWsc9ouTgIr5bMcTF5BGY80GaN4BFiJezAnJ6e4uLizs/PB1EoGjOjdvn07KSlJKBSGh4d7enomJSVBu8RisfBaa2pq0mi0nJwcGIvBYqSzsxPtYjhdYacF/lJccIWFhXFxcWDk2Gy2h4eHn58fg8Fwd3eHQtbLyysgIMDZ2dne3h74gNWzvr6+jo7O2bNnf/nll61bt544cUJDQ0NNTU1dXV1NTe27776rrKz8888/IeV/+PDh8PAwEqz/2yEizZQQgUSaT5MOJDhACVJaYrPzjEt9sRtvxgOEYV0h7i/YxRB/OzoGzc3NmMHp7OwkPjtiM0RCQoJIJEJdw+Px4JDp4OBgYGBgbm5+/vx5CoXC4/Fu37796NGju3fv1tfXt7a2oo2HPg7YVfxddXV15eXlOTk5fD6fwWAwmcyoqCg6ne7i4uLh4UGhUKysrIyMjLDUl0KhuLq62tjYIBeBg56Wlpaqqur333//008/HTt27Ny5c2fPnlVTUzt79uzGjRv9/PyGhobwLLDxDWze/wMQwXVDQGSaTmBa72YaRICP2tra2VY/V8xy8IfExsaKxWIkp+jC4/+9desWhD8ERMCmo5MHJuP27dvR0dF4SNbW1m5ubm5ubj4+PrB8MTY21tfXh6Q+IyNjYGBgaGgI2IKpFeFYgYlR/AhVVVVFRUXx8fGBgYF0Op3NZvN4PDc3Nzs7OxKJZGNjY2VlZWVldfXq1YCAAC8vL/hKGBoaIoRoaGgcOXJk06ZNe/bsUVJSgqx13759O3fuVFZWXr58uYGBwZMnTyQSyejoaGdnp/TY97TzfxFEXqXk5+7dgGsvm1o8gp2VBKRmPNKZDRFdioqKmpqasrKy+Hx+SUkJ9mAiw0CvpL29vaysrKqqKjs7u6ampqurC3qz1tbW33//vbW1NSEhwcTEBEvmtbS0Dhw4sHv37oMHD166dOnq1atnz561tLSMjIzEUqLh4eHHjx/D1ArK5/r6emK/IqpoFErp6elg5Dw8PAQCQXp6OuZ9rKysEDmuXr167do1d3d3JK1OTk4mJiZmZmY6OjoXLlxQUlLaunXrgQMHVFVVDx48qKysrKysrKSktGPHDoi3jx071tfX9+LFC2iL2tvbnz17dv/+/Y6ODljFwzR2jvSTePzEF/tnt+D970BEOh2RhgghTpMucQkWZFoUmQMixJ0ljZLffvsNyWxKSkp+fj6YTQxmQrqBR1hfXx8SEpKUlNTX1zcyMoKE6caNGykpKWZmZidOnPj+++8PHjx49OjR8+fP7969e/PmzevXr1dQULC2tnZ1deXz+Xw+PzIysru7+/79+/gnGj3EKjQ44cD1qrq6OikpKS0tLTU1FYtHoHWlUCjOzs6urq62trZXrlyxtbWlUCgeHh7Xr193cnKytLQ0MzO7ePHi+fPnjx49is1GKioq+/fvV1VVPXXq1PHjx7/77rvly5fLycnNmzdvy5YtPT09z549QxQZHBzEwi6YTmM+b+6oMA0iOP9TiHTMcmbs7RH6xWmBBA8Vdw0BEShAa2c/0igh7iDMYdTX1+fn58fHxxcUFJSXl+NPQ1mRnZ2NlVMBAQEnTpywtLTEuH12drafn5+mpuaWLVswdX369GktLS0DAwNfX19HR0d9fX0ymezp6Ukmk7GOKCgoqLGxEW8tak7IiBCuKisrkfpA+J6enp6RkQEDEj8/P5FIxOPx4IcGOwlMlYKSNzIyQt5qbGx86dKlM2fOHDp0aPv27YcPHz548KCCgoKysrK6uvrJkye3bdsmPQKyf//+trY2iUSCR4XJK4S6e/fuNTY2/huITEPJ/0aIzIgSqEmkmRLEEiIXIW6ZujmPNFCkYwmxnv3mzZtsNpvP54NAKyoqsra2ptPpIpEoKSkpISHBy8uLzWbv3r171apV33zzzZo1a3766SdFRcV9+/YdOHDg+PHjly9fdnV11dDQMDAwOH/+vLa2tp2dnYeHh729vbe3t6ura0BAQG1t7b1798bGxh48eIBCF75ZsDYhKhrs88vKygINz2Qy+Xw+aDQKheLt7Y1F8Y6OjlQq1cfHx9DQ0N3d3d7eXl9fHxDZt2/ft99+u3v3bgUFBXhvqqioqKqq7t27F9tqli5dumrVKhkZmcOHD/f19U1OTj5//nxsbGx4eHhiYmJ0dHRgYGCOXIR4xq+i5LUgAlD+K4jM1gGW7t1Io4SoR6RDCKFhmxso0igBl4rLhcfjoet7+/bt3Nzc3t7eqKgogUCQm5uLIRQejzc6OlpSUlJTU6OsrIz17B9//PH69evnzZv3/vvvb9++ffPmzW+//Tb2xfzyyy/W1tYXLlxwcHCg0+kpKSmQj8CqEFt84fcKefPDhw9bW1vB0HR0dKARHR8fHxERgRGpxMRETJhCMkKj0SgUir+/v4WFBTxwdHR0dHV1z507d/DgwY0bN+7evXv37t07duzYunUrlgK+/fbbWFuDtVdYRaKmpob7Ba2Anp6e+/fvj4+PQzMwx9s/I1BmhMhsZwaIdM5yCKBI02iv3jjENfFqCKmvryc0bLOdaSi5fft2eXl5XV0dhlZycnI4HM7NqfV7tbW16AmXlJRkZ2fb2tpWVVX19vbW19ePjIyw2WzsZp8/fz78LefPn79ixYply5atXLny+++///zzzzdv3nzu3Ln9+/fb2NiIxWKgoaOj4+nTp8TeSYJP6+npQXceP+bdu3cbGhoQRUJCQry9vSMiIsCUBAQEMBgMCoUSEBDg6elJp9MdHR1x9Vy6dAkzNUpKSps3b0ZfRlFRUV5e/tixY2pqajIyMqtXr5Zex4nd1ioqKshLGhsbnz9/Pjk52dzcDLOrOSDyKkr+N0IEKJlRJyDd4SMCAEGaERBp+KcjjRLpWhqcSm1tbXV1dWZmZkpKSnV1dXFxMfYvt7W1QfaclpZWUlLS3t5eV1fX29ubnZ198ODBDRs2yMjIfPTRR19//TXx6a9YsWL16tVff/21vr7+sWPHlJWVfXx80tPTCd3hg6nNfNAm4s9sbm6GEqytrQ0K2Y6OjsLCQmhXAwICQkNDuVxuSEgIm80OCQmB2hlAcXV1tbe3h3D1woULJ06cOHjw4K5du7S1tVFh7dq1Cx4Cb775poyMDEwPgG9i+vDSpUtIC+7cudPf3y+RSEZGRv4RIgRK5obI0CwHSfFrQGRa3jpj6oq3X5oRqa2tRQgh6qA5UCIdSFBEYLClqKgIcmKhUIhof+vWLfztLS0tiYmJHA4HVS5aKsnJyT4+PsbGxljx8c477yB0z5s3b+XKlRs2bFi8eLGqqqq2traVlVVcXJxAIIAZX35+fllZGTg3XHPALlSuaOnhb2lvb4eXmq+vL41GY7PZsbGxHA4nJCSESqU6OTnBTYROp7u7u1taWhoaGtrb21+8ePHIkSM7d+7ct2/f5cuXFRQUtm3btmfPHqyBlpOTAyCw2Wjp0qX4nrFrcevWrXFxcU+fPsWVN/fbP2Mg+S9AhFiQ/ioyiIwVEMHB9B7xdIm3n7hoCIg0NjaihpwjhLx6ysvLiad18+ZN6EJEIhFMrZA2VlRUJCUlZWRkQDXY0tJSXl6emZnJZDKxG8TPz8/CwmL9+vVycnL4rD/44INvvvlGSUnJ3NzcxsaGzWajBEtISIiNjS0oKMjNzS0qKkKZDfYdE1YDAwNjY2MwAG5tbc3KyoJna2hoaFhYWHx8PKyt/Pz8PDw8AgICMA7u7u7u4OCAdSXnz59XVFTcunXr3r17L1y4cOTIEQUFhf3796urq3/66afzZjnYpScrK7to0SJzc/PR0VGJRPLo0aMnT56AJkH2in3nA1OSqGmJyODsPiWzQWSGi+ZfQoRAyYxzWTNGkf8MIrdv34ZCBSMzDQ0NJSUl8fHxFRUVNTU1RUVF8J5gMpmFhYU9PT34frKzs9PS0rhcbnh4eEpKCpVKTU5ONjU1vXjx4g8//CAjI7Nr1y53d3cqlSoSiUpKSurr6ysrK0tLSzHGLRKJUlJSOBwOCHWBQHDjxg3oEIaGhsbHx+/fvw/zEox28vn8oKAgFosVGxsLyxronOFrAtbV3Nwc1Lu6ujoMrg4dOnTu3LnDhw/Ly8srKiru37//jTfemA0i8GGTkZHBTSQvL9/c3Dw+Pj4xMYFsaXh4eHJyEtffxMTEjLfMfxMi0/AhDZFpKJGe3pNOI0B8EWnEv7xoXj0gUjERg0ZrVVUVFIrl5eXYhXXz5k0KhVJWVgb3xKqqKvjNCQQCgUBQVFQEp1SRSNTW1lZfX5+WlpaRkVFXVwe5UHd3d21tbUFBQXp6ekJCQmBgoJ2dHdYxf/bZZ1988cWpU6dCQ0OBkvb29oGBgb6+PkRKTONFRkb6+/sHBAQIhcKYmJiIiAg6nQ6a38vLC7UMnMGxQu/ixYvHjh1Dd1dZWfnnn38+dOjQpk2bcLnMeGRkZFatWiW9unXHjh1lZWUTExP4KWCZB0BAP/DqRTNHZvp6EHkVH9M6NdIomW16D7kCQaoSFc1/ABH8mWVlZfgrqqqqYKqcn59/8+ZN5MIMBqOyshJqga6uLkzQhIeHR0ZGVlVVFRQUFBUV4dGOjIxIJJKBgYGysrKsrCx/f3/Ikq9fv66kpPTxxx+vW7duw4YNH3300e7du21sbIKCgjIyMvCTImPFPhM0B4qLi7Eo3sfHBwa9EJEEBAS4uLiQyWQ7OztPT08rK6sTJ04oKiru2bNHVVXV3NxcS0sLzTw1NbV9+/adOnXqiy++mD9//hwQQYIyb968VatWIV/ZsWPH0NDQ06dPYd/1/Plz2MiOj49LP2BpoMydc8x2Zk5Xp4FjNpTMMb2HA8R0TCt2AAAgAElEQVQQzMfrQgSiIcCrsrISBTCSBrFYXFpaioopJiamtLS0paWluLj4zp07NTU1qamp+fn5SJVAeUGE0d/ff/PmzbS0tLy8vNDQUENDQ11d3V9//fX777/funWrlpYWmUwODg4Wi8V5eXngVSsqKvDDDkzNUjx69KisrAyyahaLRaVSfX19fX19IyMj4QdPo9EcHR2dnZ0tLS1JJJKenp6iouLu3buVlZU1NTWxRU9bW1tZWfnUqVNHjx7V0NB47733kFDPeJYsWYLqZunSpSBLUPUYGxsPDw+D0Hr8+PHjx49RtL+6kWfuaPHaEHkVHzPGEmmO5FWUvMqc1tbWzhEtZjxQDzU0NLS1tZWXl9fW1mI5KzZN3bhxA/jDsBZW2WGtbnp6OqSmGJpNTU1FqtHU1PTbb7+FhIT4+vo6ODjo6OhcuXLFysqKSqUWFhY+ePBgdHS0o6Pj/v37COAogwmwdnR03L17986dO4WFhRkZGWKxGERIQEAAlUpls9nQKfr5+dna2trb22NwRklJ6ZdfflFRUdHX1798+bKWlpa2tjYSkWPHjqmoqJw+fZrINmY7cPiUkZFZtmzZkiVLZGVlsTjcwcFhZGTkr7/+un///qNHjwihifT2prnvkdeDyIyMaltb22w3DjHgScgW52DDampqXhcihHqImOUB/33z5s3o6OjMzEyIAdra2gj/EqFQiB69h4cHngSVShUIBBkZGUKhkEqlGhkZ7d+/X0tLi8PhYDb4zp07kDNCDkLM2+Xl5aG0xnfe3NwMqVF9fX1JSUlBQQFaM+Hh4SEhIXQ6HZtrMCADsYGVlZWKisrOnTuVlJR0dXVNTEyuXLly/vx5XV3d8+fPq6ioHDt2DA08lC1zHzk5OfwC3LzM1MpwKyursbGxP//8c2hoaGJiYmJiAktnX93xNRsIHs55ZobINDTMiJtpEJEOJHjw/3OIdHR01E/tIINcAwlHb28v9tcARv39/biPysrK+Hy+uro6Mn+sKDx79qyVlRWMyNBldXFxaWxsfPbs2V9//TU4OIjdatCuwloekSkpKam0tPT27ds3btxoaGhAdHn06FFtbS2mQVkslr+/v5eXV2RkZGBgYEhICJPJpNFoHh4emMAzNjbetWvXzp07tbW14TKCA52KhobGyZMntbS0VFRUwJXNBg5ZWVmYaCxevBjEPH5AAjQnT55sbm6WSCQPHz4cHBx89OjRjCj5L0Bktlx1tt4NUf0SKMGZrQszW3E7DSjEnzPb729ra2tqaoqOjo6Njb1169bDhw9h811XVwdDkZCQEIFAkJCQcPPmTcgGkD/du3fv5cuXT58+HR4eBpPd399/586djo4OiIaIGT5cT7AZLiwsrK6uxizWwMBAQ0MDnFtZLJaHh4e3tzfGvqEogL+Subn5tWvXzp07d/LkSR0dnYsXLxoaGp47d87AwMDKykpTU/P8+fNwt7Kystq2bRuqldlyEeKgBp4/dXDvLF68eNmyZfLy8nw+XyKRYCoYtr6jo6PYW4J9nQMDAyMjI+j1QBv74MED7M76DyEinYv8XwWRioqKnp6e5ORkBoOBAgqFaG1tbXFxcXV1NeEOAtpgaGrP96NHj54+ffrkyRMk+YQEpKurq6GhITs7m8vlMplMlCfo+KekpGRmZpaUlNRNrbWor69HVQWDMh6Px2Qyg4OD+Xx+aGgog8GAB6uhoeGPP/545MgRHR2dy5cvX7x48cqVKxYWFo6OjmfPntXW1tbW1j59+rSjo+PHH38sIyODDOO1IEI0dDZs2PD222+vWrVKQ0OjoaEBQBkYGIDvwf379xFa+vr6nj17Nj4+DgX40NAQjNReGyKvXjdzSI3+ixB5FSWzXUxE91goFPL5fDhLYQiKGAArLi6uqKjARixMPzx8+JCwd4avC3yqMCFWUFCQkJAQHByM8kQkEhUWFqalpSUnJ2N0FMKizs5OpKtRUVE0Go3JZMbHxzMYjJCQEA6HExAQQKFQLCwsMI+5ZcsWbW1tMzMzCwuLCxcuWFlZmZiY4D9pa2traGiYm5uTyWTpC+V1o4iMjMzy5cuXL1/+7rvvwmL0yy+/VFNTy8rKkkgkL1++xFTAs2fPhoaGHj58ODQ0BB4F7vKQFjya8/yrdHW287oQmQM6M6JkNoh0dHSA6qivr6fRaGVlZXV1dei64TdAClRSUoIAgwplcHAQ9QhGFMHfY/tAenp6XFxcUFCQi4uLjY0N/GoKCwtTU1NzcnIaGxvb29vRfuro6Oju7q6qqoJ2FVuYfX19g4OD2Ww2lUp1dnY2NTVFD/n48eMmJiY2NjY2NjYWFhZQoCGoGBgYHDp0iMPhHD9+XGaqV/cfQGThwoUog+Xk5NavX48vrlixYt26dVpaWhjckkgk4+Pjg4ODgAWuG2AFhP1rQ2TG+vZ/N0RmvHFmg0hDQwOSj+7u7vz8fF9fXyLlxMgFvnl4MVZUVLS3t9fX1+N/aW1t7ezsrKqq4vP5xFXC4XDg+GBqaurs7CwQCMRiMf5rUVFRY2NjW1sbviVC2ZqSkoISF02Z8PBwLpcbFBQEiKirq+/bt8/Y2Pj69evYkkYikRwcHKytrfX09Ozt7SEMSEpKwtOVlZVdtGjR60IE4CDSWBkZmXXr1r399tuLFy/G2vlly5ZpaGi0tLRIJBKsDBwbG8NYObLUycnJoaGh14PIHFzqjOe1IDKbKnGOvGTGU1pa2tPTg4q0sbExLCwsLi7u9u3b3d3dSDmrqqrq6+srKythM9/Y2FheXp6RkREeHu7m5gbtu46ODp1O9/X1xSAdNoTY29sHBQXBeSA/Px+Lp0Dtwx+rvr4e1u8gYIRCIYASHR0dHR0dHh6OlRUaGhqnT5+GL6iHh4ednZ2Tk5ORkZGFhYW5ufn169dPnTqVn59vbW2N2lVmqrv7ulFk3rx5n3766enTp/fu3fvWW2+h0lmwYMH8+fOBEhkZmY8++igwMPCPP/54+vTpxMQEOGKwsaOjo1joOcf5G0Rmw0frLOe/BRHpWPJvimG09HAZgXoPDg6Oj48vKyvr7Oxsb2+vqanB95abm8vlckGE+/v7U6lUEolE7BPas2ePoqLisWPH9PT00BaGh0xSUlJ+fn5tbS2IkP4pK5ju7u6GhgY0BFJTU+Pi4qKjo7EFMTY2FqkuFp9paGjAhcbMzAx/rKurq7OzMxq/ly5dcnFx6ejo+PLLLyFWBUr+gyiyceNGU1PTmJgYHx8fBQWFN998c926dbi2QLiBlPv444+dnZ1BskGhODk5CTXMw4cP/x+DyIx5ybTT2dlZWVmJ7n9TU1NnZ2dNTY2NjU1BQUFbWxuRhdTU1KSlpbHZbFtbWw0Nje+///7dd9/94IMP1q5dKycnt3btWmxb3rdv34ULF2xtbd3d3X19fQMDA0EENzY2Yn5zaGiov7+/ra2tt7cXN1pDQ0NWVhbChre3d1RUFJ/PB2kGS4hTp05ZWVk5ODi4ublha7Onp2dgYCAmr86fP3/nzh2BQCArKzt//vyFCxcuWrRojh7NbBBZtGiRmpoah8OJi4tLTEz09/ffsmWL7FTbj2BNli1bhhDl6OiIi6Onp2dwcBCF8etBpEXqSONgttMsdQh8NE7JnuunyPhpUHj1EA2dabFkNog0SR3iG2hpaTl79mxYWFhVVVVXVxdGgm/duhUTE5ORkZGYmGhvb6+qqoph/BMnTmDTg7u7e3x8PCCFQqmhoQEzV6CV7t+/D3VIe3s7hnQqKiqys7N5PF5wcDDYM2xB8fHx0dHRUVJSgguvmZmZi4sLxrqCg4PJZDJGwNXU1FJSUsbGxjZv3oxHuGbNmrVr184RRaYxaatWrQJW3n33XQqF8ttvv2VmZoaFhUEZ8+WXX8rIyCxdunTevHmrV69GFFmzZg0qZBsbm/Hx8WfPnmEppUQiAWGPhgMMcEZHR0dHRycnJ2eACPFZT0PJbGdGfPxnECF+gzQ+mv7pSOOjpaWloKBAQUHB0dExMzOzsbGxv78/NjYWXfvy8vLU1NTY2NiysjI87ImJiRcvXuAHn5ycHBgYQLWCegdcQn9/P1YDtLe3d3Z2tra2VlZWFhYWikQi+N8FBQWBN3N3d8f6vbNnz+rp6cGCxs7OztHR0dPTE+4SmNr18/N79uxZVFTUqlWr5s+fL92dmQMiSCxQvyxfvlxWVnbBggXbt28XCATFxcXp6ek8Hs/b29ve3l5ZWRkZybJlyz744IOffvpJQUHh66+/3rt376FDhxYvXnz16lWAA3474NCGhoZGRkaePHkyNjaGuIKtozNDRPpDfy2IEG/560JEGh/1U+KSfw8RAtNDQ0NRUVHKysru7u6NjY1g1eBndOvWreLi4sLCwubmZrwxw8PDsOMdHByEH0lHR0d/fz9opXtTFlbd3d0wB+js7MQWcDilUigUMpmM/MbBwUFfX//UqVPq6uq6urqGhobm5uaWlpY+Pj7Xrl0jk8kBAQE2NjabN282NTXt7u6WSCRHjx4FLBYtWrRo0aLly5fP0elFzTItlqxcuVJbWzsnJyczMzM1NTUpKYlKpbq5uenr6+/bt2/BggVycnJvvfXW5s2bDxw4sGXLFg0Njd27d2/atGn9+vVGRkYPHjz466+/RkZG6uvrh4aGcOng9YBYaWhoaAaIzPZ2znZejR//GUSkc5H/LH7gNDU1PXz4MC4uzsDAwN/fv7a2tre3F/zp77//3tHRAU4FM9zg08AKPHz4EPMyoGUfTPk1DExZoPb19TU3N6OQ4fP5LBbL09PT3d2dTCbDIktbWxs7RjAKamVl5eLiApqETqdTKBRdXV1zc/PBwUGJRJKTk/Puu+8SJevSpUvfe+89FK5zpCDE7wdovvzySy8vr4yMDBDBubm5cEpCD2jr1q0LFixYtGjRRx99tGnTJgUFhX379u3bt2///v2//PLL4sWLd+/eXV5e/vTp02fPnoEyQQtwdHQU7V/Qa9MhMu3dbf6n8yo+cEe8LkSkE1XiG/jHv/3VO7Gtra2mpmZ8fDwqKsrc3DwzMxMDFh0dHZAUgTuBITNoNHRnenp6ECogc79//z5BKEEK2tvbC781oVAYGhoaGBjo7e3t4eHh4OBw9epVbW1tuDTDyszMzMzR0dHDw8PW1jYwMJDNZuvo6Hh4eEDv8+zZM0NDQ0xlrlixAs97+fLlc/AiCCFr1qxZuHDhkiVLVq5c+eabb6qoqCQkJCQkJEREROTl5aWlpYWEhERERGBjsIaGxocffoi7ZufOnQcPHtyyZYuysrKGhsb27du/++67999//7vvvgsJCRkYGJBIJE+ePIHxDm4fKB1ngIh0kviP7/Fs+PjPICKdfxCP/7Xw0dra2tfXh47dvXv3bty4ERERkZOTAxIFmiuAA5cLJELIObAvEc2Hzs5OBA+kq5hxam1tTU1NjYmJCQ4OhjkidqZev35dV1cXm2gwtWthYeHg4ODq6urq6urk5OTn52djY0MmkxsaGmAc0t7e/tFHH6Fzu2rVquXLly9cuHDZsmWz4UNWVhbTNIRgYOHChUi5CgoKYmJihEJhfn6+UCjETkE/Pz9nZ2djY2N1dfVPPvlkzZo133zzzZYtWw4ePIiZv2PHjh08ePDgwYNff/316tWrDQwMSktLHzx4AN+snp6eJ0+ePH/+HB2+mSHSMFNH7T/Ax7+HyLT8lHj8r4UPos5CpTo8PFxSUiIQCJqamurr6/Hgf//9d4QKIqh0dnZ2d3eDvIdJGlJ9qIfQxGlubq6urubxeJjR9fLycnd3h4MZOv4kEgn/SnhZubq6kslkaN/d3NxaW1vRLnnx4gWVSiXST1lZ2SVLlsjJyYEdmQ0iixYtAj7WrFkDMMHQIDMzk8Ph8Pn8lJQUeIWjj4g2AnzlP/744+XLl3/++ecqKioQMe3bt49wrzh06NCGDRt+/vlnNpv9+PHjly9fouUJUcEMEJmNk/hHfLx6xbwuRIi/qPmfEqBpRxofeN7IG27fvo3StKCgoLGxEeN0w8PDhJNkV1cX3O5gRYQDfhkjEVAX3Lhxo7Kysri4ODg42M7Ozs7OzsXFBYvfYaJqZ2fn7u5uYWFhZmbm5OTk7OxsbW3t5OREo9EwO9Pc3Dw6OjoxMXHv3r22trYvvvgCTx13DcLJP1Y0a9eulZWV3b9//86dO9etWxcVFZWYmBgTExMUFBQSEoJx0aioKDKZ7OHh4eLi4uDgcPLkSWtraw0NjdWrV2/ZsmXv3r0KCgpqampqamrHjh3buXOngoLCli1bVFRUDh48KC8vr6enV1ZWhobO0NDQixcvZoDIq5njv6HDXw0hs0FBmiWT/pPnePzNU/NU4PGam5sbp/xF4PyBRm5nZyduk46OjtLSUj6fb2dnp6mpqampaWhoWF5efufOHRSxaFCjooGeqK+v78GDB7W1tfChqKurA6na3t5eXFwMMT32NSM8ODg4mJqaoj/n6Ohoa2tLJpODgoLQq3N2diaRSEhEzMzMuru7nz179vz5c9SZZDKZGPpCOrlo0aIFCxZgTIZo3uJaAd8FQl1GRkZeXj4uLu7ixYuLFi3CYj8Yi4eHh2dlZYWEhISGhtLpdFtbW0dHRxisYVb06NGj69atk5eXP3LkyIEDBxQUFFRUVC5evKikpISSWElJ6eTJkz/88IOysnJsbCwGzR88eNDf3//48eOZIVL37yisubPUOc60ynY2iIDHbGhogMKttra2paVlYGCgs7OzubkZ4aejo4PYKVNeXh4UFAS/KBjPXbx4Ecsb6urq+vr6sHu1t7e3sbGxs7Pz3r17PT092LCJdQBNTU35+fl1dXUVFRU5OTmxsbHh4eFYjeXs7AwrRPiompiYXL9+HXHF29vbxMTE398f/TkvLy+4WN27d29iYuLx48f9/f1Pnjzp6ekBrzUbRGReOQsXLsQg+E8//eTi4lJRUaGpqSkjIxMTE4Nki06nI5yEhoZGRETAG/Ly5ctubm7w7vLx8QkNDTUxMfn4448VFRX37t17/PhxHR0dbJreu3fvli1bduzYoaysrK2tffDgwc2bNxsbG9+8eROykqampr9B5B8Z8Wln7iz1X+JjDojU19cTeSsKltbW1vr6etxH+Ep9fX12dnZwcDAaqhcuXNDU1DQzM7O3tzczM4NbkLm5uVAoRBrb2dmJ7+HOnTs3b96sq6tDWMLMcHJyMuT1bDbbx8cHWy89PT0dHBzgqWptbW1ra4tWjoeHB5ZZWVtbY8cIgryurq6np2dXV5dEIoF2qbe3VyKR+Pv7y0xJhwjefdGiRQsXLgT7DkxIC0GQqK5fv55EIqWnp7e0tJw9e3bhwoV0Or24uJhOpwcGBkKxGx0dLRQK6XQ65ruuXbvm6OjIYDAwT8pkMm1tbb/99tvvv//+8OHDp0+fPnr06IkTJ44fP75t27ZTp0798MMPe/bswUrhr7/+etOmTUFBQRKJ5OXLl3+DiPRkQ+1rDjf8S3BMwwdyz9moubq6OuQZyHtaWloaGhoqKyvb29txKSQkJNjb258/f15TUxPJgbm5uaOjI8xx0T8jk8mRkZEkEgneE0g+4HCHVnBjYyMsnblcLhZCuLi4XLt2zdjY2N7eHvyHg4MDdpPhD8ewro+PD3o6bm5ufn5+ZDIZu03s7e0bGhokEsnw8DBspbBTHNPn0hBZvHjx4sWLCYjMnz8fLRgEGPT0Fy5caGpqmpiYiJa1iorKqlWrSCRSXl6em5sbl8stLCyERpPP52MEEDYnsEmCRj8sLAy7sy5dunTy5EkVFZUTJ05oaWlpamoeOHDg0KFDqqqqO3bs+OSTT9DU3LFjx1dffcVms8fHx/8GEQxHvQqU+lnO694v0rFHOjOdDSIdHR2tU2OhdXV1tbW1jY2NHR0dTU1NYrHYycmJ2HUKK0vkCrAEsrOzg/mpt7c3i8Wi0WguLi4MBgNW4NghkZmZifUPxsbGFhYWTk5OTk5O6urqEHMYGRnB89/NzQ2jUzBX9fX1hauRn5+fr68vlhX5+PgEBQWZmZn5+fk9evTozz//xC0Dlvbly5chISEyU+J14AAgAA4ADjTeFi5ciORURkbmnXfe0dLSwoqV7OzspqamHTt2zJs37+rVq5mZmZ6enmlpaVhoERoaCpNPBoMRFBTEZDKdnJw8PDzgDAtJL/bmODk5XbhwQUVFRVFR8ciRI/r6+lhYcPjw4cOHD+/du/fIkSMaGhqHDx/+9NNP7e3tp0OEODPOSr36yF/Fx+tWLnMQ/KC2EDlaWloGBwcbGxvFYrGzszOyrdOnT9vY2MAT9/Lly2QymUQiOTk5oTR1dXXF4CRwA1s6W1tbWPdfvHhx3759x48fRwb31Vdffffdd4SHkYGBAZzQ3NzccK34+vqGhobiGUBvRqVS/fz8aDRaYGAglUp1dHQMCgrq6+uTSCSYoZ2YmOju7sYQ1KFDh5YuXQpAEIkIARGkI8RXgI/3339fT08vNja2srISEtrbt28jFGloaMTHx9Pp9Nzc3PDwcKw+CggIYDKZSGDt7OwcHByQmnh4eISEhDAYDDKZjE2jfn5+Tk5OGhoaSkpKFy5cOHTo0OXLl3V0dLS0tCDJ1tbWPn78+OHDhxUVFf8GEWLQUhol0hFl2pkRH3NAZDZ8zNZJbmhoQBUDcqKuro7L5RoYGBw7dgyCDGIbkKOjIzZKgY2AiRkcc0NDQ1NSUlxcXDw9PTkcDp1O9/T0vHbt2s6dO3/88cdLly5ZWVlpaGgoKCgoKCgcOXLEyMhIS0vLyMjI2toamkJnZ2c/Pz+8mkwmE4S6p6cn7CGQD8IzbXJy8sWLFy0tLZgOf/jw4b179yQSSXR09KpVq1DfQu8DiCxZsmTJkiWACOIKDCNkZWU3bdrk6OgYHx8vFouLiorS09Pz8/PT09PXr18vIyNz+vRpDC2np6fz+fzo6Ggul4v44efnZ29v7+HhweFwsLMcHmBY0AaTTwRUCoVy7ty5H374Yd++fRj9Onz4MIY5VFVVNTU1T548KS8vPwNEXkXJfxEi0uTY3PgAz4HtzPfv36+srHR2dj516tSZM2ecnJysrKzMzMxsbGy8vLwI8ZiDgwOmFuAghU69s7MzhULx8fHx9/dnMpmRkZFRUVEcDicsLCwyMjIsLCwxMZFEIgUGBsbFxX322Wfbt2/HNIOJicnVq1dNTU3d3d2Dg4MjIyMjIiJ4PF5YWBjiB4vFYrPZ4EuysrLGx8fB2WMF4ujoaHd398jIyPPnz3ft2kX0/TF9OSNEULzIyMh8/fXX9vb2aWlp2dnZfD4fS4xramo4HA6S2dOnTyclJd24cQP5NbbtMBgM7Nlxd3fH5eLi4gJYOzs7Q33t7+9Po9Gw9hUfkYODw9GjR3fv3q2urq6pqYng8csvv8Cf5+zZszNDZNqZdukQWchsUJgGFAJJ0s0XQARQwKqX5uZm3EStra0gwerq6qqrq9va2rKzs+3s7C5cuGBsbOzh4YGcA3mGr6+vt7c3ZvBRX9DpdDqdzmQyMZiJuhSqjuDgYNgJBQcHe3h4wFGIw+GYmpqSSCSJRBIfHz9//vylS5cePHhw7969J06cUFdXNzQ0JJPJLBaLyWQmJiYicsDam0ql2tra5ufno/WFhg6UXUNDQyhqbG1t582bByUYpixxVqxYQYzPyMjIIB2RkZHZsGFDYGBgVlYWFhHHxcXFxMTk5+eXlJTY2toi2BgaGmJ9fWxsbFxcnFAoFIvFISEhcLv3nDrIRcLCwnx9ffH9BwUF0el0Ly8v3LnY1Yda/ejRoz/++CM6w7t27dq2bRvWGfyfgci0ENLU1AQuHPwYtMQYd+jt7c3MzNTX179w4QIUwq6urvCIgvEcYgY+Dm9vb9SBdDqdRqPRaDRs4EZQgUcqi8XCRxkQEIAQHRYWdvXqVTs7u7q6ugcPHoSEhIAOf+eddzZt2rRlyxYlJSUzMzMymRwfH8/n81HOwKEKXMXjx4+fPHlCDNPevXv3jz/+GBoaevnyZWpq6ieffIJXH9KQBQsWgArDtYLuHSodZKxXrlxJTU1Fi66wsBC7OJOTk+vr6/X19QEm1LpisVgsFufm5qampiYnJwcHBzOZTAaDATYP1Q2k+UixYR/q7++P98rV1dXS0tLAwIBKpbq4uJibmyspKW3ZsmXr1q3y8vIw2dqzZ8+/goj0jVMnVbvOAZFX8dHQ0CDdXiHwAW60tbW1vb0dKm38de3t7dXV1aGhoSQSycrKClS3k5MTlUrFjBNG8gERrMmlUqkAAdwKiXUwCDaBgYEwakYdCG/u6OhoKpVqaWlJJpOpVOrz58+fPHmipaW1c+fO999//7PPPlNQUPj22281NDRsbW2ZTCaPxyORSDQazdPTk8lk3rlzB0otDL2B0e/p6UEtMzg4uH//fsSMJUuWELkI4VYF/0zEEoSQAwcOYFlWXFxccnJycnJyampqcXExxFCHDh0CjYYlkPAUTUtLi4qKCg8PB3DROPT29g4ODobxCUjYoKAg/NRUKpVCoWDNI4lEAp9kaWmJdN7S0lJXVxc+fb/++quKisrfIFI9yyHykmms2mwQmREfgIg0PiCPbW9vB2GKKhfO683NzfX19QEBAfBFxa51gMPHx4fJZAYGBuIt8fPz8/f3R6ZGXMY0Gs3V1RWLPqytrRFdQkNDORwOl8tls9moQWg0GovFQqrL4XCsrKxaWlqePHly69Yt/LEqKiqff/45EjpnZ+fIyEgw7i4uLmw2e2BgYHR09N69e6DwET9gy/n777//8ccfDg4OcnJyBDIIHODeQVBZtGgRkYJ89tlnPj4++fn5DAZDKBTm5eWBOcWkT2pq6ldffbV06VISiZSfn5+ampqRkZGWlhYXF4dZjdDQUCaT6enpifchJCTEy8vL09MTlwtoNCqVCoggBHp5eSFFQyXo7u7u5eVlZ2d35qhVkLwAACAASURBVMwZZWXlnTt37ty5828QeXV3DI509iqNkn+DD2l6Tfp+IfCBgVCkIy0tLb29vQMDAzdv3oRhEBIxsFLh4eEMBoPD4aDmRM6BzyIyMpLH44WEhGD2Gloe4AMkI3YLBQYGBgYGRkREEL/29fW1sLDw9fWNj4/39vYuLi7GJMG9e/fEYjGfz3dxcdm5c+fGjRvPnj176dIlExOTI0eOCAQC9Lru37+P7a3EqkNMvE1OTt69e3fdunVLly6Vk5ODUhB6UqBh8eLF0Bei0MU15OzsnJiYmJaWlpCQEBkZmZWVVVRUhA2epaWlXC5XTk5u8+bN2I0B8+q8vDz4K2GDOCyT4MoXEhKCKzgwMNDPz8/LywtY8fPzw+vh6+sLO3LMqVtZWdna2pJIJNT5VCpVTU3tyJEjf4NI5SyHqHH+kSmZMXgQdMir+CBmgyH26ejoKCsri4mJQSQXCARMJhMoQf2GZwlmIigoCBctl8slTKRwy/j4+Li5uTk4OJBIJDKZzGAweDxeVFQU8jUul4v+BZPJRBHIYDAwoysSiZ4+fQq+fGRkhMlkXrp0ycnJCXn+hg0bduzYkZiY+PTp066urpGREYwqYTgFI24PHz7s6+t7/vy5jo4OoAAiFZpTkGNITXDj4CtycnKHDx9OTk7OyckJCQkRiUQY0klISIDktrS01NTUVEZGxsTEJC8vD2lKWlpaTk5OWlqaWCyOjIzkcrkREREcDgeLvMCkgbZB2AgMDMR2JVRk3t7eZDLZzc0N9aC3t7e7uzuJRMLtTCKRELz/LURezUj+PUSIbh9RzUrjo7OzE/rhtra2ioqK4OBgExMTe3t75JJUKpXH40VHRwcGBoaGhuLGxZg1m83mcDjwcBYKhUKhENwAZeqgxsE1jFoXhSsqXhqNFhQUhCQ3MjJSIBD4+PhEREQMDw/D0QWfiZ+fn5KS0rFjx+bPn//VV19VVFRAHD8+Pg4FE6ZB+/v7x8fHMRY6OjoqEAiQbRBXzMqVK6EOIb6OX+DXX331FYPBwCZhMGC4QUJDQ5OSkrKystLS0r7++usPP/yQw+FkZWUhn01JSUlKSsKIBnHJxsTE8Pl8X19fJpMZFhaGQhc1P64bBoMBT0diKAQFjpOTk7W1NTItX19f9HpcXFz+BpHZ9sJIkyX/HiLTQggBEen7BYPmbW1tg4ODTU1NHA7H2trazs4uMDBQKBTC9ZbFYoWGhgqFQkzPYjVueHg4j8cTCATR0dECgSAqKorL5WJ7EKgzTG8DHwBHeHh4eHh4WFgY+ubh4eGYXQgICIiNjU1OTvb19Y2Li3v+/Pn9+/f/+OOPGzdusNlsCFfZbLaamho8B7q6uiBrhZxicnJybGyMmJiF4+X27dtlpDTJwAH+ibBB1DX49ZEjR4qLi0GVxsbGhoaGisXikpKSnJwcUH/R0dGysrI6OjpJSUnR0dHp6elcLhcwYrPZCQkJ2B0eFhaGdwZrteAsDRNpgUCAsp+IJUSsBfVMLBlmsVi+vr4eHh5oks8QRaQ3DxF7UgGU2qmFEIDCNNs76a4NAQ5pIgQFC8QfGJsDF9Lc3Pz777+npaXZ2NjY2dnRaLSQkBDsZggODgYacJXggDfk8Xjx8fEoRMEviUQiKPN8fHwQM8PDw+Pj43E3I12NjIxksVjBwcEcDgdRBDkHTnh4+KNHj168eDE5OfnGG2+sXbvWwMCgsLBQIuU42t3dTezhhii6p6dndHQUa0DGxsagKwMCFi9eLCcnB85j8eLF+CLyU3R6ZWRktm3bxmKxsrKyEMwiIyPj4+OhaxeLxVwu99atW8bGxu+9915WVlZsbKxAIABoeDxeTExMbGxsfHw8ruOcnByBQIDtsGw2G7KE8PBwYAIlMXJSX19fCoWCUIHeE9G49vf3xzZqBON/BZHS0tKKiorq6mqCkpd28n8VItLxQxoiuFAQSKRHzPv6+kpKSoKCgtzc3HCJokDF/YrXQiAQ8Pl8Ho/H4XDYbLZIJMI4f0RERGRkpFAoBIPE4XCwD9XDwwMZhlAoBDeKWIL5qLCwsIiICBcXFxcXFzAQ8HAOCgrCvNq1a9cUFRWZTKaurq6dnR3GCO7fv48lwIAIDIDu3buHjWmjo6MPHz5saGiQl5cn4oe0cn3+/Pno686bN2/ZsmUE30qn05OTk7GRODMzEzcLvpKamhodHZ2fn6+srHzixImsrKzExMSEhAQI36OiojIyMgQCAezd+Hw+Lt+4uDi8QvhweDwenOmpVCoqQYhLUATR6XSkHWFhYUFBQchO8NHNDBFi45h0CJm2GeLWrVsYwJ8bIjN2ZKQHQjs7O2EU09bWFhMT4+bmRqVS4fXDZDKxUAzxE0PVxIUiEolAFiH/wG/Ab0YLBtESzCPcVPl8Pj44BoPBYrHQzQJ5HxMTg9cuNDSUQqFMTEzU19dv374d8VlPT8/Pzw8FCzaC9/f3AyLDw8OwKnny5ElbWxsIEm9vb2QehLmDnJzctPkGwj1m/vz5RkZGv/32m0AgCA4OBiMSGxubk5MjEomioqIAlPj4+J9//jk4ODgpKSk+Pj4hIQEXTXR0NHYTREVFZWVlYXUw0lt8eogxoN7BroI9w0vo5+eHuAKKCH0cXEB4RVH0zZCLEOtzib27xBeJAriiogJDjrNBZJoiBBBpbGyE1AMogc70999/z8zMBAMYEBCACoXooXC5XLwl8VMnLi4uOzs7ISEBETUhIUEoFEZFRWFI39XV1cfHJzIyEqSTUCjEMCNCUXh4OG4ZWNd5e3vj9omKioLDv7+/v0QiodPply5dAtoYDIa6uvrAwMDTp0/hpo0uLiEQh1C+u7v73r17TU1NP/74IypYWELMqCXD/bJ+/fpz586hygWvg0eFuZi0tDRcKIWFhTQa7ddffy0tLUVQjImJSUpKiomJwRZHsO/4RUpKCjTxiME8Ho/L5YaFhSFwEuPpeAnRlICsDkUi8UHhakZuOx0ir+IDe3fxlaqpBdtYHTcbRKQVZdIhpKGhAeQYYgmmV1pbW/HkcF8Cv1FRUfiwgA/kGSKRKCEhAa8RQJOYmIi3BPpeHx8fEokElwCsr+Nyufg0IyIiMGbC4XDQ0w8KCgoMDERwgqUul8v18/MbHR2l0+kaGhocDgfvmZ6eXnp6ukQiAedx7949Ah+wEQN19uzZMxKJBHygP0d0d4lLB6074EZVVbWgoCAiIkIsFiNAhoWFpaSkICsSiURsNlsgEJSUlJw9e9bAwKCqqkogEOCnRjEM1/msrKzMzEx4u6WkpAAWMTExiKxgC3k8HpvNDggIAL+M6BscHAy4gEwiMj9kbHhh8M78fxCZtqod+Lh582ZVVRWWIlZXVzc3N6NNT2zfnQMi05r+UIwCIrhlmpqabty4ERYWhj41hUIBluFhKhaLk5KSkpOTk5KSEhMT8Yng0yTaV9HR0QkJCRjSt7e39/f3h0SPz+fHxsbiPhaLxeHh4SDN8CQYDAYiVkxMDPhWfKyBgYFNTU1OTk4Qj5HJZF9fXzc3Nw6HMzk5SbgPDg8PE578iIVjY2NPnjyBaxlRvKBRh6YugRWsyNHX1+dwOOnp6ZGRkbGxsbGxsYmJieHh4bm5ufHx8cjE0VjOysr66KOPnJ2d4cGXnp4Ot8iMjAw2m52WlgZ8iMVi7MfJzs6OjIxMSUlJSUnBUiWgCrtQ8MMi32exWBEREWFhYfigiDcHKiQmk4kUcGaIEFkI/Eyrqqrwr7dv3yY6KQ0NDXNA5NWOXWtrKzLWrq4uDEv29vZWVFRAmovWK4pyXIFRUVGpqamgCjCzCg4RL310dDRRyGDZJbJ3BGHUJkASDGrQxGez2REREbiPkeHjr6bRaHw+Pzk5mc1mp6enW1paYj7K1dUVFJOamhomXbF9bHh4eGxsbHR0FL5QkB5GRERMI9qJ/EN6NvPDDz9UU1NLS0vLysoKDg7GFB2eE5fLTU9PR/xD7ES/d/Xq1QwGIykpCTVOTk5OTExMYmJiRkZGXl5eRkYGgmhycjKPx4PDLH5nampqYmKiUCiEZiAjIyM9PV04dXDvENIIhBB8qgg5/wARIoRIQ6Smpqarq2tgYAB+Cq8FERQyGHpra2u7e/dub2/vjRs3goODGQxGVFQUdMIeHh5UKhWu+wkJCYmJiUlJSSkpKchPxWJxYmJidHR0VFRUTExMcnIyXj4qlert7S0UCnNzc1NSUhISEpDYgkXAb4ajIW7l4OBgKpWK1zc+Ph6rQgQCgZ2dHYZfAgICoGHjcrk+Pj6qqqpkMlkikRA76kZHRx8/foxpadQ727ZtQ5AgHGBkpixTISp76623fv31V3t7++DgYKFQ6O/vX1BQIBQK0YPlcDiIfyA5fHx8OBxOYWFhZGQkGDOAgMPhAApRUVE5OTlsNjspKQlrJLOyslJSUhITE9EB5vF4KNOCg4MTExOzsrLi4uKIEIWPDtM3EEgkJCTA/g/PAl0bJyenv0EkKysrNze3qanp1q1bsJGE8wLql9TUVDAiXV1dGHNtamqCSzrs+mEehFbLNNEh4UdSW1uLjl1jY+PY2Fh6ejqFQkHGhGWURD8FvGFcXBxGzZB/oCpJT09PTEzESxAfH4+mLt4SQARfR+ImFos5HE5CQkJycjIiFoIHej08Hi8nJwd8Wnx8vLu7u7q6OpQoKIkZDIaFhYWamtrmzZs7ptaiSSQSdP8nJydBoyUnJxNF7DvvvPPBBx9s3Lhx7dq1b7/99k8//aSsrHzhwgVfX180bxHn8aPh4ouKigK3ERoaGh0dDZI0KCgoLy/Pz8/vrbfeio2NTUlJ+e233zB3jgINLwCXy42NjcUya/z48fHxQqFQJBKBRhKJREKhMD4+Pjc3F5tYRCIR4II3EK8HPnAQSFDZsdlsNpv9N4gUFRX99ttvMFPPz8/H5iGYc6Snp9fW1iL/6Onpef78OWac6uvrYcvcOLV9sqOjY0Z8QIh6584dYjPy3bt3wQNi2NDNzQ1DKJD5QLiLVd94t1DjRUVF5ebm4icXiUQMBoNGoyGP43A4CDnIWlAWZmVlgaJG4QNyNjIyMjo6Guvcc3Nzo6KiIiIiYmJiXFxcdHR0sE6VTCb7+fm5uLhYW1tfvHjx3XffNTMze/nyJcajnzx5gqIXJiX5+fnffvvtTz/9pK6ujnFOMzMzAwMDBwcHqCRRYLPZbKFQiB4KVnPiXwEUgiQF+sH3kEiklStXxsbGou+fnJyMB4zWDJg0AAjWfkhaRSIRfoNYLAYmUOyAkUMjAn6Q+D1sNhsivZCQEBBFIFpg9yuRdgaorKxEWopbpra29taU61xlZWVMTAy6cWhVYN/gnSlvZNws7e3tr4IDRAjyD/xfbW1tlZWV6Mxh3N7V1VVXV9fZ2RlpFHGnIC0ViUR4dfDdA/5cLtfX1zciIgIjMAihcXFxyP4AFGRqyEZRO4AJwPUvEAhEIhGiCIfDsbGx0dPTCw8PxzYZf39/zE/v3r17wYIFy5YtKy0tff78+d27d588eYIN3Ni2/Pvvv5eWloaFhaF7DBG1p6dneHg4+Ci0hEJCQtByQ4MazwClLFAbHR0Nu04kRi0tLaampl9++aVYLAb08bCRtxIlHkEHEJkvIIWvI7NJTExEaoLrLC4uDs1CdMjBRqI4SE5OxrdEo9GmVzRwfKurq2tubobPdXl5eUlJCZlMTkhIqKurq6ioSExMhCQCtsCYn8ZYCqEZk9afErZphHEDOrqdnZ3p6ekkEikoKAjjkK6urgYGBo6OjuAt+Hw+Qh941YSEBC6XC6ENZL08Hs/Pzy8yMhJ3anp6OsTAcXFxcXFxyNdQAYpEIggAACwOhwP2LC0tDdUgVIyQn+FGoNFoJBKJRCJpamp++umnCxYsgDBdU1NzcnISxgqYV3v48OHIyMjTp0/HxsZYLBZwZmtre/36dTDFFAoFaTjqKZQqYWFhuD3xMHCNpqenI8jl5eVRqdSioiKRSLRhw4arV69mZGTAjis6OjopKSkpKQmxBAkKfmrAC3JGvBsEYlD3ESCD0AS4xHuVlJSEAIPUHnk9Cpy/QaSurg5JaHl5eUJCgqur68mTJ1euXLl69epFixbt2bMnNTU1Ly/v5s2bfX19yOdBFcBtAVOTryJD2mUP9i937tzp7u4WCoV2dnb4UAICAhwdHfX09CwsLCAb5vF4kE3gMYMARcGCxBsCRDDxYEixCTU+Ph5ZC64VxB4KhQKFIkgXdI/Bl6DAjoiICA0NNTAwgPWqp6cnhuv37t2L9HPNmjXvv//+m2++idg7Pj4OwwW4cbx8+fLGjRt2dnYY/aVQKL6+vnQ6HXoo6FpwGxLUOMpyZAngUkFk+fv7x8bGVldXp6amvvvuu99//z0iB+pblCeZmZlItuAPm5qaioiCpBWvB+SMycnJhKU9h8PBE0RahqQV4xdJSUkCgQBZMHbGsVgsc3NzMzOzv0EEbhxCofDMmTOrV6+WlZUlWglQ1X7++ec2NjYJCQkPHjwYGxuD19GjR48wUARrhmlyoXYpC3ncPhCxdnZ2gslA99Xf39/S0lJDQ0NXVzcoKIjgAQmxCDq9hC7E29sbxFdsbCxqY5SyUCyHhYUhaIOej4iIoFKpIDkCAgKgDRCJRHiDeTwe5OMBAQFXr17F/lTM+J8/f/6zzz6Tk5PbuHHj+vXr161bt3jx4m3btsG2BcEDAVUikaCwguAPdgHu7u7Ozs7oNqNHjVsPHSKwWwAoJsu9vLw4HE5ERER8fHxdXZ28vPz27dtzcnJKSkqio6OTk5Nzc3MRA5CWImMFFUukHdnZ2bPlIlC54kqSrhYBVqRBXC43ICDA19fX2dkZey/+BpHU1NQrV65s3LgRjhdffvnlhx9+CJZQZmqtsIyMzIcffkin0+EMhncIWT3hoP0qOAh3eRQ1DQ0Nra2tTCYT40BBQUEUCsXU1PTMmTPnz59nsVh4t5DTofcGHhB9BOySQh2IPj56FmjUoQuDPg7k44jAiYmJcXFx4ABgvoCwjJ0ykOudOHFCV1fX0tLS1NTUwcHh8OHDH3300Zo1a9TU1JSVlVesWIFBKXiYEkvHXr582d3dbWVl5ePj4+joCOUslJSIH6C3AQW0Ifl8PpJNABq0De6dlJSUW7duHT9+fPPmzdnZ2Q0NDRkZGcg0MzIyMjMzs7OzCQQgDODeAQctFotRyxB3rlgsRnZfVlaGYJycnJydnY2MGDwT7mImk+nh4WFlZYVxVwsLi2vXrv0NIjQaDaPr77///tatWzdu3IiCnuhfE0OFK1as4HA4sPJBFAGDBJXNjPgAndrS0oLKubGxkcFgODg4+Pj4QLhgYmKipaWlo6MTFhYGbofQJOO9RzOFxWJ5e3sjjcUHivcJ9BoqXoFAgFcEOQoMIFDuIiCBW8NdDqUBm82mUCgbN25855139uzZc+bMGX19/R9//PHHH3985513jIyMIiIiPvvsM/T333jjjZycHDBpExMTz58/z83N9fLyCg8Ph+g1IiICcPHx8YF4BY8KeU9SUhKwi3IGAlU6nc7hcHJzc0tKSrA2Ly8vLzs7G3qX5OTkGzduwDM4MzMzNDQU7wAoVOQlBPUM9GRkZOCiwQKutLQ0FouFNC4nJwdNUNws+EAgD3Bzc4PjgYmJiaGhoaGh4d8gYmlp+cEHH6xZs0ZRUfGHH34AeUxIt5ctW7Zs2bIFCxasXr0ay9WFQqFEImlpaQEDjWoFKiwY9dfX17e2tsIYCBYPVVVVmJ4qKytzcnKysbHBzAEGdLHuiUwm4yMLDAxEcYHsEs0Fa2vroKAgRFpYN6FjjhoYKMELhAQFeS4R2wmZJ+5v8BB46eHLsGzZMtBc27Zt+/HHH99999358+ejsBcIBPLy8pAlW1hYPH/+XCKRTE5O9vT0sNlsEonk5+eHQSwSiUSn06FB9/b2RnMEzy8yMjIvLy86Ohrr9PCoYmNjY2JiWCxWTU3NpUuXFBUVf/vtt6ysLFClSLAQIZCUIJwQaQcCCe5lLpcL7gT8fU5ODrqeUVFRwA14NkI5gD1gkE84OjpCe+bs7GxiYqKvr3/p0qW/QURBQYHoTL7xxhsffvjhmjVrYIYhIzULtGjqfPvtt5mZmQMDA729vYODg+Pj421tbbD4gTEhkX90dXXdvXu3qamptrYWZu3Jycl6enrW1tZwYSCRSEZGRnDHdnFxwfLbgIAAyGGIEbqIiAhjY2MymQx1OBpdwEdMTAw+KdS6eMkQJKDTwT2F+AF6PjMzEw4i6LLu3bt34cKFuFVlZWXXr1+P/OONN94oKip6/PgxTGnk5eXl5eU7OzslEsnY2Njz58/LysowVk6j0cLCwiCJpdFoxDNDTQGlYHJycn5+fnR0NASCQAlykZqaGgMDg40bN2ZmZqakpECPmJ6ejpQL1yLGajAFDi4EMQMdb8wXZmVlgSICbmJjY11dXUUiEZF8IFmBDi0wMJDL5QIf8GrDhmvgQ1dX928QWbt2LT4ghA1TU1NXV1dVVVWIHqTb2fDQmTdv3s8//3znzh1sKcdaj/7+fqQaEKW2tbW1tLRg+hLCgNu3b/f19bFYrHPnzkE66uXl5ejoiEUOhoaG0KtCpQ3GAhwal8tlsViXL1+2tLRMS0sDl4y+lFgsRj1J3DsIGCj/wMFDUIKKDkEFy5cDAgJiYmL8/f2xtlJmSjv4zjvvrF+/fs2aNevWrSOTyePj4/39/aOjo/7+/iKRSCKRPHr0aGJiYmRkJCEhASpASGKxngaqOTwhgUCAVInP53M4HB6Pl56eHhYWRqFQkCgkJSUVFxd7e3tv3rwZLn6YtMO9gHw8JSUFHU0wRuj3Yt0FwSvy+XzwgejgoJtDJpNLS0uRuBCtLpR7mN7z9vaGqxFUzXZ2dhYWFpqamrq6uhcuXPgbRAg1w/Llyz09PfPy8np7e0+ePLlixQri4yMku3JycsCTjY0NrEs7OjrQ3+rs7Gxqaqqrq4PTEFi1pqam1tbWmpqaioqK+vp6GxubM2fOYMDJ19fXycnpypUr2GCHzAMKOQzPASLw1DY3N7969WpkZCSSOzxvVPPI1/D2oEElFAqRiCB+EFYt+AWyuYiIiKysLGNjY2L1Ag42s37yyScffPDBsWPHRkZGMGPc1dWFiay+vj7MZmJ9UUhICGbdIDzAIDEYUpS4YD/ZbDaNRktLS0O8AU9TVFTE5XJXr17t5+eHzhzEAAUFBXFxcWi/EV0qacYMPy/uEVxkTCbT3d0dVy0yjNzcXIyMg/9AfRsUFIT1woGBgZaWlteuXcN8kJeXF4lEMjExQXU5HSJbtmzBp7N48WImk4mBvhUrVqxcuZKACNHJxAcKbaZYLEYrq6ura3R0dGBgoKWlBevcGxoaamtrcZej6dPQ0FBQUAAjJSMjI5j7wCbqypUrenp6Pj4+xBsJvTuyKtAJ7u7uJiYmbm5uqNNCQ0NR0PP5/KysLJRtoAEgmMBvI6SNRKMYAhyCHUEqCpe6BQsWLFy4EEuWf/nll61bt37zzTdNTU1jY2NtbW0TExOTk5OPHj2C+WRbW5uJiQl0soGBgRC8IYCjE4RUOi0tDfdgSkoK2F4I3sLCwtLT01ks1tatW8+fP5+dnc1kMlGgCYVCbLYn5HPERYNEJDExEVqZ2NhY4BIkE5PJRGPL2dk5Pz8fgIPmFw0N3Hqenp4uLi4wyIDU18HBAdaPSFT19PSmXzTx8fHIxd54441ly5a99957UNctWbKEIEimHdBKdnZ2L1++xF6+9vb2wcFBGMXAGqSgoODmzZuNjY1gRO7evZuSkqKvr6+urq6hoYHurqOjo5GR0YULF/T09DB1h9l2zOKisYdrBXWQsbExalewq0i7wBiClgUzy+VycR/h66BYQJRhiQwU5yYmJsRPtHjx4rVr165YsUJJSenq1atqamqqqqpffvllSkoKIsfQ0ND4+DgI+D///FMkEllZWbFYLLFYjF0R/v7+wcHBgqmDfBPcdnx8fFRUVEJCAmSR4KxSU1Pl5eV37dqVmZmJpQb+/v6pqalZWVmghnFjooULNR1ylMTERMyLEFP/cCPKzMyMjo4mkUhFRUWokNPT0zkcDqQUyJDodDo2F8Bo2tPT087OztLS0sjICGZ/jo6OV65cmc6LDA4O7tq1C7pLWVlZ4ipBwJD288PBkNmbb76ppKT04sWL1tZWqDjv37+Pdm5ra2tVVVV2dnZOTk55eTnmJIqKiry8vExNTXV0dLS1tc3NzV1dXa9fv66npweDQxBNmEql0WjBwcEEB4o31cfH59KlS25ubuhgQVeGhwFCGv0wIANXCcTAkKwScj3kB7GxsYqKijJTY9mo2hYuXHjs2DE7Ozs9Pb0rV67s2LEjMjJyZGSkurq6p6fnr7/+Gh4efvLkyejoqJWVFSgNVOksFovL5WJoFsEPCi4QIXFxcVg7ERoa6u/vD1bj8uXLmzdvxlfy8vIQEjBGlZWVBZd3pKUo1iDGRmgB40en052dnSF2Z7FYKSkpJiYmiYmJyMeRv/P5fHSA2Ww2NJeoKOEo7ODgQOSqVlZWRkZGtra2xsbG04vejo6O2traL774QkZGZuXKleDKli1bhl9AbycjtWaLuHrefPPN27dvP3v2rLOzExkcFkBBjIi5sczMzOrq6rKyMnd396NHj+rr6+vo6Ojp6enr68OJ0MTE5NKlS1euXIFy39vbG8IWMNYoQzBsFxgYqKura2ZmFh0djZ4WVA74V3T/eTwe/hPUIeBUUBnh/gZ0UDqtWLGCsEDFTNTKlSt1dXVpNNrVq1d1dXW3bt0KdwnswXn06NHY2Ngff/xRXV197tw5RUVFJycnCEJRdnl7ewMKoMVQZ0FgVlRUBB01oGNnZ7dy5UoKhQKxD1QQWJmFHBxTM9BVEYoZhBZ0jLG32sLCgkKhcDgcBoNBIpEyMzNzcnKgNwAfk5SU5ONBRwAAIABJREFUBK0nxm08PT3RjjYzM8O8jKGhoZmZmampqYWFhY6ODpzKTUxM/gYRGNZmZ2e///7708IGgQkI/KVnh2SmlP4SiQQ2G/A9Bl3W2NgImwOBQFBcXCwWi99++215eflr167hBTU2Nra1tb169SpAY2pq6uXl5ePjg9YoFP1ojTIYDPhbYubKzc2NTqejkElMTMRNj/cmLi6uoKAgKSkJLByDwUCzm/iMMKEE7fi5c+feeOONaQFy3rx5ACu2pJ04ceLcuXMvXrwoLS1NTU1FG29kZEQoFNrY2Ozfv9/ExASFDGbp0FhG6IqLi4OWLCYmBgQgskXQrLKysmfPnkVtBS0mrj8wN+g3QeYCwgNSICQxZDLZ3t6eQqGYmJjo6Oj4+/u7uLhQKBR8DsAQWDUoF7GV3MvLi8FgIP+wt7d3dHSEOxwWxMIVzNra2tfX18XFxcLCYjpE+vv7Hz58GBgYuGHDBgIQBD4IjkT6wI1DTU1tYmKip6fn8ePHg4OD6Ne0tbU1NDSUlJRAPZqdnW1iYrJo0aKtW7dev37d2Ph/MfbmYTnn7f//ZexZE0ITItKmSNFeRLa0ECot2lftqxap0L6gUrbCZMtWStvVKiqUfR1blrHMuAdj9rvvH4/D+4h75vP7XX/MYYwpXdf5fr3O83k+Fz8MTCMjI319fT09PZ2cnDZs2JCUlJSUlLR161ZhgNy5cyesi+3btxcUFDAJw8ilCITGHlCIWRGZJwpvTqCvSgTZlbW1NYlBPBX043379vXy8mIa9PLyWrNmjaOj4++//44J7ocPHwDd4Y4Tf8Z3ATClIeUCgsMBqkGfuGPHDoDOpKQkeXn5nJyc48eP79+/X+iyEasCvFZUVJw6dUpYfdOz08rExsYGBgY6Ozvb2tr6+PjY29uz5KNBZjsBcsjTBZQgSKq4a0JCQrh3MG5JT0/fvHkzypqtW7d+rcb77bffgEFfvny5f//+WbNmcVRgHNvnc+pF718PGjQIvFVOTu7GjRuEuUBQBWuHiFReXg4bb+7cuQMGDDAwMAgODqYbCgwMjI6ODgoK8vf359JBjguklp2dDa7FDgWpKp0mDDQeWbp9YFMI3BQBfx6+AdxMgVXPmx4fH7906VJOERS2TDSDBg3y8/PDuZvjzd7e/s8//ywrK4uPj0eVCZIhBGtGRkZmZGSwXQJ94XsxasIh5XKBlX769Om4uDgLCwvWv2VlZcCDUDew/WeVf/r0aZbYbCsRz4WEhDg5OVlbW69atcrf359Er4aGhqamJhBYoSHDXyQ7O3vXrl349yERio2NxWKksLBQWBTg9wT7iWv9ixJ58eLF+/fvu7u7b9++/ebNm++++87a2lqIMRg8ePDgwYMhcws+Ozx8/BmxWPzHH39wyzx58oSl3aNHj168eNHV1cWSU1dXd8CAAaampsHBwXSsHh4eTFne3t6cIvwtOTN5O7Ccg3DKrQEyhpaCsUWYYOlqQQhw58nLy0MKwO/zjPKvbm5u8+bNY14bOHCgsIQaM2YMqwryQ9zc3CwtLf/73/+Wl5dHRkZ++PDh/fv3mOuxHKAZZIlKKfAB0zLTQyBOYTTjFwRxlpSU0GOymsb/H8gVsBygD5w+Pz8/IiLCwcHByspKTU1NRUVl2bJldnZ2WVlZ1dXVYrG4tLQUPxLeH54NdqVATYIsLykpCckBDRn9OzYtSEaysrK2bdv2RYkgaH7z5k13dzfcsK6urqioKEIbUaVibt/7osG/a8iQIeXl5e/evYNeRKHcvXuXyM9bt26dPXv20KFDrq6uIpHIyMgoLCxs69atHh4ednZ2zs7ODg4O9vb2VlZWLi4unB+bNm2C0oKEECUZqCXyEDgfHMg8YdzoKLWQ7OI8gzhAEItz1xA7tGLFiunTp/MTUff8U1VVNS4uLjg42M3NjePNxMTkr7/+Ki4ujoqK6unpuXv3bmJiIhy25ORkKLfcL/DRKyoqON5OnDhx8OBBcA7aSRjdWVlZmpqaNjY2YrG4urr6wIEDwGh06Bw2kLe3bdtGr40NhJWV1aRJk6ZMmSIjI6OpqSkvLx8aGtrV1QVAUllZKUDyQOwg/ZwcfAXa6gMHDpBjD+aL6AsIGyMnDMS/KBFYZNeuXYPECzX1+vXrMTExGhoawvzSu43liB4zZkx0dPSBAwd+++23u3fvYuAvGA/hGkLc+rZt2wYMGDBv3jwXF5eEhITAwEBPT08PDw9XV1cnJycrKytXV1fIODil8AsccJHmUgeAqoKIhnaEW5zPiTsoPz8fhQjbdp5gDhLc4k1MTARUUGi5+vfvT3paUFCQi4sLoTNLliz58OED/os9PT1NTU3R0dGcDaWlpXzqEMlgL1O+8L7oTtCEkgPM/lZfXz8gIKC+vl4sFtPOQ0lnkOGmYLMDQS4pKcnf358GYOjQoYqKihoaGitXrqypqcF0pKioCH4aCjQeMHTeiYmJ27dvJymWq5aJqba2FpSWjSCtGw/nxo0bfX19vz5F/v77b4z3CXBBcnflypW0tDR9fX0GQqyoubAnT54sEomioqKgoPJ4kRqGsBGTqo6OjpqaGk45OTm5mTNnGhsbu7m5MYVjvO/m5mZhYQEvEHtTbhymG5YgfPyCzkxo66AFMRsjudu1axeJUoKlglAiVMmOHTusrKwWLlwIutPbqH/KlCk0IuHh4Z6enpGRkbAUfvjhB39//zNnzvT09Bw+fJgfGdY0DyjNKY97YWEhn4GwpsnNzcVrG85OeXn5vHnzwsLC6OUFYiJTD2smrDsZXHfu3Onn52dsbDx69GhUwSoqKrq6ukKgPRy2Xbt2Md9mZmYmJiZiQpSfnw+qxpoGhgCTc0dHB9Y36HEIOwAjmTp1qrS09Bclwuf66dOn9+/f02wS4nHp0qW7d++WlZWtWrUKzTtqESAmExOTY8eOjRo1qrGx8eeff4Y18vTp0xcvXkBbJPinra2Nv7eqqurkyZNVVFSsrKx8fX39/Px8fX3d3d0BGCwsLGCNJyQkQPKLioqi2ca9DrNibn0eTW5cCgLwm+UtJzZHDrtvAaKlRExMTJYsWTJ27FiRSCRYPHzzzTe6urrEUoH5klsSFhb29OnToKCgBw8evH//nv0zB9v27dvhY1dVVTF0AKFyEsDc4W8FrEmutFgslpGRiYyMvHTpEkdReXm5IEZkCMKf+eTJk9nZ2WFhYcuWLeNaHzx48OjRo+Xl5YuKihobG4Gdzp49SyNP+5mcnLxt2zbeRmF1VVVVVVlZeeLEiYsXL4K1nD9/Pj8/H6pzVlZWQECAkZGRtLT08OHD5eTkxo8f//XQC3mMp5/BldmEiPW2tjagwPnz5w8ZMkReXt7a2trW1nb48OHr16/HXgGSIlRWrhvYIXV1dThx+fn5TZs2bf78+UZGRl5eXk5OTs7Ozu7u7suXL1dWVrazs9uyZQtjDjKFhISE4ODg+Ph4jg14fuxRs7OzBS4dHwAnDc/rli1bdu3axY4mNTU1Ozubj4q+JCIiwtTUdPbs2TiyC1fn+PHj7e3tIyIi2FnwN3F0dIyMjGxubkZXUl5enpGRAVmQ65ybjiMK3AKol+w6bNq5QBGSbd++/ciRI9OnT1+9evXdu3dx+OSu5Mxj5sJUc9euXZGRkR4eHqJebhTq6upHjhzBcaSmpobmFBcnbM3YYBQWFh48eBDqTGtra1NTE0Awvzh58mRlZSVcfF9fXzU1tTFjxowdO1ZZWVlBQUFWVlZWVvafSwQWGREtjx49Yid34cKFBw8edHZ21tfXt7S05OXlIaSgeX7w4MFvv/3G/IK9JP8vc017ezsu1RkZGREREbq6upaWlsbGxqampr6fX0uXLpWVlV22bBkebYRX8jQDtnJHgq6ywMvIyMjNzYXLT60wXICo0qChAGCrif0VTb6Hh4exsbGiomLvLqRfv35Tp0719PQk0SwgIIAIIhsbm8DAwOvXrzc1NV27dm3jxo2C5AlUkBKhjaBESkpKkNTSO3O/4KWcmpq6e/fumpoadXV1VVXV8+fPC6oF4LKTJ09CR2JG2759u7e395QpU5i8WLMfOXKEFV15eTmPAb0OjgeQVCiCc+fOQT5qb2+H2FxbW4sVFkny69evV1VVHT9+vKqqqpaW1sKFCxctWjRhwoRZs2bNmjXrH0pE6CSEj5m8wba2to6Ojq6urqqqKoilmzZtOnToUG1tLdcTqn8sWV6+fElDgy0RHIBz585BfcMVedmyZSoqKq6uruSGmpuby8rKmpqaYtUNSRg2FJRjZvqsrCxQL2KEhN9E1gy2xloH5I0pDvtN/hjXkLm5ua6u7sSJE4VelWBlNTU1JycnHAQBHH19fZctW5adnf3w4cPMzMzGxsZt27ZBKAebojOFdYD+D/YC4NWhQ4d4oAWeyvbt2wsLC5ubm42MjAYNGlRUVISkGzID8zNMH1qZtLQ0lvBDhgwBdCCImJPmxIkTiDNg9QKrCASiioqKhoYGMoq5ayoqKq5fv3706NGtW7fa2Nhg1KmkpLRgwYK5c+fKy8vLyspOnjxZ8/Pra1yEI+SrEsFo6tq1a+jtkPvCUmlpaamvr79x4wYOT58+fXr16tW7d+8IjEIYwabmypUrJSUl2GqtXbt22bJla9eu1dbWXrFihYODg4+Pj7W19dSpU01NTTk/qA8IR/hxMdSw+83JyYmPj9+4cSPDDjPnzp07ceFNS0vDfVUwCBTcfIWLycDAQFdXl0ZEAN0lJSXnzZtnZ2cXFBQUHx8fGRkJP8/IyKi9vf3u3btKSkpQNzg2YAsLmi7mF9gq3O4M5MB3rGAA4LOzs8Vi8eLFi0UiUUhICBMfwknKgq6T68Pb25vJkdDWkJCQS5cuodYEUkOmBVRfWlqKay8Cz4aGBhaBLIevXLly/PjxLVu2WFpaTps2TUZGRkNDQ1pamjSjb7/9dtasWTo6OvLy8jo6OjNmzJgxY8Y/l4gQh05LAVKCLxnOIhcvXhSLxZ2dnS0tLTU1Nc3NzW1tbTdu3KCJefv27YsXL6CcCSXS2dl58OBBguXs7e2NjIxsbW0dHR3Nzc2dnJy8vb1Xr149depUIyMjXGOjo6MR+yclJcXGxiLkRLlEHACQfEpKSnp6Os8cuxswFZY4SUlJmB/x/+bk5DAhJycnz50719DQcOTIkYJsXyQSSUlJGRgYQJEMDw8PDQ318vKKjo42MTF59+7dmTNnBg4cmJKSgnCyurqaT4ibBSgCpwK2/9w7paWl4Bxs8tgdkoxjaGhIKOLFixdhhOCMAsTO511YWKitrS24yK9aterGjRvcEazQmZChQ5SVlVVWVtbV1VVVVdXX15NNDp/55MmTbO8WLVo0duzYiRMnysrKamlpYf0+fvx4FRWVOXPmqKioKCkpTZs2bc7n1z+UCDK73l0noQioLJH13rhxA0earq6u+/fvI+e8fPlyR0dHW1vb8+fPhSMEYuLVq1c7OjpOnjwZHx/v4eHh6em5ePFic3PzwMBAV1dXe3t7FxeXtWvXqqqqLly4EE16ZGQka4iYmBiW7MA+CQkJERERWA0zDyNBgJ8GTYaZiEgrdj2MCUBGhw8fjoiImDdvnqGhIUEOQolIS0ubmpoyhxPq7uvrGxMTs3Llyr/++svd3V1SUjIuLq6xsRGhfUlJCeXC4SEYogDlsS3CsE/4INEiHDlyRCwWC3qDuro6YYXLYhbG/NGjRyMjI6WlpTHxnT59en19PYIrlFQ1NTX79u2DSIa5CIa+jY2N5ExQSaWlpdHR0fPmzRs/fryUlNS4cePU1NQ0NDT09PSGDh0qJydHOsCqVasIz3B2dvb29iZi8IsSEY6Qr0qku7sbTP3u3bs4GWF6dv36daYVsVh85coV7K1JIxRs71B4YzXAZMHTaW9vb2xsvHbtWljvDg4Oa9asmTNnjqmp6cbPL9jYUVFRIPFw5iiOTZs24VkF+SgnJyclJYUYDeHkYCDKzMykUcXPCYDL2dlZV1dXR0dH1Gtf3adPn8mTJ69cuZLIM1znQ0NDHRwcXF1d379/P3Xq1AkTJhw+fLizs/Ps2bM4TrEQoURgzkIdAnigPgBvBFRm165dYrG4uLh4+PDh9BaHDh2qqak5ffo0hu4HDx4sKys7e/bsjh07jIyMhgwZgjNWUVFRS0sLCz/We5BIYDvX1tZys/DXqK+vP3fuHAxZJyenyZMnDx48WFpaWlVVde7cuUQ0LVq0SFNTc/369VyCGHAUFxfzxv6DkZVQItg1CXpdTIXu3r2LV2JHR0dLS8vly5dJAsFM8cKFC0j/qqqqcJvBPPP+/fs3b95sb29vbGxMTk6mIYiJidmwYYOOjo6mpuaKFSt8fX2dnJwsLCyUlZX19PSCgoJwdAwNDWVbTWAInvacEBQNAXXcNaxjGCnpV7iMMJBkY5yXl7dt27aioqKVK1eSUiv6MkVbQUHB3t7e29t78+bNgYGBGzduTEhIMDU1DQwMvHfv3pAhQxQUFNrb2zm6cQti0U+JCDxkXDExk9m7dy+wL1YALCAvXLgQHR0twNMZGRmIqNva2phBjh8/Xlxc7O/vLykpySLa1tZWLBaLxWJQ1+PHj4vF4hMnTiC5oEDRUEGEqKysLC4uJvN7zJgxhMPPmDGjb9++UlJSCxYsiIuL279/f3V1NS02TxF8pe+++y47O5s2/IsSefr5Jci4e2fEsNnHTqKxsZEupK6urq6ujpmqoqICM5KWlpbr168/fvz41q1bmNiIxeKSkhI6CZgKISEh1tbWxsbGRkZGrq6uUBLV1dVlZWU3btxIDqGvr+/mzZtDQ0MjIiLIR05ISOAsiYyMpA8luoo6wIgYD7sdO3aw/4O6BqqGYe2ePXuWLFliZGQEeQr/MQpFUVHRy8sL++iwsDAmJiMjo6NHj2ZmZvbr18/Nza2xsZHJljYQv0PkPIIosry8nFsDLBjHh507d1IfZWVlDQ0Ns2bNEpxYU1NT6+vr+f26urpDhw7BEVm8eDGwr5ycXE1NzdmzZxsaGtBQgY3W1dU1Njai1YNGhDLvwIED27ZtY20ydOhQGRkZOTk5WVnZcePGGRgYpKSk1NXVYZrFXwnUFfiEjxJiyrlz574okUePHuFOjGluV1cXRni47bLWb21tbWlpoWOtqqpiO1BTU1NdXV1TU1NfX9/U1NTc3Nze3g7UVldXV19fjyaA6TQnJ4ekH3t7e3Nzc3Nz8zVr1jg4OHh6empqao4fPx5WUXBwsI+PD/SWwMDAqKioiIgI7hFmDfbXTD2gUsS/kYdHJF5SUhI4FZI+wSrfyMjI2Nh46tSplAg7XrZ3Pj4+gYGBKBYB0ExMTE6dOrVw4cLRo0dnZWXV1dWxIUMKxYRJ64B6VLDeBnQHOGEPDOpaXV1dVFQ0atQoNI5DhgwpLi7u6Oior6+vqKhAA3bo0KHIyEhlZWX4CQEBAVevXsVABt/3kpISigbHAEw1udoKCgp0dXWHDx8+fPjwoUOHjh49WkpKasCAAR4eHigwDhw4gDPU4cOHd+3ahaEe9yN6cczAaLa+LhFcpjAqwoimqqoKkSD0fL4ExQFhDkI2JcJwBaTW2tqKpIx2Gq4yuwzyfnx8fGxtbeEPUyWzZs0aN26ch4dHdHS0s7Ozl5cX5wfmUkFBQQkJCeRZxcXFgTFjR4bgOz8/PyUlJSEhgQSjuLi4xMRE+tl9+/bl5ORs27atoKAgNjYWgAjaFC7KQO9z5szx8/OjHY6Pjw8LC9uwYcOyZctOnjw5dOhQFRWVmpoa0KqioiLA7OLiYiAyrHIESyDBduDEiRPC4MNFc+HCBTz/gcImTpxYV1fX1tbW1NSEQObkyZO5ubkWFhYQaTU1NauqqrBrgGgCIgfXv7a2ltOrqqqqoKDA2dl57Nixw4cP79evn6SkJN/CyMgINShUI44ZkGgh9YZ7iiOQr4/44+uLhkmECQUzYUhToNoQq4TW7MKFC42NjZwT58+fv3DhQnNzc11dXWtra3NzM/cLNXTy5Ekcg7kUsrOzMzMzw8LCbG1tzczMKJTly5dPnz597NixLi4uoaGhlpaW7u7ukZGRQUFBGzZsILUoLi4Of6mYmBg6ks2bN6ekpIA3s2oXctASEhLgQ2RkZBQUFBDKvGfPHi8vLw0NjeXLlwOKYMcO1cHAwMDf31/I+I2KivLw8HBwcMjOzu7Xr5+FhQVhl1DaeEiEdS7nB8+fsFiGhAYGz47p2LFjLS0tenp6ws58/vz57e3ttHEQ544ePRoTEzNz5kzWMdu3b2dHxq6OYwYOClbPuJzt3LnTyspq4MCBY8eOJYRv6NChsrKyfn5+2CpjD0nCBG4rtbW1AhIv2FLCFS8uLs7Ozg4JCfl66BUMIDo7O8+fP19bWwv9GjIwAskzZ87U1tbW19d3dnayfKmtrW1sbMQyr7m5WSwWc0dWV1cLVgU4IGICgKEWKcwrV650cnJau3bt4sWLp0yZMmzYMGtr64CAAAsLC4I+vL29w8LCfH19Sd9NSEgIDQ0NDw9HF4QSBLoUyzwhQ4MS4fDIyckhnKWgoGDVqlVaWloWFhbw+4UA5aFDhy5evDgoKIhhauPGjZGRkW5ubqGhoatWrfrmm28SEhLOnz+PVQt4A8wmPjnhoGYLjZsByxfIHyxfGhoa8vLy8KEgxJkvy6fOZqe4uNjd3Z0uVUlJ6dKlSwAnAGLcYlVVVcy9zFMeHh4TJ04cOHCgrKyspKTkmDFjJCQkLCwszp4929HRUVdXh0hRMI88fPiwWCxmBQi8RuWx4CRf0cDAQEFB4etNL1MMou0rV66w+GlqaqIPgmNXXV3d0tKCRx4IAUcFcxcnB+tmNKVsw0tKSjAIhBS+Z8+ehIQE9Dz29vbr16+3trbm6p0/fz53kJub2+bNm728vGJiYry9vWlBQNIARRBMsIuhGoDO4Nsh4iJKAccsasXIyEhHR2fp0qWAUfSDrNetrKw4ruLj40NCQkJDQ52dnUNDQydMmDBgwAC6RQ529u+7d++mOLiC4WEUFRVBECkuLg4KCjp8+DC+S6Wlpfv27Wtvb7ewsGArNHToUCkpKcHGDhey4uLi7du3r1ixgpvI29u7qakJOYWwygeDKS0trampycnJWb58OX4wffr0obBUVFSSk5Nv3Lhx6dIlwbmqpqaG8q2qqmpoaEB/VVlZ2dTURCOBXXhgYODChQtnzJhBK/NFiTx79uzZs2fd3d1cNzdv3uzs7GSg5QbhGq6qqmpubu7o6MAz/sKFC01NTYw2DQ0NLS0tXGZghaiuuf/EYjF+gWQuseXx8fFZt26dp6eno6Pj3LlzJSQk9PT0vLy87OzsvLy8MJVA5UHMu8CPR86Zlpa2ZcuW3NxcgtC3bduWlJTE8k8YetPT03GeoVxUVVWJ9EIuJPiyS0lJ2djYhIWFhYSExMbG+vv7x8TErFu3bvny5f369dPX1+dxBLE4ffq0oPajREDEmUg5qw8ePBgREQHojiSMY3zChAmM2QMHDtTW1u7q6hLUUxw5YWFhKioqrHMBasHEGKRramqQ4lF8enp6fKnp06fT/1paWp46derq1avYmWCEh9z12LFjdLtYBxw9erSyspLdRWpqanR09Lp16zQ0NOAZDh06dOrUqV+UyOPPL7BUrC+FUBGwDdpSbHpbWloIIWGRW1dXJxaLm5qaYEAh8mGgYirmKMrLyxNiHtLT052dnR0dHb28vBwdHQ0MDEaPHr1gwQIvLy/knIhGIyMjew+9QheydetWplO6VCFHESNoouCA59lvpaenx8XFTZkyRVtbW01NrTeTqG/fvmPGjIEGwLfz8/NLTU1ds2aNrKyshITE1q1b29vbCc4VYDGkOhzg0AEFdg+sVRjF/GE0uhEREUICvEgkcnBwYMEmyLL37t1ra2vLJWhlZdXZ2XngwAGxWMx6D8ADoquTk5OOjg6Xi4yMjEgkkpCQSExM5H1maczxw9+Z0x3lprBu3LVrV1RUVEBAgJ2d3dy5cwUar4KCgqKi4sqVK78oEZCPe/fusb27cePGhQsXhGgAWpOmpiZshnD9xnjz4sWLXEn19fXMwPwYbC8FzySxWExbBLX40KFDWVlZdnZ2vr6+3t7egYGB1tbW8vLyRkZGaCaIUUZIgU0BOUvkVbPfBziJiopKSUnhNmEYIQQenhtMaRC2jRs3zpgxw9jYeNq0aQJllRtHQUHBwcEB95WQkBDaHXV1dQkJCUlJSa5OfhYQETaCLHs5/xlWKQ6M2vbt2+fl5QVzoKSkpLm5mbhu7gWRSJSVlXX16lVuAcw/tmzZMnv2bD7yxMREOLCUY2NjI7rUs2fPxsbGKisrk744ceJEKSkpLS2tzMzMtrY2gH+ayMLCQqKxYCviAIVh6ZYtW8CRzc3NlZSURo8ePXToUIRzTHyWlpampqZflAhmy4y7UBI7OzuFPBouFDAPnIaEHIGWlhZGG+ZAKp15HayQw03IOWAHAeXTzs7OwcHBxMRk3rx5qqqqo0aNmjlzpouLi6urK1YioaGhYWFhoaGhrOXwEANcB3fftGkTiDvec4mfXwkJCdw+HDCQAXx8fBQUFIyMjOTk5L4qESUlJahDgYGBYWFhaKBhC8yePbuxsRFmDBTziooKLhqmWY4B7AjgXdOd5Obm+vr6IvxpbW1NT08fMWKE4P0kKSl54sQJwDe2d3l5eT4+PuR/T5s27bvvvquoqNi3bx9uIhDiDx06FBgYqKKi0r9/f8DZgQMHOjs7ExqPFQW3HpYqnD10tUwSCQkJq1evXrp06cyZM6WlpUePHs3FN2LEiMmTJ2OJMGfOnBUrVhgaGn5RIi0tLRcvXqyurm5qamptbW1sbLx06RI3SENDg1AoWH7funVLSEajWRGLxVVVVVQrRtDgdC0tLefPn+eHZDO+fft2ZoGSkhJ/f38zMzMlJSXBF/vbb791c3Pz9vbMzRsyAAAgAElEQVT28PAAAmG+2Lx585YtW+hGKQsuHQ4M6oaiYU2D/11sbCxNK6idpaWlgoKCgYHBhAkTBGsdvrW6ujpkZpibCQkJvr6+BMe4uLi0t7cjThFMKTENZ4MvCLvhdEF/xLsBAtHu3bvb2tr09fWZYvhJlZWVL168eObMGTiw+fn5iYmJ5ubmfOp+fn5cGSdPnqypqQEgP3DgQHR0NEwoXoqKimFhYVh2AXYVFhYymyDPId8IZCgwMHDFihXy8vLDhw/Hj4lzSFpaWl5eXlNT08jISFNTU0FBYdq0aevWrVu0aNEXJXL69OmGhgbIarS4rOjQH9fX17e3t3d0dBBihNKfKNbOzk584hsbG7lNhGU0tXX+/HnmrtOnT2/fvj0zM/PA5/Ch+Ph4LS0tPT29mTNnCsJrFxeXoKAgR0fHzZs3s7Rj5ctFA2WQ62bLli2IbmJiYrZt20YDS2MLNs9OJyUlBWKRlpaWkpKSnp6elJSUkJoLujpv3jwPD4/g4GCuti1btjg7Ow8dOvSbb77Jzs5uaWkBIgI8ZbvLaUF/yrFBiUBcAgeCAgKHWUJCondIjampaXt7O90MNKgtW7bo6elhp7Zjxw52PUyUpCMmJiYaGxt/8803JIVPmzbN09Pzu+++O3fuHKyDrKysffv2gWri7y4oOrW1tWVkZISfesKECZKSkoMHD1ZUVJw9e7aysvL06dPV1NTU1dU1NTWXLFliZmY2e/bsL0pky5YtBz4nlUJ7ZGKuq6vDX6ulpYUZ/cKFC5cuXRICijCAx/kZl3CAE3IH6uvrweZRt8IKPnjwIPq85OTkSZMmGRkZrVu3Tl9fHwW2mZnZhg0bbGxsSICPjo6OiYkBDt+4cSMzCycHVmnA7enp6dDyNm7cGBERwe2DrAEMjV5VTU1NV1eXZ4gFLxi8sbEx0mdYiXFxcStWrBg0aJCiouKZM2fgXjCmMaDRpfb2IoAOwtALyUgQ/tTW1trY2HDFCKl4vr6+jY2NglFKXl5eeHj4lClTRCKRmpoa5COxWIwIj8UWwYwMzHPmzMFeQPDLIMcIz9nc3NygoCATExM1NbVp06aNGjVKwIH69esnISFB+N+UKVOmTp2qqqqqpKSkoaFhaWnp7OzMo2JjY2NgYPBFiRgaGsIBY5eRnp5eUlJSWVkJR6G8vLy2tpYjhAYF7gjNLHkBbHAuXbrU0NBQX1/f0dFx8eJFgJP6+npoOBBqCgsLs7Oz2YxPmTJFUlJSSUlJQUFBRkaGUdDd3Z0Y9tjYWGweiQhltOH22bRpEzbcdCQEwiclJUVFReG5QxIgoBm2qtLS0lpaWogChQN/wIABQ4YMWbJkSUBAgJ+f36ZNm4KDg8PCwjQ1NVmxNjQ0wERnNqE4BJMgaGacHAAbkIm++5zLhkPQ+PHjWf3TFYpEopycnJqaGtRNBw4cyMjIsLKyGjx48NChQ2NjY1nZcBL4+vqampqqqalJS0vr6OjY2tqGhYWx+uC+o9XLy8tLSEhwc3MzMTGZPXv2pEmThB9Q9DmObcyYMdOnT1dUVJwxY4ampqadnd3ChQsZGsLDw1myEmq+evVqIyOjL0qEQ1hTU9PR0TEiIiI6Ohp7ZKZZ2nihUyHtinlHyFS8dOkS3KKWlhYwErA16qy2tvbcuXPFxcVEUAsWvNbW1oMGDeIDw7Ri9uzZPj4+rq6ukAGCgoI4SxITE7HEiIqKEu4a4PbY2FhmFjqVTZs2xcfHYxSZnJyclJSUmZm5atWq0aNH6+vr6+np9Sa+DxgwYMSIERYWFuwOKcTQ0FBlZWWRSJScnMy4IRweJDQIgwy7fhAg+nEaTyQUhw8fbmtri4qK4orp378/+c79+vU7cuRIRUXF3r17c3JyioqKEhISNDU1+/bta2tri9UdTkMssKKjo/Pz80tKStrb2zkq2BDBjQ0ICPD29nZ0dFRXV1dUVBRCPIcNGzZmzBg5OTklJaVx48ZpampaWVmtWLHC3t6ePSW70tTUVHCj8PDw4ODgiIiIsLCwf2hXg4KCHBwctLS0hg8fPm3aNNxgiPZsbm4GrD116hS4iDDy4D2E1d3Nmzdv3LjBcdLY2FhbWwuOwh6H/qaoqAiLUqjhhw8fzsjI0NfXnzVrVt++fYGzVFRUYHzRggQGBgoq36ioKMZRrhsajvT0dDpZIWx227ZtrG8EOUl6erqpqemYMWPmz5+vr68v6uWO0b9/f0lJyZUrV4aGhnp7exNZFBUVpaamNmDAANgYpZ9fR3ulaYE6cFOwV8OZiMuU2S03N7ehoWHZsmV0WkI4q7S0NKB7cXFxbm5uXl5eSEiIqqrqkCFDkAsJDwOmIy0tLbW1tcCjaWlpeOnExcWxdwwMDFy+fPns2bM1NDRMTU21tLQmTpw4bdo0nof58+e7urqCT3p6euI8iKx648aNfn5+YWFhbMvh6bFkNTY2njt37hclEhgYCPXG19d30qRJGhoaGzZsgGZSVlYGbobc4/z58x0dHXi6E5VHyFVLSwuHyuXLl4lYbGxsrK+vb2hooGJg3eHpwL3OUQzGSj/FUIPJDIwQDCb8/f0TEhJILAcLiYiIYGSgf4qLi8P4AG7i5s2bSXZGY4GGdvr06QsXLlRVVe1NWRWJRLKystbW1njtwRQJCAgYOHCgkpJSZWVlc3MzwkZQY4FijoP28ePHBbN5cPeioqL09HTMB86ePZuamkr82ciRI1kGiUQiXV1dmHhHjhyBaWtvby8lJSUpKZmSkuLr65uYmMjhLbhlwtmGEYFsLjw8nL4B7GvdunWrVq1atmyZra2ttbX1+vXr/f39oXiiWAM4pnWjo6efIxB+//79mI4EBQUFBQXp6Oh8zV1dtmxZYmIil+jJkyfT0tKgdIAasUqgeygtLW1qarp8+fLdu3cvX75M2wEBkYgSEp+hFzU1NTFOnz9/niiZgoIC1p4ACXj+L1myxNHR0djYePjw4bKyslhbEVoO+ys8PBy+YEBAQExMDO1IUlISwiq2NvzwcI7Ib4AVkJKSEhsbO2PGDNQAcnJyjBX9+vXjFyNGjGA3FBER4e3tHRQU5OTk9M033yxdurS1tRUg5N9KRPDtPNArPgvVLnzSdevWoZiXkpKiVRSJRMuXL6dE0I/FxcWtXbt2wIABkpKS8fHxrGFzcnISEhKw9QIHglNH7wK5Drxn8+bNvC1JSUnu7u609ly4iYmJgIpUSUZGBg9ecnIyoDNmLXl5eQjbeJPd3NwMDAy0tbW/KJGAgAArKysHB4eEhAR4ZadPn4bJV11d3dDQgAEE1mFAzl1dXWj1Ll26xPR7+fJliGoII+htwenb2tqam5vLysrwUSG5jIO6ubk5ICBgxYoVLi4uLLI3bNhA9gg/W0xMDHMK9ADOCWbd3NxcKgCRJlcS7xEnJ18EIsXs2bONjIxAOzjwBe7qpEmTlixZ4urqSqCFhYWFhIREVFRUZ2cn8QT/ViIIrtCN4iOCkzisiYMHD06cOFGwIe3Tpw8wjLe3d3Nz88HPQXRhYWEaGhoDBgwIDAwsKCjAos7b2xtBa2hoKKsoVGR4T0Cm57OA+Ig/D+5nJOOgRhPEIjhrwIsgNAFxPAnG3DiBgYEeHh5LlizR09PT0tL6okT27t27du1aExMTGBJ1dXVPnz69f/8+O2g0bdyLQtdWXV0tZBoxv/Cv3D7QFGC5tre3MwdxYuNp2dTUBBO2vb29pqbGwcHBzMxs4sSJI0eOtLa29vf3Dw8PT05ODg8PDwkJiY6Oxnua6yYsLIxOZevWrYmJiex7WfkSa5eYmIjLJZ47ixYtkpCQ0NXVNTAw6N+/P4dH//79BVaiSCSSlpaeOXOmpaWlv7+/pqbmxIkTaQ8FBcM/lojAJBLi6IS8+pMnT/r5+QlNMX4+DFOQEQ8cOIBbq5ub2+TJk8eNG7d7924SClxcXPz8/Hge8HnmuzMoIcSiK8LvSvAOxbAEs/y0tLT8/HxOGhxKMGYVrPeTkpLwX0lLS4PDBaPb0NBQWVl52rRpX5QItPVdu3Y5OTmtWrUqJCRk9+7dhOFdu3YN9wsGV8Qa3JT19fVXrlwhvRsms4DiE/d89epVYrIYfxiDIZ1cvnyZ2E2xWHzv3r2ampqFCxfOnj1bUVHRzMzM19eXRjU2NhZhHPbCgngCbgD7POyv6E+x06BHAVtLS0vD1d7IyAhZCr0I8Ze903QlJCSmTp1qaWk5fPhwbW3t+vr66upqYJ7/oxcBYKW1oinBZWT//v2zZ8+mLwaJkZCQ6Nev37BhwwAUcHpJSEgwNzcfPHiwgoJCVFSUpaWll5cXSZJ5eXn0K2xGWSALlt+w1CB8sdaorq7GtQv7EDDllJQUssLy8vKwk4Aeum3bNhg2MLwCAgLwcLawsNDT01NTU1NUVPyiRLy8vFpaWt68edPZ2ZmWlgY7cPXq1Tk5Oe3t7S9fvrx582Zra2t7eztNRmNjY0NDA7i7WCy+efPmvXv3WltbiVVsbm4WSuTy5csXLlzAzPnWrVsXLlyAqNbV1XXz5s2HDx9evXr16tWrjx8/3r9/v7q6+rBhw0xMTPz9/YOCgvCup29n7gVm5QJKTU3lEeEywsgLpAROPFTWzZs3f/vtt5wiampqjE7C4SEYdLGvGTBgAHtgBwcHNmfQpv6tRLhlQFe5hbk9T5w4ER4ePnLkyPHjx0MNodXo27evjIwMqe/4VHNoiUSisWPHOjs7Ozs78+GxGqTm0FtALaDvYbfMF6G3gxcC8glCg58bK08sn/DjyMzMxF969+7dZHC5uLhgsO7j42Nqaqqtra2pqammpvZFiYwYMWLp0qUlJSX379/v7OzE/nHNmjX6+vpRUVHws5uamm7duvXgwYOOjg7WdXhmIum5cOFCTU0NFmf0JVw0pIuQfXb//n2K5tq1a4zKd+7cefnyJQYTP//8s62trUgkmjt3rr+/f0hICAQfHx8f/AHw8QVTR0qDahfCoiDRY2VDfllqampwcPCwYcOGDRs2c+bMyZMnC+MuxcGvhczl/v37A8+npaU1NzeXlJTgzf1vJSJ4bUNghh/DCl5TU3Pw4METJkwYM2aMlJTUwIEDudcUFRVbWlow4srMzLS1tZ00adLw4cOx1V+2bFlAQEBKSkpZWRlINKtaWF3w3A59TowUGG6YTdCkQ5Zg0c38j7gVgTSCNLRI6E4CAgK8vLxYsLu6uq5cudLQ0FBRUVFeXv6LEmGgQHgNjxWtTkFBgaOj45o1azIzM+vr6wFCurq6YKd2dHRcv34dVB7GK+0IBwZdyI0bNx49esQxgyU89wvScEgqd+/evXr16qtXr8rLyydOnKilpbV+/fqAgIDQ0NCsrCywrLi4uIiICCFZANh0x44d2AXwWACQ4BXJWZiSkuLh4dG3b9/hw4dPnToVCxfKgrQu0ZcvfmfYsGGlpaWXL1/mSkXs/m+9CMlRdI48zdXV1bm5uSDlw4cPHzt27LBhw/i+33zzzaxZsy5evIjhRVZWlpmZ2ahRowYOHMif7Nu3r4mJiZ+fX3Z2NgabMN05SNCUHzp0CA/PvLw8qA45OTl4T/Lx+/v7h4aGEs4RGBgYHh6+ZcsWcGfeTFp+JycnnCm8vb3t7Ozs7OxWrVplbW09b948dXV1ZWXlL0pk/fr1+fn5bm5u48ePX7NmTXNz861bt2praxGxJScnGxgYODs7Hz9+vLW1FSXm9evXW1paOjs7uXoIArh9+zZcJFDXa9euESZx584dTpFbt249fPjw+vXr/OvLly/b29ufPHny5MkTVoPh4eErV650dHTMyMjw8PBIT0+PiYkJDg6GksjABiLCsUH/gbUESFpMTAzoMH2Zj4+PhITE4MGDZWVle0NYvPp8fnGo4Ii3YMGCrq4uFpPl5eWHDh1CMQu9gX0vpuzUCokz8E9PnTp18eJFa2trkUgkJycHo2D8+PHCNzUzM2tra4Og6ebmJoi++vTpIyEhISUlZWVltXXrVjZ8e/bsgR+O8B0iNzYI8OtCQkICAwODg4PXr18PRWvlypUuLi5OTk42Njbr1q2ztbX19fX18fEJCgrCLiUwMNDNzW3t2rUBAQHgK66urps3bw4KCrKystLS0lJQUBg9evTXF82KFSvMzMzAK/X19XV0dAoLCx8/fvzq1avW1la8tkxMTJYuXeru7t7a2ip4hxw+fLilpeXatWsHDhyAzs+rvb39ypUrN2/e5Ip5+fLl27dvsQ548+YNQWkCD/LHH3/8/vvvr1696uTkFBgYKCUltXLlyq1bt/r7+zO5JSUlbdy4EftKGKZRUVG0otQKBDMGPP5YWloah623tzcYP8iE6H8y279yCu3fv7+3t/etW7eQNuEDhhkQpHMM7ygR9JVsfWtqavbu3YuXlbS09KBBg/bt23fz5k1DQ8MhQ4YImS0ODg7Xr19PTU1NTEx0c3Njtzdr1qzVq1dv3rw5Ly8PwhiNBfhHXFwceYao0gMCAtzd3R0dHR0cHFavXr169WoHBwdnZ2dfX18LCwsLCwt7e3sbGxtbW1sHBwdbW1tvb283NzdQJVdX16ioKG9vbx8fn7CwMC50Pz8/jFzXr19vbGysqqo6Y8YMFRWVL0qkubk5JCREU1PT29v74MGDDg4OkyZNWrp0aWlpKYJNDB7t7Ow0NTWtra2bmpoEJgBYKlubxsZGAS7rXSL37t3D4+rZs2f37t3DofXu3bs3btz48ccf//777927d7u7u8+cOVNRUVFTU3PkyJHOzs6RkZGJiYlYpMfExMTExNBnwD5Ecod2NykpCRQoJycH33ssRPPy8pydnQXkW/Q/r69KhM8yNzcXpwzYIbD6WEEgVoMKD7eIYEOC5RsbG0tLS2fPni0SiYKDg8lHa2xshLKKOtfe3r6pqQmQY86cOX379g0MDMSzkJxvLgtcXy0sLBYvXsyOQkNDQ0NDQ01NzdDQcMaMGXPmzNHR0VmwYMHixYtXrFjh6Ojo7u7u7e0N3rp+/XpukPXr1+OiDhd4w4YN8fHxfn5+CNzXrl3r4eERFRUVGxvr5OS0ZMmSWbNmIYv/2l+EnKGdO3cuWLDAwsICwdz06dPl5eUdHR2PHj167dq158+f7927d926dUOGDLGysuIsIbe1ra3twYMHV65caWtrAxHhlrl169a9e/eIW3zw4EF3d/fz58+7u7txqnn+/Pm7d++OHTuGzbRIJDI3N5eSkvLx8Rk6dKi+vj70ZgyciUcFQdqzZw+XMcaK7HjxkET2Fx8fn5iYiNmopaWl0Hz8/ymRYcOGnT59mu4K/TTLaoE9I6TjMmuQqUVOWW1tbXJy8oABAxQVFV+/fo0tz19//VVYWChAdkFBQc3Nzbt27UpISBg4cKCHh0dDQ8OxY8f27t0bGhpqY2Ojo6MDu2fWrFnffvutlJTUhAkTZGRkZsyYMXPmTAUFBWNj4xkzZujo6BgYGKxcudLe3t7R0ZHAQ6LiEhMT/f39o6KiMO+GdrNly5aQkJCwsDBkEBEREcHBwZmZmYioExMTXV1djYyMpkyZoqWlNXTo0IkTJ35RIrdv36b/uH79+ubNmw0NDRcsWGBjY2NjYwPoqaKikpqa2tHRcebMmb1799rY2Hh7e9fX15P/feXKFba7nZ2dV69evXnzJmFWQsj3u3fv7t69+/btWwLVnz59+vLly1u3bonF4oaGhn79+m3YsEFLSws68bp162if169fD4QaHx/PNo5rWDCaRecHRF1YWEgvIvDdISZCE0dV9f9ZIiKRaPLkyU1NTWKxWCBVIXdD10TziKyBhAJaSEh3Z86cMTIyEolEBw4ceP/+/cOHD3/55ZeXL1++e/fu9OnTLKH8/f3r6+tzc3OXLl0qEomOHj1aX18P2rFjx46EhIR169ZZWlrq6upqamrOnz/f0NDQ3Nx87dq1np6eqOTDwsI8PT03bNiA0odZD6dJ3ofk5OT4+Pjs7Oy0tLTExETsmiMjI+lYeXji4uKIGIiMjAQgWL16tbKysoyMjJaWVlZW1p49e74+RcC+nj179ueff549e9bGxsbExGT16tUBAQGwEMaPH6+jo5ORkcHOFmy4oqKCRICLFy/euXMHMyNo0i9fviSF86effnrz5g3W2M+fP//w4cOLFy8+fvxIGsuRI0emTp1qbm7u6uo6dOjQ+Ph4PT09/GpwLOJagcKen5/fG1QmvB18GkoRVgDUCugqyjbakf89SP63RExNTbu6ulhAwjo+f/48xVFVVVVWVsY/odFgdiikXgYFBUlKSi5ZsuTWrVtPnz79888/X7x4gadtT09PQkICD0BVVVVeXt6UKVPU1dXRDEBmg2lA2UFYxGxZCAtnpcW0zLMB/wb6I3R/fByxpkUAkZmZuXnzZrRq7G4omuTk5JiYmMzMzF27dm3YsMHW1tbT0zMrK+vEiRObN2/+Oo/m+vXruHvTZGBOhABVV1dXXl5eUVHR1tZ2yZIlDg4O7u7u6enpbW1tgYGBLi4ubW1toKtPnjzh/Hj8+PGLFy+oD5LRPnz4gC3FDz/88J///OfWrVsfPnyor6+fNm3a2bNno6KiZGVl09PTly5dijl6RkYG6Ttg7Rwb8fHxwkWD5TezLj4z7KIyMzNR/KLF2rZtG7IUliNCNfwfJRIeHn7t2jUswjg5YOxC5ybgks+yuLgYUvHBgwebm5uzsrKkpaVNTEwePnzY0tLy66+/vnv37o8//nj//j3+XteuXUNA1dzcHBkZKSUltWHDhitXrqCAgt2OZQg6W4YafFEpULTBAiVFMBsuKioiewQSQnp6OiAbM11GRgZ0IZa6GFJy9SQkJFBtiYmJ+OgdPHgwODh47ty5cnJyX5TIjRs3AMi7urqEQLvu7u47d+7U19cnJycvWLCgT58+mpqanEtENcB4SE9Pb2hoePz48e3btx89eoTvKm42gm3a8+fPt2/fzmLs6tWr7DPb2tqUlJSCgoK2bdtmbW29f/9+X1/f4OBgxpxPnz6dPn0a6194y5j/o5fh8WIORPnNSbt9+3Y4ACDQO3bsUFdXFwAP0Wfc/d9KZPjw4Xl5eSyPBFZUbW0tlCiYgjU1NfStSK4RKdLjL1iw4ObNm69evfrtt9/ev39PJBwOUB8+fHjz5s306dM9PDxKS0uDgoJmzpxpbW0tSGNogNDJ7t+/n6Nlz549WJhAUsF0D4tVhikhCBCMlXg4IbYFF4WdO3eGhITQgmRkZCAlwZ8HDmVhYSHsTzs7u8WLF48aNWr69OlTpkz5+qIR3GNu37596/OLZLsff/zx9evXWVlZ8vLyMjIya9euzcnJuXjxIhjAhQsXsO/BdvG///0vt8yrV6/+85//fPz4saenp6Wlpbi4WFtb29LS8tGjR93d3RUVFRCnJ02a1NraumfPnqioqOvXr799+/bTp09Pnz7t6up6//794cOHDQ0NzczMEhIS8vLyOF3RGOfl5RF7QIsKz5tEd7jysJ3hO/ZOTem9lxFCEDhCpk6deuzYMTj9YrGYhQOWLxwqACHcMqBY586dO3nyZGJioomJyevXr7u7u//6668XL1789ddfP/3009u3bz9+/Pjy5cvXr1//8ccfuN0XFhZaWVn16dMnMzMT4QFdMCp5dmHnzp3jpsMFBIM8fJEI0ULJhgxCMH49cuTIpk2bSK8KCQnZtGkT3G8aF39/fzxI2StBUwoJCVm9erWBgcHcuXNnzZo1duzY0aNHq6qqysjI/EOJ/G+V3L59G8Sis7Pzl19+YSc8ceJEAwOD3NxcZJtisZh/Xr58+c2bNzdv3nz+/HlPTw8bmWvXriEI6+npqa+vl5KSKioq6unp6erqunXrVk9Pz4ULF5C/dnd39/T0vHr16v379zQrFy9etLGxkZCQmDRp0vz587mG2TwBJWG7C8548OBB4uKTkpJYeYNJI8rtXSICU4QxZ+DAgcI8PHny5IqKikuXLrW0tOBG1Nrayh5KLBbjfoyVFGp9tiR1dXUhISHt7e0vXrwgE+3du3f886effnr16tWff/7JUR0UFLRy5cr58+cPGjRIWlq6pqYGbuz58+fp3KGncJaghMWmEQo+O3YMhlnCc8DQwSAOxeFNkMUHBwcDwOfm5hKIRkOD3Rf+UJMnT8aLl+jZadOmkS76RYncvXsXDLR3ldy+fZsO4/nz5wCj5L3fvHkzIiJixIgRjo6O0OIfPnzInfL69es3b9789ddfx44dU1VV1dDQCAgI0NXVzcnJYZBpbGwsLCysqanp6ekpKSmBxXj58uVHjx4xAvzxxx/Pnj37+PFja2uru7s7W0fBw6igoIBeNS0tDZo0kTy7du2CyEncDm1KdnZ2dHT0uHHjBAKAUBZs8tB8CwkqIpFITU0NRRmf2ZkzZzhRoN/ylCNeAt0i2iwtLS09Pf2XX3758ccfP3369PHjxz/++AN70r///vvXX3+9f//+4cOHbW1t4WEAk8yaNau1tRV1QUNDA24uFAT7cBRJuBcJ5liCRQAshdLSUkIBeBN4Znh+6FGQp6MNw69g48aNyB+nTZs2YsSIkSNHjh49Go3P6NGjZWVlFRQU1NXVv4bOWKD0LhRqRXBcZYIl0ezx48efPn0qKyuztrbOysp68eJFW1sbIZvPnj3r6Og4fPjw7NmzJ0+enJaWxhlrY2ODj+/z58/PnTsXHBx8+/bttLQ0ExOTvLy8jx8/8px9/Pjx+++/f//+/dOnT+Pi4oyMjNavX+/u7m5ubi4nJ2dkZBQZGUlG0/bt21lmwpQhujA7O5s1HlurtLS0iIiI0aNHc2wIVQKgicnHV4tfKyurS5cu1dTUcDRC3eVCxGSBEsG9H1egEydOWFpa3r17l8y8Dx8+9PT0PHv27Lfffvvpp59evnx55cqV2NhYDQ2NESNGLFq0aMaMGcjyzM3N0ZdcunQJSzA0JXV1dXja4o/NBC54EsGLPnHiRE5OTj1pxXkAAB9ESURBVH5+PjbiNGeUBUXGPYif55kzZ0iRS09P9/T0XL58uZ6e3owZM0aPHj148OCxY8fKyMigvxLQF11d3a/JAPc+v74qFGHfRuguCBv/+uDBg+bmZjMzs5KSEnzAe3p62trapk2bNnLkSAcHB9Ipnjx50tPTs2/fPgMDA0yef/zxR319/Xnz5j1+/Li2tpbMyu7u7o8fPxKw9/Lly+TkZA8PDy8vL4DC1atXL1iwQE1NzczMLDo6mowAzEyRnBAqQolw0sKtCg4OlpSU5MAQ6kDIwxDOEuE3w8LCurq6EIUg+GhqasKHg3ZBcHBgu3vy5MmNGzcmJiZS4ti0vHnz5s2bN6BNISEhCgoKAwcOlJeXNzMzW7x4sZycHDz4qKgoLmgs9gSpAMm1dXV1ODtAnhUajoKCAvb+xBSzFuDKO3bsGBAOa+EtW7ZERERkZ2fHx8dDB7a2tmbLP2HCBHjdMjIyw4YNGzlyJIj7xIkTlZWVFy5cqKen9/Ua7/7n11eFQkTV/fv3Hz58yF6GsfbBgwdsaPHaPnLkyJ9//kmy+rfffrt3795ff/31119/PX/+/KFDhy5fvvzTTz8Bir969erx48disXjJkiV5eXmnT5++e/fuu3fvPnz4ILT94eHhbm5uvPVCBOe6desWLlyoo6NjaWkZFxcHERCLItijsKqwlti1axfA64YNG4hJ6b36F84SOPf864ABAyQkJHJycrq6uvh40BGKxWJOe/YylAhmEIisfH19379//+zZsw8fPrx9+/aPP/749OnT27dvt2/frqqqyhefOXOmlZWVjo7OzJkzZWVlcTSprq6+d+8eczWTLVtlTIvYAeGWSQo4RjGQUc6ePUsxMVjxB7Dc5LpJTk4mgHDTpk3r1q1zdnZes2YNLs0qKipTpkwZPXq0goKCkpKSnJzcpEmTiAtWV1fX0dFZvHgxlJEvSoR4od5VwouEmrt373Z0dNAxPHv27MGDB7Qdzc3NoaGhSUlJJSUlaWlpo0aN0tbWbm9vp1ctKCi4ePHizZs309LSOH5NTU3z8vKePXv26dOn0NBQR0fHmpqa33///e3bt3/++efr1697enoyMzPt7e25WTEIyczMTEhIcHFxWbVqFX97Gxub5ORkfNBJlBLctPHbFPLCfXx88ET4qiCE40T4BRq1I0eOAIEIHkywzpCJoGwQOsfjx4+HhITs2LGjp6fn8ePHL1++7Onpefv27aVLl0xNTXlSsVQ3NjY2MTGRk5MbN24c47eMjAzZtHja1NbWVlVVcafU1tYicRX8786ePUsbi8sq9wjzNotDztHU1NTCwsKUlBSimQk78Pf3t7CwMDIy0tLSUlFRmTx5spSUFGMtUlk9Pb158+bp6+sbGBjo6ektXLhQV1dXW1v7a+7qg8+vr6oE5PTOnTuY9UIpIuOsu7u7qqoqISGhrKysoKBg1KhRU6ZMuXPnzt9//w0nil7v/v37FRUVBQUFt2/ffvbs2YoVK27evGltbW1paXnw4EFytN68ecOUuHv3boKL9u/fD2OqqKgIkAd5hIODw7x58xYtWhQcHAyVprS0FHM3DClSU1MxfAY18vLyEhL+/rdEep8ow4YNGzt2bE1NDTRbGFI4pmDWhfKbEoExevz4cVdX13Pnzl2/fp0WlZtFTk5OWlp67ty5qqqqioqK2trayOOw45WVlV23bt2OHTsaGhrOnj0LuZNrAlMFulQh/h2AH+IqWyGS5E+cOLF79+6CggKsoWlEWMiFhIRA5Q8NDfXw8LC3tzc0NJw+ffrs2bP19fVpNZYvXz5v3jx+U11d3cDAQF9fX11dXV9fX19f38LC4mvB5ve9Xr3L5cGDB8LvP/z8ImHihx9+uHjxYlxcHBsHQsRCQkJ+//13etJz585hQLhz586TJ08+ePDg48ePFRUVI0aM8Pf35+d//fo1OMovv/zS2Nhob2+/Y8cOPnL0IxwMkOoSExO9vb2XLl2qr69va2ubkJCAbpaoLyJvwKG5gL29vbW1tUFBuGsE7TWXjiAE5LV8+XJWks3NzbSNCJUFqyeCREDHiaKys7MrLi5++PAh8lo7Ozu2FhYWFi4uLvPnz9fV1Z0zZ86IESMkJCTmzJlz6tSp1tbWrq4u0jDLysq4SqCjcirg+Y/dBqZ7UJeLi4s5vXJycmpra0lj4n9JT08/duwY0jJUruBgTk5Oa9asMTMzMzQ0XLhwoYmJibW1NYobR0dHb29vfX19Y2PjZcuWaWtr6+vrr1y50sTEREdHx9DQ8GvBJp/9/1ZJ79IR6gMW2ePHjy9evJiUlMQT4ODgwJNaVlb222+/wZ53dXWtrKz8888/nz171tPT09jYaGxsvHjxYoK9njx58uuvvz569Kinp6e7uzsgIIAtFEMapmFAZCx109LSIiMjvby8yB8NDAxEsUIoJD6QmALm5+fHx8evW7dOWVlZ8ImAgC7qxRcR3D64aDw9PSG70CHSNjY2NlZWVgqubmh06ROzs7NFIpGSkhIs5dTUVMz7YGmsXLlSS0trypQpffr0MTQ0zMjIuHLlClZjEDqhKDPIMELj24wnJxoI4RolkQgcedeuXVjsQW5lwt+/fz98K1KYWfh5eHg4OjpaWlquW7fOxsZm+fLltra2MJlDQkKcnZ3Xr1/v4uLi7OxsYWExf/78OXPmzJgxQ11d3cTEZOHChf9QIr0L5asS6X2EQBh79OjR9evX9+7du2fPHqBizEwVFBTu3Lnz3//+F+o8QP779+/37dsnKSm5fv36mpqarVu3VlVVvXnzBqDp/v37+fn5fLplZWWCPpaPn7Nk+/btOTk5BQUFMTExrq6uzs7OGzZsiImJycrKQvuJI96ePXtiY2MhyGhra0tLS1MNQuaw6H8oRVTPpEmTsrOzL1y4gOkSQBabGrAsVr61tbU85WfPnl29enX//v3HjBmDDSRRyGFhYTY2Ns7OzkSVSUhIuLq64nhOzwHjBPY8sCkdBpcXpxTBByT3YlqBDpTz9fjx41wxKHc4cfPy8iCaxMbGhoWFeXl5wSFycXFZuXKlu7u7l5cXoQzQz6KiohwcHNauXWtvb79s2bJFixYtXrx43rx5ampqs2fPNjExMTEx+aJEHn1+fVUo/1gfsMgASKqrq0nKqaiosLOzk5CQGDdunJ6e3l9//cUX+eOPPx49euTo6CgSiaKioqqqqjAgJzyP0wUDmebmZmxMkakhYYXjySJmx44dJSUlZBkHBwcTvRgTE4NFEy7eu3btiouLc3R01NbWHjVqlICJ9bZ/Ec4V0WcAnvVTWVkZ/gbw+zGMxAqQlS99InzVrKysqVOnSklJSUhI7N+/v6SkJDk5OSgoyMPDw93d3draGoMoFxcXRhLMBCEqQ0oqLy+HdIIJERA71xlNKIbP+JoSUS3A8MR4oyXGkwimVXBwcHh4OLKj1NTUwMBAJycnOzu7DRs2BAYGsgLDDzI8PHz9+vVr16719vY2MzNbsGCBmZnZokWLjI2NNTU1DQwMvu5FBC+8rwrlf4uDP/n06dPvv//++fPnNTU1zFrV1dXFxcXy8vLy8vIikSgoKKinp+fvv/8uLi6eOXOmlpYWpsdMpLdu3fr1119//PHH58+fY02DIxQmTJzknLQ8IixleHRIsMY0ICQkBAOBHTt2lJeXIzEKCQnR09P7au/fmy/Sm6bar18/Rp5ly5axy6U+0HkgZsbURXCSPXbsWF1dnY2NDUxYkUiUlZWVm5uLehYPMQMDAwhKpaWl7e3tpaWl1dXVMI/Ky8vPnTtH5XG54OLE6QJHSRDp4B4OXxUQjH4IrTk7PFaYW7Zs2b17N6QhoPfMzExvb29nZ2csJ7EEQ7AYHh4OsXnt2rW+vr5r1qxZunSpiYnJ3LlzmWtoWr8oEQjGXxWKUCtf1QdEoVevXt2+fRuaLp9uZWVlYWGhgoICWcMpKSnW1taTJ0/W1dUFRSgoKDh9+vS9e/c+ffr07Nmzn3766dq1a0lJSSy+8fTB0ZwXD9mRzy9skHnl5uZu3boVXTyqtX379h0/fjw9PZ2ol96qO9GX2zvWNEKJSEhI9O3b19XVFVVYfX19fX09VvcgZkyYdXV1bOfLysoOHz6spKQ0ePBg/PKIT2ee8vDwwI9q5MiR06dPb21tra6uxnLyxIkTzLSYBlIEZ8+ehc4o2AhCUOL7Hjp0CPkj9He0jJiqMTNCvhemuYSEBBa5CCDc3d3JlMVqYNOmTVlZWbgOBwUF+fr62tnZrVixAlby/PnzNTQ0dHR05s+fb2xsbGxs/A8lIlSJUCi9S+Rxrxfr/sOHDyckJGB2zsfJ+J6enh4VFTV48GBLS0sOACjp7e3tv//++88///z06dMbN248efIEj8c9e/bU1tbu3bsXCQL1xEsQJQgvdt+nTp3at2/fxo0bMVwMDw+PiIgAaQWwQpfQp08f/DZEX3JXhaEGu7MhQ4bExMQQ1QVcBkNbYDg3NjZC6YDq7Ofnh0c7W0DWioiKzc3NBw0aNGjQoJEjR6qrq6Mru3jxYklJCY2qWCw+d+4cPmbcPgBlghPm0aNH+aaVlZWsc7mheCtww+YIoQnbvXv3nj17kpOTAwMDcVVBO+Pl5UVIaEJCArGQqampOTk5VAb3TmBg4NKlS2G/Ghsb6+np6enp6erqkvPxRYkQM/JVlZDD+o9HyNOnT2/evAnuiZ0Xzm546zQ1NZ07d05FRUVLS4u9WlVV1cePH3///fdffvnlxYsX79+/7+npKSwshHNaU1MDeRjHQQQpNG5HjhzhbKduCL7h0C4qKkpNTQ0JCXF3dw8KCoqIiIiJiWFKNDY2Fn32qcLTmBH3Kz6R6LPdmaSkZHp6OvogZhkSI0nCoET41ojk0M8JbU1ubi6GdOnp6VZWViKRCDDGz8/v/PnzghU/+zmA1FOnTp09e5btMSMudB4aFGEXQ1kQc8aS+fjx4/n5+bxduHVzeAAIQbDCrcnZ2RlICV10bGxsZmYmKnOka0AmRkZGWGgqKysTCaejo4OB8Rcl8vz58+fPn2PgTJUIk8uDBw+ePn0q0IXu3Lnz888/d3d3QxEKDw/fvn070Z7ITNgU4D/v6OhYXl4OLe/9+/evXr2Cx/rixQuGII4ffH94brBHZumAeSu3L7ABdzk4EttLkGbERREREZmZmXBwsMkWGhESKr+GzEQiWMdTpkw5ePDg1atX6VUB3Xm+GWSEXIDz589nZWUJSfKUwu7du8vKyvLy8lxcXLAkVFRUHD58uJeXV3t7O+CH4DtKZ1NZWUlOi8ARERyeuVBozoR1LhwAhmG6Vw4PhmHyYmFwUjGMtXjyCN4y/Ce0alAVvb29HRwcFi5cqKKigrsVxjXKyso6Ojr/WiKcKIKT8/3794WKIRHx9evXNTU1sCAzMjKKioog+PMjcX4eP34cC8Zr1651dHT8/PPP33///ZMnT168ePH48eO6uro9e/bA1gTVZg48ceKEsApnHyHwaDAc5kBm0YobbkZGBq4HwcHBcFdTUlKwh0P+KXyczL0ikYgupHfFmJubNzY23rhx499KhHGG0Wbt2rV8BUR+IpEoLi6O4z0mJsbKysrY2HjcuHEDBw60tLRsaWmBliZscek5IBABpwLtCy+MCOi98EWiS8MbgiiI4uJidv25ublgIXwcwNBQDzFAj4uLg8mM0Qjrm+joaE9PTw8PD1DUWbNmqaurI8LQ1taeP3++hYXF8uXLvyiRFy9evHjxgioRSoSLhoPkxYsXZLLev3//zp07JA9lZmayYsWblpmwtLS0pKQEGh+mNI8ePXr37t2jR4+ePHnyww8/PHjw4PTp0+zwKClSw2jjKRHqBjSai5kaOnLkyJkzZ6qrq/nMMCXeunXr1q1buXQBl2hdq6urAwICcLwXplxh0hHMXgcMGLBp0yb28v9WIpgmNjY2Zmdnw/ZgisZ4CO4ZruXESdEsz549G5XNuXPngONgoTJCg7XA/GCTwJqQMwNMiOGOsS43Nxdiys6dO3fu3IlSBH9zyAAw/mG6p6Sk5Obmst6Kjo7GcwZZL0Znjo6OHh4ey5cvRw0PKQdQBHLg170IEapfHSRCoSCUItbo0aNH1dXVWCJBZsnPz8c/v7y8vKmpCV0yzrLHjx8/d+7cy5cvyQJ/9uzZnTt3Ll++XFVVdfjwYfRFvCl4qIMW8D+yv8AgSeBA4H7Dgg2AkreSdCLsRnJzc8EVjhw5Ul5enpycLCkpyY0goCMCjCYSicaNG1dYWIiJ+b+VSGNjY1lZmVgstrOzE33mqlFnI0eOxMkjNDTUyclJAOv69es3fvx47s3Kykq6HH4Khl44KLQgvY8QIcB7z549AqMM8yPAIUhVIM6QloXIYpzQuXfgeIP8btu2DQl4YmJiWFhYeHj4hg0b/Pz8jI2NWc3AYEe7xTjztdcZFKl/rJLnz5+z8n306NGrV6++//57zG5wBMRWFoiaQhHErugJSMFqbW3t7u5+8OBBXV0dBVFRUSEYxnMZc2ZQIpzAlZWVYrEYPz5IgfSM7EVBEdiMl5aW4k5D+jN/vYyMDOas3bt3T5w4kXU/Dtq9d7yTJk3av38/QNn/0YtAXMVJkVUDr4EDB/r4+OTn50dERNja2srIyMBQIRwTr2Jo9NXV1az7y8vLea8oIPwXuVi5PvZ9fhEDBFuKnD8UEkjGsbBme4VxhuBrjbiGUQsOYlhYGOLF6OhounsHBwcjIyM9Pb1Zs2ZNnz5dSUlp3rx5LH7J4vy6RP6tSl6+fIm4sru7++3bt1euXMnMzATUw+Spd2VwEXBTkF3U0tJSWlp6/fr1Z8+edXZ2cjswHrPy5tQVaoUioFzwBsYLmuqB98vtw2ED30csFiPbBMKiU4OiJ9zrWlpazDhCa8KJMnr06G3btonF4mvXrv1biVC1W7duxdWOrzBkyBDyK42MjJKSkjw9PfX19bm/Bg0aNGzYsAEDBhw6dKi5uZmQlurqag5FnFKF65VbBvCDwwNTSfwU4dTRZhFLTZYXdQDTnYY0MzOTcklOTuZQofPgyImOjuYtCgkJcXFx8fX1NTc3B0tVV1cnu1lJSWnq1Kny8vJycnIaGhpflIiQ0Nu7RJBld3d3P3v2jCOku7u7srJyx44dTBz4oNMW0FdyQcDu5FxtamqqqKioq6vjAwA4QhWCXJbdNy0qnD+aD1o8UEghylq4zhkNaI3FYjFhK0eOHMF/h+SyxMREniEG6aNHjyKAwzMI1ip4ydKlS3fu3NnW1vZvJQJosWTJkt4z86BBg2RkZGRkZDQ1NbEgmDNnjtALA+bm5eVhlgqvoPe9KYhlODwAxIqKitha8+KKwQtvx44dOKQLCQibNm1KSkpCKSO0ovwOtvHZ2dm4OCE/wwXa09Nz7dq1K1asWLx4sYaGhrKysrKyspaWFi6JM2fOVFNT09LS+toOTygRDpLeCUYIU1++fPnjjz/euXPn4MGDe/bsAd757rvvQN85OXkf6+rqaF3p1YlT8ff3R5nY3NxM8B6QgBDjyhzIUXHy5El0K0IN0Z8yKPKb0NMh+rIsxUfq4MGDmzdv/n/tnetL020cxkdCIh2sXkRmBCkY2kzdELOV7oC2LSkifVFGZFSgi1aTFaauQGwLcktR52lqNZcmmpo5Ng87aQWlgRAKRQVJhfVHPC8+dLPHp3j+gX6vMkTddt3393Rd1/fGjRt4adIMYLEfbahLly6JciYmJgZ5RHx8/Llz58bGxv4EkUAg4HK5olssYGXnzp3MHCorK7Va7fbt2+Pi4ljJyHc2NDTMz88DkZmZGciOlHIDAwNk5bh4izqF+RQtR+x7MR7q7e2FF4GKTAAFOrfVasUPwf7rcTqdnZ2ddrudbW7Nzc1VVVWYVJ8+fRpzQJhEGIqwAvzgwYNZWVl6vf7QoUP/gsjq6uoalPAg1GbN+8rKSigUam1tFckpG5yEz7VgUDLdJtaOjY2hP4YE6vF45ubmeJtABvxyojJ1EBEKIidQENQv1kSyg4AbZWRkBI95+gp+v7+/v18sR6uurqZfVF9fD5q9Xq/D4YCtCBmA456cnNzW1oa1MCce62kuNp/PV1FRwV5fQgnp6u7duyEJFxQUZGdnC+RJJBK6uvX19cvLywieEQlDVmWwQFuop6cHf1VkVG1tbdAA8IL2eDxutxvXdbDe09Nz/fp1hIlw8xBjUsjgVWy1Wh88eAA7E3mm2WzGtgp6QGFhoVwuhw53+PBhhUKh1+vT0tJSUlIwAV/LgIdXLCAiUEK6CuXsw4cPfr+/u7ubOApz4vHjx/QzOBMzMzNU8yMjI5FIhA++qqrq+fPncEIRwaIcCQaDdKC5JMhMMfGNhkU0XLhyYBpT/fKXhMNhn88n5hdkc7du3cIZgarY6XS6XC5+AkMWwo2ofsvKytgrwqouwtmLFy/YUZSbmyv5xZ4XDkfYo0kkEozVt23bxlCQAiouLs5sNr97987r9YIPQidvHQU/PnokH2yd6uzsZJKArJyXQ6BxuVxdXV1IItDuIiOCJsHcg3ADsxOr1nv37plMpmvXrpnNZpPJdP78+ZKSEqa7NEIyMzMhIxJ0xJd/hEj0RcI4huxkYWEB1HNtcIK5OeiQcu1PT08/evSIHMLn8xmNRt4gajyfzwdKZmdnh4eHKRaodTF4hbL7J4gQmIhxg4ODlL6USPRUEC3CPWtubuZ94ZDh+uLxeJhOT09PX7hwQdwKEomEZbyTk5ORSOTVq1e0RGGgmc3m6BGPMKYi7Y2Njc3Pzz9x4kReXl5qairGVEDk1KlTnz9/pqZ78+YNL4TWIg1oxNzQ2DBEhGBGX5WOant7e0tLC46r2DijVKWURbsKXZeuSVNT0+DgIPZSkARwlKyrq8PJ/ciRIwcOHMjJydm3b59cLpdKpUqlUiqVQm9Wq9Wsl/gNRP57kUANoZ8WCAT6+vrIFdB18fHQI4dlw9Rb0CNqamosFsv79+9DodDo6OjU1BSmHXz2+OitWSwP+3xNQoCwhTE9yQGY8Pv9tNQCgcDAwADFMxLZO3fu4BMPv4YR+e3btzs6OujctLe3Ly0ttbS0JCYmYoe6detWh8OxvLzM9IQHshl2U2I1eHRAAQparfbixYtarTY9PT0pKUksqyguLv7x48fc3Jzf719aWkJ7R7iMbpTxjkEKYfsA5G1WHFPmtLe3O51ODM0xgGB2iPQQqTPewE1NTUNDQ3wbUxvaJBaLxWAwnD17VqfTKRQKjUYjk8lycnJycnLUarVUKpXJZHq9/tixY78JNEg/1lwk3759o+j98uULC4Vxq+LU4qdAw4fkS/BuRkdHUcobjUYSNARLHFAhpxaTLZbJAxRk1lwnayASDAaBCJ0SVI1w+2hiUi0DEZvNhtDZaDSWlpZWVFTU1NQ0NDS43W5OcDgchkmKhwXNLpVKJZhm5OChUAgf982bN+PALO6SaG3wnj17VCqVXC5PS0vLyMjYtWtXfHx8TExMbW3t8vIyRuFID2GHiNWqzKHAYm9vL9U15Ad2/OLVDGmmo6OD+4OaBW4eX9pstvv379NvtdvtEOHQLNrt9srKSswRy8rKzpw5c/z48cLCQlxMFAoFHFsUeEVFRTqdLj8/X61W/x4iay6SlZUVgPL69WsGsF6vF80g557bkrECB44XPz4+Xl5ejjkHHyr7Argk2Cw5MTHBkgnWi3JzkJ+ugYWAC5N0fMMhHpOu9vf30+Qmfrvd7s7Ozubm5vLy8itXrkCruXnzZlNTEywvtkVBAQkEAkNDQ0qlkhvCYDDAgGdG//LlSwCUkJBASBIEFFC1ceNGspPU1NSsrKyMjIz9+/cnJyevX78+MzOToSbOxMggSKRIoWgFoYyieQM0Ibszuurt7cV8l+l3d3c3iUhXVxe5F2Z5pOd37951OBwspiUktba24k1aU1NjMBhKS0tPnjyp0+mUSqVKpcrLy1MqlWq1WiaTZWVl7d27F7gUFRXp9fp/QeTnz5+/vUjolHz69Gl6epoNAgzYaG0RSjkNCAiePn3a19cXDAZra2sfPny4sLAwOjoqBClIVMLhMCoVmDucKnqmkEO5Y0TfjBSPXJWbA5kroxMRmyKRCPMOMAoFi/0hly9fZprV2NgIa5wkdGJiIhgM0uTu6enRaDQbNmzYsWOH3W4Hgn6/Hw6z5NfwT3hPCAVobGws/0M7ISUlJTExccuWLZs2baqurqayW1xcfPv2LZkNsKbIpxX07NkzWGSEb5wXmftMTk6iVWazLkur8OhFBE/0wWqGMAQPjSBF/gHZzGQysTX76NGjWq1Wo9Egr0JRIJfLs7OzZTKZQqFgyaZGo/l/iHz//n11dfXr168fP34cHx9HL8ryHprKDBRoVBB96JHX1dU1NjbOz8+TfBCGyGGhyQCO2dlZCktUrPB3vF4v+amARTRcqEX51eh0GLLTPmEHQyAQYAeIxWKBNVNeXm6z2bC6ht0SCoUQS9Lo7O7uRjtfXFwskUhyc3NBdiQSKSoqio4pwviQf4tebWxsLMtukpKSEhIS1q1bJ5VKp6amXC5XOBxeXFzE3jgSiQiyCNcwGBoeHoZRxd/D0ICdr1TFEKnwen/y5Ak3BO01nPUcDgc1EZIz1J1Wq9ViseAnePXqVawrCgoKCgoKcEZUqVQlJSWKXw9XiEKhSE9PX2uq+ff5+/zp+QuRv8//PP8ALyZg9TBTaEEAAAAASUVORK5CYII=" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La más importante
contribución de McGregor al pensamiento administrativo son las "<b style="mso-bidi-font-weight: normal;">Filosofías de Dirección</b>" que
confirman las tesis de que algunas de las variables más importantes para lograr
resultados en la dirección de las organizaciones son "<b style="mso-bidi-font-weight: normal;">los valores culturales</b>" de los que ejercen el mando, y la
supervisión o la dirección de los subordinados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La teoría de McGregor está
basada en dos concepciones:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">1.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">En
la teoría de Max Weber de los valores y acciones, <b style="mso-bidi-font-weight: normal;">afirmando que los valores culturales de los supervisores con respecto a
la naturaleza del comportamiento humano, determinan sus acciones y procesos de
ejercer el mando, tomar decisiones y motivar.</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">2.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">En
la tesis de Abraham Maslow, sobre la jerarquía de las motivaciones.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">A partir de estas bases,
hizo su clasificación de dos tipos de personas:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">McGregor
dice que las organizaciones tradicionales parten de tres postulados básicos
para someter al hombre a la organización y controlar su conducta</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">,
los cuales mencionamos a continuación:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">A.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> La
gerencia en la responsable de la organización de los elementos de una empresa
productiva: dinero, materiales, equipo, personas, en intereses de sus fines
económicos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">B.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Respecto
a las personas, se debe de seguir un proceso de encaminar sus esfuerzos,
motivándolas, controlando sus acciones y también modificando su conducta para
ajustarla a las necesidades de la organización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Sin esta intervención de la
gerencia, las personas serían pasivas, incluso renuentes, respecto a las
necesidades organizacionales. Hay que persuadirlas, recompensarlas,
castigarlas, controlarlas; es decir, sus actividades deben ser dirigidas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Peter
Drucker (1909-2005)</span></b></div>
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<img alt="" 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/><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Fue un abogado y tratadista
austríaco autor de múltiples obras reconocidas mundialmente sobre temas
referentes a la gestión de las organizaciones, sistemas de información y
sociedad del conocimiento.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-La efectividad debe
aprenderse.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Esto descansa en dos
premisas: Es obligación del ejecutivo ser eficiente, La efectividad puede
aprenderse</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El ejecutivo cobra para ser
efectivo, por lo tanto debe responder con su cuota de eficacia a la
organización para la cual trabaja.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La segunda premisa no puede
de ninguna manera ser enseñada sino que es una autodisciplina.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La
efectividad ejecutiva se revela decisiva en el:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Autodesarrollo del individuo,
De la organización, Del desenvolvimiento y viabilidad de la sociedad moderna.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El
primer paso hacia la efectividad radica en un procedimiento: el registro del
empleo del tiempo. Tanto el análisis del tiempo como la eliminación de lo
superfluo, requiere un margen de acción, obligan a adoptar algunas decisiones e
imponen cambios a nuestra conducta, relaciones y preocupaciones.</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El próximo paso, en que el
ejecutivo es instado a enfocar su trabajo desde el ángulo de la contribución
externa, va del procedimiento al concepto y de la eficiencia al estudio de los
resultados. En esta etapa el ejecutivo se autodisciplina y se pregunta porque está
incluido en la lista de personal y que contribución ha de realizar.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Hacer productiva una fuerza
es fundamentalmente una actitud que se manifiesta en la conducta. Implica
respeto hacia la persona propia y ajena. Al hacer productiva una fuerza<b style="mso-bidi-font-weight: normal;">, el ejecutivo integra los fines
individuales con las necesidades de la organización, la capacidad propia con
los resultados generales y el éxito personal con las oportunidades empresarias.</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La efectiva decisión
concierne a la acción racional, no existe ya un amplio camino que el ejecutivo
debe recorrer para dar con la efectividad, pero se ven puntos que lo orientan y
le facilitan el paso.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-78891766140542517252012-06-20T11:26:00.002-07:002012-06-20T11:26:32.415-07:00Padres de la Administracion<!--[if !mso]>
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<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Henry
L. Gantt:(1861-1919)</span></b></div>
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" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Propuso
una selección científica de los trabajadores y una “cooperación armónica” entre
ellos y la gerencia.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Recalcaba la necesidad de desarrollar una
mutualidad de intereses entre la gerencia y los trabajadores. Al hacer esto,
subrayó la importancia de la enseñanza, de desarrollar una comprensión de
sistemas tanto por parte de los obreros como de la dirección y de apreciar que<b style="mso-bidi-font-weight: normal;"> en “todos los problemas de la
Administración el elemento humano es el más importante”.</b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Es
conocido por desarrollar métodos gráficos para describir planes y hacer posible
un mejor control administrativo.Destacaba la importancia del tiempo, así como
del costo, en la planeación y el control del trabajo</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">.
Esto le condujo a diseñar la famosa Gráfica de Gant, siendo considerada por
algunos historiadores sociales como el invento social más importante del siglo
XX.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Frank
y Lilian Gilbreth:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<img alt="" 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9gACwsLs7OzAP3U1NTU1NTExASMn7a2tjt37pSUlGRmZsbHx/v6+lpaWhoYGOjr65NEDYk84kwgeTF6HQxBP/NDi+6T3g75GHmtZ3u98qwvsM6k5aWx1rBAuFwun88XCoXe3t4+Pj5hYWHp6ekFBQXp6enh4eEikcjJyQlxG11dXTU1NTabzfwQc+R5mB9aqxcLg8GQp07gNEfjNE3jzO/9G6GfXoZLTzLifgwNDZOSkmZmZgiyYeKfnJw8f/78BSXYDHB/sR/g+yLkv76+vry8vLCwMDc3B+IDcsBjY2P9/f1dXV2tra1IhOXn56ekpISFhQmFQkdHR2tra0NDQw0NDVTEMxgMNpt97do1dXV1LS0tRPCIXUSSYizqwCdpzc9GP7bT58d82Gw2SVrB6sAV4QZwOBxjY2M3N7eAgIDo6OiMjIyCgoLc3NzU1NTExMT4+PjQ0FBHR0cej6elpXUm+lmn8jXyvHXGOSXCMvi+APeMs5SEnOsrz9J/HcGXAjRYCjabDagpKCioqal5eXnV1taurq7CvodSh6Z/TpOTkxMYQhD4A4eHh3t7ew8fPoT1D/QD94j/gP7Z0dFx9+7dhoaGyspKiUSSlpYWGRnp5eXl6urq4OBgZmamq6uLsAeHahIB6/c0+klgg/EXQT89aQVfk6BfQUFBVVXV0tIyJCQkPz+/rKwsKysrJiYmODg4LCwsJSUFjCihUGhgYIBAGIuKQlwgcr71j1o+jPPRL3O1vy/6oYNwuAMuCEVgZfh8fk5OzvT09N7e3uHh4eHhIRT/s2fP6OgH9KHyIdgqcHw3NzdXV1eXlpaA/rm5udnZWZhAxOyRSqUNDQ2gf2ZkZERHR4P76erqamNjY2Jioquri1A1bB4Er8HdIhsAJhCHqqtkUCSDT3075GNfAP3kKkwmU4nKYcFQQ/QmMDAwOzu7pqamsLAwIiJCKBS6u7t7e3sHBQUFBgYKhUI+nw/FD53E/BK5HibN7icoJzdMbl5Of+B/BvrxvND9ioqKampqAQEB9+7dOzo6evr0Kaz5x48fw+wB+vFfQJ+gHxY/FP/29jbd7p+bm5ufn0f4f3JycmhoqKurq6Wlpbm5ub6+vqqqqqSkJDs7OyEhITw8PCAgwNPT08XFBRsAZC0kLjU1NbW1tZG+VFdXJ+gnrjB5BZ/xdsjHvgD6ISwWi8FgIOTC4XB0dHQsLS1R9lZaWlpXV1dUVAQ7JzQ0NCoqKjg42MnJCaEeQq5iU+0ALhY50S+Ps8uQr/z374t+cvN0fxG/sbKyKigoWFtbe/Xq1cnJCRS/jNmDbUDQjw0Am4fketfW1gj65+fnFxYWsA0mJycHBwc7Ozvv3r3b1NRUX19fXV1dVlaGA//mzZthYWHYAKCrmJqaGhgY6OnpaWtrI+iHnaCuro4TQEb9k9fxR6H/TKfwTDeRyWQqKCgg3Mnlcq2trcPDwyUSSUNDQ19fX2dnp0QiSU5Ozs7OlkgkmZmZYWFh1tbWAD2MPA7FspIHQPKg/zzMyfmxM79FzvWVZ+m/jsCMRpQMRjMWWUtLKzQ0tLe39/Hjx8+fP4fLi5gm3eyRsXkI+g8ODhD4X19fX11dRbAf6IfA8hkcHCS6v7Gxsba2try8HKZ/TExMZGRkaGion58fPGBS+6Knp6ejo4M9QDgsOAHokdALQp9yvoIvgH7Y9wwGQ0lJCVwdTU1NkUiUk5PT2to6PDw8NTXV19dXVVVVVFRUXFyckpLi5eWFrC3hu7LZbGTK5PlG5qeHw2X+icR3mbQD9ILP/x3Rj+9C/AQJQaBfQUGBzWbb2NgUFhaurq6CtUa0voy/S6D/+PFjfAAET4R6Njc3Hzx4QKAP9MPun5mZgeXT09PT3t6ODXDnzp2Kigo6+sPCwsBhcXNzc3BwsLS0JCcAfQNgD0D9y2yAM7MxXw/9QC2DwcB9cLlcMzOzkJCQsrKyrq6ugYEBsJ2w7zMzM0UikZaWFpvNVlVV1dTUBI9fSUkJWVsGg3FmBePvQb8M6P9XoZ+u+5FFUVBQ0NDQCAoK6uzsPDg4ePbs2d7e3qNHj54+fUq0PkKcBP2I8Dx58gRhH5B8iOJfWlpaXFxcWFgA4QcRz+npaXi9vb29XV1d2AANDQ1Af2pqanR0dERERFhYWFBQEKp+nZ2dUfVrbGyM9A5BP/4LRUkvjuGcUwf8xdB/Omgog07E1FkUq0dTU1MgECQlJd25c6ejo6O5ubm8vDwnJwcP7OXlZWRkhFsnrU8JIYLL5Z6+/mlhyZGjPQ/99G1AnCcZ3NDh/nna5a+A/tOPA1WlqKhobGyclpY2NTWF+ObBwcHjx49h5NDD/DLoJ7w3QnGD4l9cXKSjf3JykuR6R0ZGBgYGenp6EPIH+vPz89HdJCwsLDQ0NCgoyNfXF/EfUvsro/4J+unBnz8c/afL1U8Li0qVMRgMFoulpaXl5uZ269atO3fuNDY2lpSUxMXF+fj4ODo6mpqaamtrg9wGvx6Jbm1tbXV1dUVFRZRxMWiByNN7j0GV0Xw0AX5aZB5VZpOchsvpK8u5vn8d9CtS7XfgVn333XcMBsPW1rakpGRpaeng4ICwGEic50z0E68AuwWBzgcPHhDFD3+Xjn5QHoaGhvr7+wnjv6KiIjc3NzExMSIiAiGQ4OBgPz8/T09PNzc3WP9mZmaGhoY8Hk9XV5du/xDfl8T+/1j0MyiqJpPJBDUf9DUG1dWI4BLX4nK5mpqaVlZWvr6+iYmJaWlp0dHRQqHQ1NRUXV2dkDFRiUu2MmodcE02lcsAgeLy5cv0/g44Xq5duyaT/CMPTD+dyHOSZ+ZwOPg6JBaUqPbCJIXOpB0FWBRSqyAj8uPvM9D/0W0MueDK9M8wmUysubKyMmqmRSJRfX392toaQLy5ubm/v398fPz8+fOXL1++fPkSad0nT54QejNAv7Ozs729/fDhw62trc3NTeLyQuvPzMygwIWwnbEB0PShq6urqakJ9S7x8fHh4eGhoaHh4eHE9Hd1dbW1tTU3NzcyMgIJgsfjgdKLDUBMfxnH9wIldfHykj88G/3Ik4NaAyMHGGKz2UrUPAIGxcsHmVlNTU1fX9/W1hZEfC8vL1tbW11dXSCVPtcAQpwYOkuZSdUEg7iGL2Kz2Tg36NwPuiLHDzL1ZQyqYTyqtqFOUAjGYDBgdOEG2B82NGdS9TrynCoX7I0/F/1s2jgJFRUVJSUldXX1gIAAqVT64MEDWC+rq6sPHz589OjRs2fPoPURAiLhfzi7BwcHwD3k4cOHm5ubGxsbDx48oEc8cRTMzMwA+qOjoyMjI/39/e3t7TU1NWhxFRUVhWwP6XPo4eHh7OxMzB5Srg30ow2o/Og//RZk/knGajgX/QAch6KFsGldGPAzKku0tbVxSOno6BgbG9vb29+4ccPd3d3e3t7ExERLSwuqGmr7OiUyFA4OVelLQMOiWgfLmHrkpvGv5LIwqEikjPRMVVVV1dbW1tfXNzAw0NXVRXkR+UOsJouWP6dnyhif3i35r4Z+rC2LxVJUVNTR0QkLCwOjE9BfW1vb3Nzc3d19/Pjxs2fPQGwG64Ggn2S4wOzf3d3d3t4mJ8Da2tqDBw/w38XFRaL4wXZGxlcqlZaVlaWlpaHJj7e3t5eXl5eXl6enp1AodHV1Be0HZg+8Xsifhn7CFoYdAt1Pqs5gvqurq2tra6MK0dHR0d7e3sHBwdnZGYXMenp6pF01oIZJB/QUBl39YxuwaD1T4RCD/4xXTs4ZAl+kx9HXBIJkIekhfNqFonNI6OgnBFXSUk6JolJ/9gZgfnikfHH0X/DndIWC41RfX18sFre3t8NPvX///tra2vr6+tbW1uHhIYKeQD8JgyLUAysIqS4E+zc2NtYp2dzchFG0vLxMgp4o9ULNu1QqLSkpSUxMDA4OBuLd3d1dXV0BFUdHRzs7O5SwGhsbo+QDZUx/GvrRVQoxTdjfMEKUqF7VwJmenp6tra1QKBSJRO7u7vjB2dnZxMQEdHwWi0UncxOYynjxOEaIOQRwk/w2m81m0HL1+Feyl3An9AJfPT09S0tLZ2dnZ2dnCwsLJNQ4HI6amhr2AJaSHGVMGj2b8EOVPmSSXCAffQGfd4xcIBeofPotEZdGSUnp6tWrPB4vKiqqtbUVAJ2bm1tdXX3w4MHm5ibQTzxdZL7gBCPa8/TpU6S6wOtcXV1dWVlZXV1dX19/+PDh3t7e3t7e5ubmysoKuP6Tk5Ojo6ODg4Pd3d2NjY3FxcXJycnh4eG+vr4ikcjNzc3Z2dnJycnBwcHe3t7Ozs7GxsbCwgL1HrAj/kz04/WjcgWMZShF0mEKVj6fz7e1tbWxsbGysrKzsxOJRLD4LSwsULFFYpoy6CdhLED8+vXrOjo65FHxe/aHUXkW7VhAxkBPT8/Q0NDU1NTc3NzS0tLKygoqxNLSUigUhoeHh4eH37hxw8DAACYc7DTCLOJ8yJqiB5dY52D6TPlrop9FDZNjU6ELbW3t4ODghoaGSUoWFhZWVla2traI6U8YPqjlff36NTYAjKL9/f2HDx8i3Lm8vLyysrKxsbG9vb2/v//o0aPDw8OdnZ2VlZXJyUl0tJVKpehxUlRUlJGRkZiYGB4e7uPjIxQK3dzcoPixAWxtbYF+dH3T0tL6M9FPLkoPpCgqKuJMYLPZurq6jo6OHh4eDg4OiNFaWVn5+/tHR0cHBweDy4AKLyh1An1NSoj6h+EOrQzog/QGZUw8V9ILQFNTExvP3t7ezc0NTnZoaGhkZGRUVFRISIifn19kZGRKSgrKgt3d3S0tLY2MjGBWohxeJnBGXyzi84DB+lEsyizome9AfqtGHjnvyjIqn7hPHA4HrFuRSFRWVjYwMACXdGpqanl5eXt7++joiFS3vHjx4uXLl69evXrz5g36WNHRT4L9y8vLq6urGxsbOzs7h4eHODEODg5WV1fHxsY6OztBbC4vLy8uLpZIJFlZWbdu3YqJiYGnC4ufbAAbGxs+n29kZIQgONAPq/VPQD+DYkQipqlMTWWCLufxePb29kFBQZGRkZ6enjY2NjY2Nl5eXnFxcUlJSYGBgWZmZjDK0cSLDn0tSugsVuLa0rHIYrFQ/K6rqwsdb2Nj4+Tk5Obm5uXlFRwcLBaLExMT09PTc3NzJRIJ+BQSiSQjIwOFlFlZWWlpabGxsaGhoV5eXnBIeDyejOlPjyDR/YrPQ/95e+AzkX6WXIx7cgP4DJ4IDGc7O7tbt261tLSg5/jY2Nj9+/dPox8bACWOSHih/AVmD+I8S0tLKysrsHyI7n/48OHi4uLQ0BBKum7fvl1aWooGbykpKXFxcdD9IpEI6t/Z2Rl2v6WlpZmZmYGBAQieqG7909BPPD9ktUAaAVh1dHSsrKy8vLxgWgQHBwcFBYWHh8fHxycnJ4vFYjc3N319ffwJOnjRoa9NCcliAP0ILilSY/20tLRMTU0dHR2FQqGPj4+vr29QUFBcXFxGRkZOTo5EIiktLa2srKyrq2toaGikpKGhoaGhoaampqKiorCwMC8vLycnB3sAWsfFxQXnAEmp0Dvs0ZtEEC/8o8L+MI925vs4E6AX7JlPldOvEyiB+udSE0VNTEzCw8PLy8vv3r3b3d09PDw8Pz+/ubkJ4gMxcgipE8ldEHvA6IRZjwD/7Ozs4uIi7B+kwObn50dHRzs7O+vr6/EKcnJykPyBywt/F+Li4uLk5ASX18zMDC8FcP+T7X76JTgcDopuAFNw9z09PRGp9fX1jY2NTU5OjomJ8fHxsbOzMzExQb0imdlEj0jCpyGwQ8KLzDHGd+nr6zs7O0dGRubl5VVVVdXV1VVXV1dVVTU2NnZ0dHR3d9+7d29gYGBwcHBoaAiEIkIpgaCvakFBQWZmZlpaWnJycmxsbHh4uJ+fH6KxUDbGxsboMolIKDl8WLTzRx7knUb/6Vfyx6H/zNcJKxFRLBKn1tPT8/LyysrKqqur6+rqGhkZmZ2dXV1d3d3dRdKXhDihywH9tbU1gGOo5mYAACAASURBVH56enp8fHxkZGRoaAiLj0b+IPdPTU2hn2FNTU1ubm5SUpJYLA4JCfHx8XFzc0PbSRMTE7iIiBDa29vDVTMyMiKxTgR8/kz000MuiMmQGX0cDkdPTw/71cTExMvLKz4+Pi4uzt/f38bGxsDAgMfjmZiYoHW19odCnoeU8GBjoIODhYWFiYmJtbW1p6dnSkpKTU1Nb2/v+Pg4wmcgkKB2Ds3DEF9DeGFgYODevXudnZ0dHR3t7e13796tq6srLS3Nzs5OSUlJSEiIjY0FvyowMNDT0xON4iwtLc3NzdFlkmQJWFT4X35XVR74fh30EwH6EbfAC2YymdevX3dycoqPjy8pKWlpaRkcHJyZmVlZWdne3gbxAVwGRDDX19fv378/NTU1MDCAVe3o6CA/kKEV9+7dQyvP3t5eqVRaXFyckJAQGBh448YNdDCHr0VUp76+vpmZGfaAra0t2J34DPxdesST2AikgzdRMSxavIF5jnx0rc71ejkfZk85FFsQpVtQ4VZWVpGRkRkZGXFxccHBwV5eXnhma2trwtrDJuHxePr6+mBxQN/D7tfR0bG2toafiuSfWCyWSCStra1QLSMjI2NjY7OzswgywN8iJBOgf2xsbHh4eGBgoK+v7969e11dXW1tbY2NjSgpkkgkOTk56enpOKAiIyODgoJwAuDYRY4dvGv43OwPuQ8XC0M+kedScsJdnkvBVcODcKiBFGw228LCIjw8PCsrq7q6uqura2JiYmlpCeY7qVRcXFycm5sbHh4GmtGXPCkpKSMjQyKRFBcX19bWdnZ2onaxubmZkPhzcnJCQkLQuhkmgLq6OovK1ZDgnpmZGdQ/Ft/Y2FhXVxeMVCTmsQGI00hwf+azM6haVtLKQIlqL8s5lbCXC/0s6kCnt5RgUVMnQNcxMTHx9fXNyckpLy/Pzc2FgZGQkBAWFgbPxsHBwdTUlJA3jI2NLSwsML4Gx4iqqqqNjU1ERER6enp6enpaWlpWVlZ5eXlHR8fU1BRpFDM7O7u0tISE4tLS0tLSEvqHzc7OTk1NET4JQX93d3d7e3tTUxMcgOLi4vz8/KysrNTU1Li4OBzHQqHQwcHBwcGBqB+6CXTeQv8t0M+gGM7Ql+RZlJSUlJWVobCys7Orq6tbWlp6enoGBwcR/SRqBYUZdXV1t27dQg0qiGiOjo6enp4RERG5ublSqRSKprW1tampqaKiIjU11c/PD82XELqBlkR3Jlj2fD7fxcXF09NTJBIJBAL4YKS7CVjZMPqRoyT2NglP09eKjn76zCslWlf9L4N+/DGH4v9oamra2dlFR0cXFhaWlpbCuUlKSkpMTIyOjg4PDw8MDHRxcTE1NYXWNzIyMjMzs7S0hMmkpqamoKCgo6MTHByMK2RnZxcUFNy5c+fevXtTU1OAO3KKSMuvrKyggJp0EAD0h4eHBwcH+/v7e3t7cRbT0V9eXl5UVJSXl5eZmYlRaqiuxOoj4EDYhfDRZbIBf1/0E1Yfyd8pKyvz+fzQ0NCcnJza2lqpVNrW1tbZ2dnf3z8xMYENsLy8PDMz09fX19DQUFhYCJ8VsMZLFAgEYrG4oqKiq6sLK9/W1lZcXBwYGIhezcS+NTAwsLGxQe4lkZLk5GQE/kUikaWlJVxEEgPU0tICzweKXwb9MvYh/pd5Sv0T9J+2J+VCP5MW+aZHPwj6NTQ07O3tIyMj09LSoO/9/Py8vb19fX39/f0xsfXGjRswrK2srJDMMzExMTQ0NDIywgMLBIJbt25VVVWVlZXl5+dXVlZ2d3dPT0+DiLKxsQFO1fr6OtoFg0oFrY/RUaOjo3B8idYnE9Sam5tRWEPQT7d8QCvHBiCpFpRXkxAQ58Nm6H8X9BOBmcpisRSpeTYcDsfAwMDLyys9Pb2qqqq5ubm9vb2rq6uvr290dBTZX9DX5ubmBgcHQU4uKCiIioq6ceMG1ASfz/fx8ZFIJNBTY2Njd+/eTU9Pd3V15fF4SObAxzMxMbG3t/f29o6Pjy8uLq6rq7t9+3Z2djZig4iRwOwB+jU0NHR0dOA6EoufvIvTwCUGOZMq5sYeYNBaLvwu9BNuD/Ez4ARraGhYWVn5+PgEBwf7+vq6uLjAjHZ0dHRzc/Pz8wsJCfH19XV2dnZwcHB1dXVzc7Ozs9PX10fmS19f38HBQSwWFxYWVlRUlJSUlJWVNTU1DQ0Nzc/PI4W+tbW1s7MDLu79+/dnZmagnGD2oIKOoL+/v7+vr6+3txf/7erqguNLLB+gn5xLoJW7uLgIBAJ7e3vCMSRDFpARY8vhicq5AeRE9u8X3DNY4myKm4igs6qqqq6urpubW1JSUmVlZWNjY3Nz8927dzs6OgYHB6enp1dWVkBfm5mZ6ejoKC0tTUpKCggIQHTS3t4evpxIJCopKZmcnFxeXh4dHa2oqAgLC7OysiJ+Kklx8ng8R0fHoKCg6Ojo+Ph4lLQHBwejr4mjo6O5uTlcXrqlRPbD6VAP3SOlp4mYtJz970U/g8Zepieh2NToVk1NTQMDAysrK4zqdnBwsLOzgyuDsd2YVomRfS4uLjdu3BAIBIaGhhwOR0lJSV9f38/PLysrq6ysDDHN1tbWvr6+yclJsK+2t7cPDg5AND88PNzc3ERykbBqYfQTLiFicBCM0WxpaUHCpaSkJD8/PyMjIykpiTQU8PDwkEE/jB/SI/qT0P8F9fqXEtATARQmk4kIHoPBuHbtmp2dXWxsbFVVVVNTU21tbW1tbUdHx+joKNazt7e3oaEhPz8/IiLC3t4eATo+n+/m5ubq6gpbRSQS1dTUQEn19vZmZWV5e3ubm5sjIwmOI7rVGhoa+vn5xcbGBgYGWltb6+vrm5ubW1tbW1tbgyCDJBexc0gy9HSoh57KAPTpREn2KZr6mWv+meinH6ZozowW5MbGxra2thg2QZieAoHAxcUFzFXY+mAygXLDYDBMTEzEYnFRUVF1dfXdu3eheGDYrK6ugnX47NkzZB9PTk4ePXq0s7ODuAT6hxH1jw0wMjIyOjqKH1BT19raSjrJXIB+JFyI40tMfyy6PDj7a6KfRZGcmUwmWguzWCwQtOzt7WNiYsrLy+vr65EubGtrw9yh3NxcsVhM8uLa2tocDsfIyCgkJATTuAQCgZmZWVBQUEdHx+7u7srKSnNzc1JSkpeXF4J7cKWIcWtra5uUlFRQUBAeHm5kZMRmswk9EUUXenp6oOKSECccAFj8dMV/GvpncnXpG+DMNfl89LNYLGVlZfRbRkQZng3JXMDQRyLJyMgIjZrhUJLMBea/pqam3r59WyqVDg8PLy8vo9RoY2MDnMEnT568ePGCoB8nwO7u7tbWFpLtCwsLSL6MUoLm8eidjWAcuojJoD80NNTf318kEoFkS+x+ROhI2Ics6Eflr4l+cugzGAwOh4PqCxMTEzs7O19f37i4uJycnIqKCqlU2tLSUllZeevWrYCAAKRBBAKBj48PSm+9vLxu3rxZXl5eXV2dkZERHBzs7e2dk5MzOzt7dHQ0OztbUVEBMhUWEG/f0NDQ2NjY1NTUzc0tOTm5oKAgPj7ezc0NLE5S7gcTWltbm8fjwSEkPJTTjUzo0FdRUSG7CB87r0rpzGWRC/0sqnKXWD4simKJW9TU1DQ1NQXNEyEtxDdxkGFiBTwhHF6qqqo8Hs/Ozi4oKCg7O7u+vr6vr29xcfHhw4eko5hMbxnU2hGeCXwyWD7E7h8aGhoeHibqf3h4GE0km5qa6OjHME3Q4DD5C7YsPeRPRmPI1NNcIJ8Ex692KSZFE+RwODweTyAQICYRFhYWGxubmJiYkpIikUikUmlzc3NGRoaPj4+tra2tra2Pj096enpdXV1bW1t9fX1xcXFRUVFFRUVZWVl2dnZqamp2djYU//Hx8cTEhEQi8fHxsba2NjExIY3pEd8TCAR+fn5o352enh4dHe3t7e3g4GBiYgItQxgAhMoFohu9/oleAEgv7SB8YVIEQmIzFyidz0Q/k8YZhOUDt8bQ0BDpUtwHrDcul8tgMNhsNjYxtiaHw1FXVzczM/P09IyOjs7MzGxsbJyamtrY2Dg4ODg+Pn716tUPP/zw/v37d+/eEXYhcu/Ium9tbYFtsrCwgFapiLj19/eD+IA9gIK6zs7O5ubmM9Hv6+vr7u4OU00m4gnFT88p/k3RDyhcuXJFSUlJU1PTwsLCzs7OwcEBAfuYmJi0tLSSkpKGhoY7d+4UFRWlp6cD2ZWVle3t7SMjI1Au/f39d+/eRVBOIpGUl5dLpdKpqan9/f29vb3h4eHCwkIfHx8zMzNQFRDoBOfcw8MjNjY2MzOztLS0oqIiOztbLBb7+fmhiSefz4e1Cdo50gLkcCDQPw/9YAnQPynDkvx89JO/JJ8jvyEJLwAaN4G+VCyqVJzJZCLpwPkwYYyJdJ6enjExMbm5ue3t7cvLy7u7u4eHh5gP9f333//jH//4xz/+8cMPP8DmIb3kQSFcXV29f//+3NzcxMQEHNz+/n44uwMDA8PDwzB++vr64PWCawWlhaF3sPuFQiEUP14DOsnQCT9kt38pyMqD4C+LfjbVvRkrD1deW1vbwsLCw8MjNTW1pqbm7t27YC50dXX19vaOjo6CRYLyXCxmZ2cnWhES/3h5eXlnZ2dtba27uzszM1MoFGIqEdxW8FYcHR39/f2TkpJyc3MrKipqamrKysoyMzNjY2NDQkIwyAeGFhwGExMTU1NTxJ3p060JSYlNq6cFSwDpMzMzMz09PYwrZ9Gin+T1nbl0nA9FNtsl/5ugX+X070lkChQJPp/v5eWVmJhYVVU1Ojq6tbVF6ujQXAAb4Keffnrz5s3Lly9fv36NcZmHh4cYFwWCw/j4eF9fX09PT39/P3hXfX19Q0NDGBrV3t5eW1tbUVFRWlpaVFSEZFxCQgKJeHp7e9+4ccPJycnGxob4u4jWkQKD82zHC7BI/738boA8aJZBNjmTz/t2BkWYJaBRUVFhsVhobcvn82NiYurq6vr6+iYmJuBBjY+Pz8/Po1p3fn5+fHwcHlRHR0dbW1tLS0tnZ+fIyAg+s729vby8LJVKb968aWNjA92hp6cHppZAIPD09AwKCrp582ZycnJWVlZBQUFpaWlhYWF6ejqozn5+figJBN8THd2Iu4wYKL3IiUm1qMAeMzIyQu75xo0b5ubmampqWFgGg4GcF5Mq7jlz6ZQ/lM9BP4dquw4iJ/LqZJvCOCMcTw0NDUNDQ2dn56ioKIlE0tbWtri4+OjRIzDL3759++bNm7dv3xLjB7iHFYSyCcJ9gGbCfARQPru7uzs6Onp6etA8tL6+vry8vLy8/Pbt28imgfefkJAQERHh7+/v7++PPpL29vYIOcsQqkiG5Y9G/6dC/1PRz6KOayDp6tWrLBbLxMQkLCysoqKir69vbm6O9CREnvH+/fvj4+P9/f09PT2dnZ3IhcHIREoY2ZjFxcXm5ubo6GgbGxvEbUxMTCwtLRHj9vDw8Pf3Dw8Pj4uLS0lJuUVJampqQkICgm9BQUH+/v4+Pj6ks4OhoaEOJWhtT4I5TGoeHOBkYmLi7u7u6elJ8kiIUCPnxaI62MnsgS+GfiZVgILcHnh8JE6Cync634PH41lbWwcEBGRlZTU2NkLxn5ycAOLff//9Dz/88OOPP/7444/v3r1DlBOt5be3txcXF8cpGRsbA+UTvWKglqRSqVQqReYSGcqampqampq6urqampqSkhJ0lQPZE4w6WP92dnampqYwWOl9g+H7ss+aqfE70X/Bn39B9BMDgEk1XIIVwWAwlJWVjYyMwNFqbW2dmppCke7KygpyKdPT0+BswqqcmpoCgRnQ39jYAA90YWFBKpUmJCQ4OTmhbs7Y2BipfRRmBAQEoAIpLS0NEziTk5PBdAAvOCYmRiwWo6MtWNAE/TgBCKbp6IfDaW5u7uHh4e7ubmhoSJJraAqopKQEWwOG3x+CfqTWOBwOAqBktBZZbnj0YEdramqiIiwqKgoq5/79+wcHB6R+9PXr12Ru1NHR0cbGBrhW7e3tzc3NNTU1VVVV9fX1iNB1d3eD3QBGA+LW9fX1zc3N2Ax37twBxyE3NxcDc7y8vEQikY+PT0hISGhoqKenJ/qHgX9K2j2QqkscZf8D0I/wnzLVHobNZnO5XH19fTc3t/j4+KqqqoGBgfn5eUKeXVhYQBvaoaEh4B6/B7FqZWVlf3//8ePH+/v7S0tL7e3tGRkZQqEQSSucAPr6+lZWViKRKCIiIjk5OTMzMycnJy8vr6CgICcnJyUlBRGntLS01NRUlAEEBga6u7vb2NjA8iFF3gT9LCp9AYMCfjycNx0dHbjCCKTiqfGwIL39gegnliW92w8sIpgQeBPwt0CMu3PnzuTkJIaloXUwBMVE29vbKysr4+Pjra2t5eXlGRkZKEwJCwuLiYlJSUnJzMwsKSlpbGwE0JHSgoVTU1MDcz87OxtjQm7cuIEsGyJrRkZGVlZWYF+jHJmofHpHIFJx/wXRf8EfnofmL4h+DkXQwjbQ09NzcHCIiIgoKSnp6emZmpoiTTnRjxbz5xYXF5eXl8GunZ6eBhcIrtrh4eGDBw96enry8/O9vb0J+lHAZG5uLhKJxGJxeno6cF9cXIwIBLjAt27dysjIAO385s2bAQEB7u7utra2iB2R4icSyMdTIz+go6PD4/H4fD5yNQYGBnhZSFCS3Y6dwKBGCn1h9ONy9BMWS0yfRKmsrExOIg0NDWtrawxGXlhY2N7eJl2T6E3zNjY2FhYWRkZGOjo6qqurs7KyoqKiMOpDIBC4uroi/1JQUNDQ0IAyLqD/9u3bZWVlBQUFycnJAQEBtra2PB6PrCBxmKDd6YOvkbZD9oRecf8Hof88KP8R6CepHzbN91VTU+PxeLa2tiEhISUlJb29vdPT0ygVmpubwx4ApxDOAKhvYPyPjY0tLS3t7e3t7+8/ePCgt7e3oKDA29sbQTPQldFzAFPHExISMjMz8/PzCwoKCgsLc3NzQWUHpz01NTU+Pj4yMtLf35/U3JmammKeFz30DH2KrhwGBgamlFhaWvL5fB0dHZjcBJP0BflD0I/VVKaajzOZTNj6yF3D4kecgU1VNlhaWsbGxra1ta2urqKBMOmUhCnhiO2srKyMjY2hDVhJSUlCQgK64SKFbGNj4+Pjk5mZ2dzcjD6pGAxYW1tbXFycmpoaFBTk4OCgp6cHS5dUGIOgi7AafjAwMECLB3oUmbTc+rKWz8W451CMxS+Ffpl8J5tqhAqv0cDAwN7ePiQkpLi4uLu7e3x8HP3HUUrxgJKVlRU0qV1aWkKf2pmZGRzau7u7CwsLLS0t6E1vZGSko6ODDWBqaorqLRcXl6CgoKSkJFg+mZmZ6enpmZmZ+AHzC6Ojo8PCwpB9ByfSysqKx+PJxB5wZGloaOjq6hobGyNIraOjgxATj8djs9mK1KR0JhWtPr1KXwz90CKwbaBd0MSBpKyxAehN18zNzaOjo9vb29fX1xHoRKwTs9BOTk5evnx5cHAwNzfX1dVVW1srkUji4+P9/PycnJygFfC0Xl5eOTk5vb29MEknJiZ6e3ubmpokEklkZKSLi4uJiQm+HQelnp6ekZGRhYUFCKeg9yDWiZ5z0DFYYtwqSWL8rdHPpjieHCrxAuPB2NjY2dk5IiJCIpG0tLQMDQ2hcBQk54cPH25vb6ODw8LCwtjYGHIpExMTqAPe2NiYn5/v6OjIy8uLiIhwdnY2MjKCyuDxeKSeydzc/MaNG2KxODMzMy8vLzs7OzMzMzc3F6V2qDiNiYmJioqC4wsv1tHR0djYmLQ8I9kuaDEADNlJZNbMzMy0tbVZLBbpK44FJwv1h6Afh5EyrewLuV7oflKfD2MDYDIyMoqIiGhpaVlfX39ECXgNSOiura0NDw/X19fn5eXFxMR4eXmBGIhaYQsLCwsLC3RPkUgkExMTBwcHBwcHKysrIyMjjY2NaWlpnp6efD4fZDVSJEqyiWZmZra2tqDcmZubQ/cT4xJPBAVJOJ5fCv0XQJ+8gy+LfpSzIBVKNgBidObm5kKhMDo6WiKR3L17d2RkZGZmZn5+fmlpCS16dnZ20Lpndna2p6cHjTOam5tJB43bt2+npKT4+/sLBAIU7wKspJkkVhv2T3Jycn5+fklJCUL+ubm5GRkZcH8TEhJIIA55GFdXVz6fj6YbpCAYMStcX1dX18DAAFEmeBrgI7KpEbosFgtb/fTKfzH0sz48XonRD+tZ60O5fv26srIyj8cLDg5uampaWVmB7YgAwvPnz588ebK0tNTa2iqRSEBJCAgIsLOz09HRuX79uomJiUAgEAgEVlZWiCfk5eVNTEwcHR09fvz4wYMHg4ODFRUV4eHhKJgAVwSKnywi6Z+OUCwyuyRHwaESczKNAz4qf030E3eLToPBO9LS0rK0tEQ7gpKSkq6uLmh09KPd3Nzc2tra2NhYXl6enZ1FdW95eXlBQUFKSkpQUJCnp6ePj4+Pj4+rq6uFhQVilCjG1dbWBlg1NDSMjIxsbW3d3Nx8fX3FYnFWVhao7KWlpbCCEANNTU1F8Cc+Ph6pGKFQiFmOhHKL+ycbALvLwMAAA085HA76zEJtYSnwMxbhk9F/3rqf+XZZpzK71yjBvZIxsbq6ur6+vjU1NbOzs+vr6/v7+0jxHh0dra2tdXV1lZSUFBUVIXaZn58vFAqR83NycoqMjCSzjn19fXNzcwcHB3GFra2te/fuZWVlgWerra0NUx6NO1Ekiu3Hpo4p3JsKbVwkm2YZ0+NXpx+cdYpJ8tG1unjPfOqfcM4R+qXg9bKpvr+wofF7NTU1S0tLTFooKyvr7u5eWFhAd3IUkcLoX1xcHBsb6+7urq2tLSoqkkgksbGxTk5ORkZG1tbWHh4eIpEI5Dac8zjqgVR1dXVTU1NXV1cfH5+AgICQkJC4uLi8vLzy8vKSkpLCwsL8/Pzs7GxY/ykpKUlJSfHx8WBheXt7Y5gpej1AkUElwXsklQBoRKCsrEz0L4tm8rHZ7M+M+Zy3rBe8Qvp1yc/w05WVlUG30tPT8/X1vXPnzuLi4ubmJhK9x8fHe3t7S0tL3d3dd+/eHRoa2tra2t3dHRwcTE1NRYfrkJAQpAkx7i8+Pv727dsjIyM7OzvHx8dbW1sdHR2JiYnu7u5GRkZqamrkIEL7cjghsO/pyekz0S/Dmvps9H8Ssk9f9rTF9VH004VFhX2YFEGA1PhyuVw+n+/n55eWllZbWzs4OLi0tITOzMimo5BoYWEBXdnq6uru3LmDUumsrCyxWJySkoImbdHR0cRcQeELjll1dXVjY2OBQODl5eXr64saQDDe0HWvqKiI0M7j4+NjY2PpmS+0RCA5eBK4g9NCOl7iJULTsdlsBm20CiE7XIDST0a/zFv86HUJ1KBoeTweCiNg8EDQG353dxdxZXRW2t/fn5mZaW5uRkcqCJwklAIPDAwsLy/DfFpaWpJKpXFxcS4uLiT6ixJpOGFo4kkfiUOn9OD+lalZD2ei//Szf030y1xKHvSzKXI/i+qCCquAwWCoqKigH0dubi4U/4MHD9bX15eXl9HcHMSHqakphN2am5t7e3sR+pyZmRkZGZmYmJifn+/v76+qqiooKMjNzU1OTvb19UW6CrYuLB9XV1eRSOTp6RkQEBAZGZmUlJSVlZWXl5efn5+Tk4NeKYB+dHQ0cvA+Pj6I/ZuYmCAqDfSTokLCSSFJSeKhyQxh+DLo55xjYl58XQ6V80L+Dz+Eh4cPDAyA20MmhZCe8Qj7YJwgugEPDAy0tLTcvn0bVIWcnJy6urrR0VEYThiqMz8/39DQIBaL7ezsoOMR4jQwMEBwE42dIYRYS8q4VD4cMkAKu+iH2AVQlgf6n4H+C75CHvQrU5PN2Wy2Km3iFZvNVlFR0dfX9/b2Li4uHhkZAceBNI/BBpienu7v78fAOalU2t/fPzMzg1TA/fv3YSANDg6ibwAm0kVGRgoEAihsWEeurq6enp5+fn5BQUFhYWFRUVFxcXGpqamZmZmI/8Dcj46OFovFoN/iJEHDSXRGIbXtMFbhT8NnkynsYn44xkqmuvcT0E9H8AV74KPoR4QBdQ8qKiq6urpisXh0dPTFixdgbhICM5kVfnJy8vjxYxBowTnp6+urr68HRxwBio2NDSQKjo6Odnd35+bm6urqQkJCTE1NsSLa2tqIi/H5fCR3nZycUFyPAnx0zyMJL9JjnYwRUKaCJDKLICfWP0/O3BKnV1gegY3HomJxCJxzKdHW1vbw8CgtLR0aGpqbmyMcT1Ab4OyCLtXQ0NDT04O6UyTFlpeX19fXFxcXUfYO5jOqw9Ap1c7OTiAQgOUWEhISHh4eFRUFfN+8eTM+Pj4lJQXZruTkZHRYwgxTtDNDpz0zMzPEc+jTHhDxRBMUUoLHPTXDXaa092KU/rHoR5pJR0eHzWYbGBgkJiaOj48/ffoUbbLfvn379u1b9IkngX9Sy7K0tAT1jx56w8PDYFmh3zyZKjU3N1dZWenr68vj8XA+op2GpaWljY0NXga64fr5+aF/vIODA6lmhIKhj9X4n4F+mDrKysrEwMMv4Yy5urrm5+e3t7cPDAygKQb44dgJmLV89+7drq6u8fFxZH+RDcDkopmZmaampqKiosrKypaWFgxmzsrKunnzZmBgYEBAQDAloaGhERERUO1hYWE3b95MTExMTU29desW+qvClyN8Txj9iOfgveClkHAn0I9cKv0F0RfwPLv009Av/+s/D/2IfmLRbWxscnNzp6enj46OwO788ccfv6fk9evXCPyja/b+/v7a2hoqGNHabWdnh4yPxVTNZ8+eHR4eTk1NFRUVCYVCXV1dnI+6urqmpqaopkfTc7T5DwkJwaBMNzc3mUYmZDwgvX2S8imRXx38TvSfubbyC2x9DmV8wjZAJAD/ZGtrm5iYWFNT2bI2LwAAIABJREFU097eThoDozgOM1c6OjoICQJzSMFxODo62tzcHB8fR8ektrY2ZNzb2tqqqqqys7MJoAMDA2H2RERE3Lx5MyoqCtsgISEhLS0tIyMjNTU1NjY2IiICPU58fHzQ5xm9kAn6Scd5krtEWI9Dm1ko8zrIHvgc9BPW2nlv/fS7P++6pH7ZwMDAz8+voqJidnYWmd137979+OOPb9++fffu3fv37/EzSrrgEmxvb8PEBLNKhhAKw2lvb29oaCgzM9PZ2RnEHpyPaBdsb2/v4uIiEonQAz00NBS0ckROZYYkk2Y+iCGwqXAhkTMX5IujX+aX9AW/4F2ciX58nvQzxMGInIaxsXFAQIBEImlubkZDK5wAaInX1dXV09MzOjqKvpFQQA8ePMD4ltnZWdBvu7u7UVqEnEBWVlZiYmJkZGRISAh0eWBgYHh4eGxsLCj+SUlJ0dHRCQkJ6enp2dnZqLhAfzFfX19M9UK4Ey4vGbhGGh4jg4nqWSaN0SDzati0SvTPRL/M+75Y852+Lqk2YLPZhoaGIpEoKSmpuroas8JfvnxJVP7r16+///779+/f//DDD69fv6aX8+7u7u7s7CA2Supd3r179+bNG/Sb39nZ6e3tTUlJAbcH2gLZEHNzc8x38fT09PX1RYe50NBQFLaLRCIYqWjkRiifQD+ASPJf3A/l9Fp/VOSB7MV/crEmkhFi5OAP8TjYCXgiDQ0NOzu7hIQE1CuiNhrlLJ2dnUD/wMDA+Pg4+pLfvXu3ra2tra0NDJTs7Oz8/PyKioqqqqrc3NywsDB3d3e09kCjHnSycXR0dHd3B7FcLBZHR0djJ+DPc3JykpOTkeVFC2RXV1dCQkEagQToQMECDREkFEKvZNO6bnJpTZf/ZPQzmcwrV66oqqq6urqmpqaiO8Dg4ODBwQHKuAiU37x58/3337979w4xn5OTE4AbIVHkgzFWBJ8k6N/d3R0YGEhJSbGxscEakVQIGni4u7ujnQG6LGIDBAUFwQEgpaVkegLQz6SqFACXvyn6idZn0IbAIqrLZrO1tbX9/PyKioqkUilqWVAb1NHR0dnZSdqBlZWVFRYWIjafkJCAqHxkZGRiYmJmZmZWVhYmk9vY2MDURAoMaRZDQ0NQVBwcHIRCYXBwcFxcXHp6en5+PkL+qampyOujux46oxEeCsI7UPakSFBdXV1ZWZlUMBL1Tx6Z++H8z89Hv8zL/gz0Kygo8Hi88PDwioqK27dvSyQS9MN4+/bt999/jz3w/fffv3r1itgzmCPy5s2b169fP336FERoWPnPnz9HASTZJLB80tPT7e3tAVxCZDAyMrKxscGkIyTncQLAykRpr0AgkEE/KSdl0wakyiyICm3Qy18f/fR0HkE/eBCurq5ZWVl37tzp6upCgSi0fldXV3Nzc2lpKUyU0tJSJKcwJKq4uLi6urqxsbGlpQXN4ktLS9G2BMZMYGCgq6srdgJa9Ts7O3t7e4eHhyckJGRnZxcVFYGOnpaWRtDv7u7u7OyMIXakAAMVM/TQHNwYoF9BQYG+sb+M7pcT7vS/pyODCJvNZrFYFhYWycnJ9fX1t2/fzsrKamlp2dnZQcznxYsXCPsg5oOgJ31uJuwf0KGPj49fvnyJswKOwdOnT3d3d3t7e7Ozs4VCIfLeoO8j3o8aCBLwQUWvj48PStrpzXxI32DC+OdSiTBi/OCRr1FTKIlzfCZGP0PkgbX8X0GHAudDrcTlcpWUlFRVVd3c3DIzM2tra2HY9PT0YGzC4OAg6YfX1tY2OjqKxmFTU1OY9IhpRaSz2MTEBGnnX1lZmZGRERkZiYJdT09PhD4jIiKio6PBeKuoqKiuri4qKkpJSQG9x9vbG8NM0REQne7B6CSjAHAOIzPD4XAwmQbBTexqJpOJUkZlqrkV+8PQBfcc+V3ol9GLEJJctLCwSEtLA0OwsrJyeHj48ePHgD7GxMKkwXBw2DPIgiH4c3BwsL+/jxrfJ0+ePH/+/Pnz5/j98fHx4eHhxMREWVmZr6+vlpYWi8VClheVxGi2hZoYpNzJiA0rKytkvs6EPgH3tWvXCCUOv1GmCBFke5wJzQuMpa+D/ouFxWKpqqpaW1vfvHmztLS0vr6+sbERnXzIYITh4eHh4eGpqanV1VWw33Z2dg4ODpCaPDo62tvb29jYWFpamp2dHRkZ6enpaWpqKisrS01NDQsLw1j2gICA8PDw6OjomJgYZLvy8/Nv375dWVkpkUgSEhKQ30VTf6Df2toaJB9MPEFmBgF+kpTkcrmk2JfYqCA7AIQE/ech/ouh//TLxgbA6WNlZZWZmdna2trV1dXZ2TkzM3N4eIgADgp50bQQsMZvgHtS8AX0HxwcYAPgfMD/7u/vLywsVFdX+/r66ujocCiGD+psTExMbGxsnJ2db9y4IRKJiF9lZWVlbm6OjupgAdE7BpOnQPM5pMxMTEw0NDRYLBbpFELW9wJo/mXRj0upqak5OTmlpqZWVlbW1tY2NjaiywPSvUTZLy0tkSmlmKsAxY96XzS96u7uhrGUmpqKyukbN24g54Uwf2xsLGKdeXl5paWlxcXFmZmZ6G+FV+Pu7o5cJAieCEXg1YA4jRdEnBkONZ6MLAtMIHzs96L/PNyzqSrjM98H/aL4sJ2dXU5OTk9PD3oMjoyMrKysPHr06M2bNz/88APs+9PopyuY3d1dqByUg8EHODg4ePjw4fLy8sjISFFRkUgkMjAwIEFudXV1PT09dBVGSSRwT5q3oQgDYTWE+QkdQJlKVmhpafH5fGdnZzc3NxsbG21tbSaTidndMDdPo/+8BZEfkV8H/VwqJqGrqxsSElJYWFhdXV1fX9/T04M5UWiaND8/j7kh9ykhOwFt5UdGRnp7ezs7O9H5UCKRxMXFIaiAKHN4eLhYLI6NjY2Pj8f4o/z8fEzUTE5Oxj5xowRRODTTRmcrGJkI9cDygXfHobrp0Mla2M+ghcLu+Bz0yyy3DO7pGZmL3zqwYmBgkJycPDw8jLEIk5OTS0tLh4eH8F8xJRPTYYnd/+jRI9B4EGDGmbu3t0dmhaPL+dra2sTERHNzc0JCAooBcOQpKytraGigwBQJLwyqQOc2ExMTMiSQPrQU6Ceipqamr69vY2ODcwMkIiCGdIy5IB37ecj+giIP+i9duqSiouLm5paRkVFTU9PU1NTT0wMSG2rbYeWjwBeySAn6SQ4PDwP9ra2taIqYmpoK1hqUfXx8fHx8fEJCAlqbINaZl5eXnp4eExODvnqAPjpbOTg4oLMDTmYkd2H347Xy+XzSD5x4ZXhkLpeLjBh8gNN2/3lyNvrPBP1p9JOP0V8zl8tlMBjffPMNh8MJCgoaGhp68uTJ7u4uSuMwIRkxzcePH8OLpev77e1tBPsxvwjs8/HxcalUKpFICgsLW1paurq6Kisr4+LiBAIBKW3mcDgY/4SWeg4ODmjZSXo1GxoaovROZiqgGjU7nugbEBVdXFycnZ35fL6mpiaLKuPk0gY6nRlVkIHgHwr0M+Wjr5zNZqMnjbm5eVRU1O3bt9va2u7duzc4OIhCR7R1OI1+Mj0Nugxd47u7u6VSaXV1NcaF5Obm5ubmYlgyariSk5MRNUJtV0JCQnh4uK+vr1AodHd3FwqFQqEQUTjkH9EMFDQtU1NTRDwdHBzi4uKysrJ8fX3V1dUvXbrEZDLJ6YrqR9JJ9nQi7AujX0ZkVp/FYl29elVRUdHBwaG5uRmBS/TDgE2P7oXo4QO6MuZmgkyys7OD6tL19XXMQx4aGioqKvL29hYKhYmJiTk5OREREZaWljj+cEtoH4TJmDY2NhgpYGtrixm90PqIoyGZQhr4kJJ2MkUHk/bgJGCuIJtqrQGv92+Nfg412+L69evu7u45OTlSqRTTn1DpC7MHXfTo0If1v7a2hhmPOChGRkZI4/jq6mpMzUEHVej+5OTk9PR0BEaREkagUyQSiUQiDw8PDw8P5HpRw42Vt7Kysra2RmTCyckpOzsbU+azs7ONjY2/++47BQUF4J7L5SIch9cEJSUP9GXRf9rKJ/JJLFxl6oTl8Xipqanz8/OIWiJUDyMePQzRsw32PSychw8f7u7uomf/5ubmzs7O/v7+8vJyS0tLYmLizZs38/LyJBJJYGCgjo4Ok8mkN04ExxNjQpCFsbCwMDU1RTEowT1pYnWdEnpjH9TCo1cHjE4Oh0MypnRa+cX0BMhpTXGx7rhA5LyUPG+dy+WCCo+S69LSUqlUitQvDFQUXcDKh9G/srKytra2tbWFyncyT2R2dhb1752dnU1NTTgEMC8Zxg+aWIHXGRERQZxdOMeYf05C/vQp1kZGRmgQlJeXNzU19fjx4+3t7draWqFQqKKioqioyOFw8DpIbBpAlXMR5EU/8xw5bxtwOBwul4vyahcXl9ra2q2tLRg8YDSQNBb0Pfo5o9hlb28PvH9Y/2h58uTJk62trenpaXTXuHfvXmpqqpWVFSI8YDog4omuL3w+n8R24OBCCHGKcMRVPmyNjaQBrCM1NTU2m01648g86QXP/hdHPy6FqPm1a9dgVNy+fbu1tbW3t3dsbAy6H1Sr1dVVjEzGQMHt7e29vb29vT3M1CGTBScmJgYGBlARhr7n4PGjigVU/pCQEPCsnJycnJ2dXV1dhUIhOtqiqQksVSsrKwwEsLW1DQwMLC4unpqaevbs2Zs3b3Z3d7u7u9PS0qysrNhUGTt5ZLJE3A+LNC6Qs9EvY+qch36ZDcCiPEJlKvzE4XBUVFQCAgJ6e3uRK3n58iXalIPYDFYzslrgOQPu6PEGXueLFy9evnwJqs/Lly9RzpuammpnZ4cCGvAUYLKjqovgnpg3sG1gt5Cloe9VnJ5kgpqmpiaHSqxATWIg3OXLl0nF9Jkb4C+OfhxcKIMCXUxLS8vDwyM/P7+1tfXevXswMGZnZ1dWVmB80ivfoaoQjsNUETJPbWxsrKenBwxQ0kI4LS0Ng3MwMhAEE0tLS6SBcQIg3GltbW1vby8QCBCr8PT0jI2Nra+vX1lZwdsH/RE9EPz8/FRUVEj8jW7oyw/9Pwr9XKqbJ4fDuXz5sr6+flRUVHZ2tlQq3d/f/+WXX3766aeXL18C/TD6kfNCohd5AIAeP2A/vHr16vj4eGFhob6+Pi4uDnx9GxsbDNGA7sd+gPJGDZcqTUiM7DRiZA4BUg6LiQRA/6VLly5fvkwqRy+wAP8s+Sj6CTJw7gFAZmZmYrGYuL/gPM/NzSHAT2reUXiNyMTGxgZ8ADr6+/r62trampqawBTKz89HVgt0BoFAYGdnh1Qjn8+3tbUVCASYIoUUpLW1tVAojIyMRCRqeHh4d3cXbEhUvSIkODk5mZmZaWlpiftnUhPq4QTT23P8CehnUw4im81G/lmFaqMXHR29sLCAQRVv375FyhZsNlLkhSwYcA8WEIwlRP0PDg4WFxelUin61CYnJ0dERDg6OgLuEBmnlj4MR54YsDJFF5F5cHrtnJw9/uXcFfJcR05hf+wkYbFYKioq4JDRS36tra3FYnFJSUlraysIP6h+hHaH3f/w4UMYqCjyImOu0e8N5QGYGFtWVpaTkxMfHx8cHOzh4YGiIoRxSHsyCwsLW1tb0HsQ5HFxcYmJiamvr5+cnNzd3cVIh1evXiEI/uLFC/T8W1paamlpiYyM1NXVhe9LVBuHSnqSHicEkBC57H6ZNf0M9HOpwjNgDsaDq6trV1fXq1evoP5fvXqFMD8Epg5+JgO8wPABH+7FixeHh4dzc3PNzc3FxcXFxcVIMQqFQoSKwU2AU0uvgCYngMqHch76WdR5KvOwtNGAf1f0s9ls2KVogQH0KykpaWlpOTs7i8XigoKCO3fuIAMwPT29RAkMVxg8q6urqPlCABR8h66urqampsrKSjBDMTMBPq69vb2ZmRmmellYWKD4ztHREdkYTP708vJKTk5uaWl58ODBycnJ27dvMc/h2bNniBC+fv0aVMi9vb179+5FRETo6OjAtySvjEPF5ZQ/bE3wVdHPprUJIXi6evWqiYlJSUnJ/v7+r7/++ssvv7x+/RrdPJ9QQgbXwfh5QxPwI/b29iYnJ6VSKZr0Y6Kgh4cHegoQIrgGTejRTJkNQEe8DPrPfPDPQP/Xl4t3Gocax0Yo8gwG4+rVq2w2W09PD45mamqqRCKpra3t7u4eGxtDv7fFxcX79+/DzpmZmRkfH8f0F1Th9fb2NjY2lpSUkBktAQEB4Fa5uLigSzNicba2to6Ojq6urjco8fHxiYyMzMvL6+/vPzw8fP/+/a+//vrTTz8B7m/fvv3111//+c9/vnjxAiM9j46OpFKpUChEZhfMGhiopLSN9Rkczy+LftJOAx+7cuWKtrZ2YmLi8vLyL7/88o9//OPk5IRO5ASTGQccMsFgfSIVAGbVzMwMen2Wl5eXlpZi0KxAIODxePCzSfiSRDBBfYM5BMIgKfUge0CZxojk0AYxnX78/wHoZ7FYaH2D0DjQj/yXuro6xnuFhIQkJCSgxVhXV9fg4ODIyAjGg2OEAhlygeKYpqYm8KJlWPuOjo7IuiD/6ObmRkAPEqhYLMYYz/Hx8ePj419//fU///M/f/vtt3/+85+YafLbb7/993//96+//goizJMnTxYXFzMzM01NTfH6wHzGTkY0j0m19PrT0M+h2n3iYMUe0NbWDgkJGR0dRUEjwA36Gmz958+fY1Ld5uYmGZ2AQ3Z0dLStra2iogJDMMkUOvQwROEPvSEzil2AezQuJ/3x8EmyB7inWrh9dAX+vugnT0deH14Qi2p9rKOjA3qsp6dneHh4amoqqKDNzc1NTU3o5tnc3NzS0tLR0dHe3g4Cb1FRUVZWFqwdFFGg6xsEkU3wfwIDA8EFioiIyMzMrKurGxoaWltbe/r06c8///zrr7++f//+p59++uWXX3755Zf/+I//+K//+q/ffvvtxx9/xJST9fX1qqoqV1dXmDfI0JNUPbTbZ85u+YLoJ2qGSXWUV1ZW1tbWdnNza2pqOjk5+f7779HRjVg7yAPs7e1haAImFLW0tDQ1NdXV1RUXFyckJHh7e6PBLewc8sxgJiNugyYl9Ha2PB6PtD6lUxvoip99Tkko+5y8xx+I398nH4U+h0pHcmhdv0moRE9Pz8nJydvbGxiNjIxMT09HVUpxcXFBQQFmUpSVlWE6IEYDoi0hGtOikh29TFDWKBaLCeMtNjY2Njb21q1blZWVAwMDa2trx8fH7969+/nnn3/++WeUvL5///6333775Zdffv755/fv34MY9v79+5OTk+7ubn9/fzU1NQaDwaWa6auqqsLEJbGWP1n3E1GmJplyOBw0pk1PT19dXcVcOhLvhyCahpY+mFGHXgMYxFtVVZWcnOzp6WlhYUG65yGIyaGVNZ2HftIdkszxpCt+8qSnn+LMdfjj4Ps75aPoZ7PZXKpOjUXxl8hSmJmZhYWF/b/2rvMrymt7/w+/tW5iQ2TmfafSYehIlWaLisEWxdhAFDUqGisiKioWsAA2TCygoiJFpBfBDgQVBKUXKQbU3Hvz4X76fXjWu9fhHRhHgi1mf3ApDlPOPPucvfd59rOhNr506dKgoCCoiaEfd+PGjRs3boQuFcg8oaGhYPCvWbMGg4kgT0t/btiwISwsDM1iERERUVFRR48evXjxYn5+/m+//fb8+XPs9B0dHfX19TU1Nc+fP+/o6Ojs7IQnPH/+vL6+vrW19cWLF9evXw8ODrayskKighAfl75Qd5NKpXSV8SnRTxsMlP7HjBkjlUrlcrmxsbG/v398fHx5eXltbe29e/fKyspAbQDhB/T9Bw8e4OYLJV4Q/YuLi69cuXLo0CGKL7/77juw0BSMKhv1QQ+IfmwSJF+lFKQL8XHYdmndDqAnFnUs3Sd0JF7o3uSZXgUcAl5eXtu2bYOYEsQawsLCwNDcsWMHiIaotkVGRm7duhUbf1hYGJp94RU///wzOQmYKbt37z58+HBiYuL169dLSkqePn3a3NyM4B4bf2dnZ2NjY11dHf7e3t6OYndra2t3d3dLS0t2dvaqVavMzc2RpSB8lUgkBgYGUqkUR9m4cePwv9wnzHoJ+jCJRELo53leo9GsWLEiPT29pqYG9Sw0tcBQ+UHtHyVRzIhFK11ycjLKnRs2bAgNDf3xxx+nTZs2fvx4agBlU14E/RT3g/JASkmiwchSqVTCDLuVy/t17g4ZZ58n+jmhH5xqoDKZDGUTPz+/AwcO4PiNiYnZtm0bRrDs3r374MGDNCPw1KlTCQkJKO3v3LkTBeiIiIjw8PAtW7bgVyIjI/ft2xcTExMfH//rr7+mpqYWFRVVVlbW19cju8W1T3V1dUNDQ0dHR0tLS2NjY0tLS2trK2Ke1tZWxP3FxcVbt251cHD45ptvRo4cKZPJcB1Ju5VckHAcuo7nsKMfO4qBgYGBgQE2frlcbmRk5O3tHRcXV15ejlstKvKQJ5DQJwZFXbt27fTp0/v379+0aVNISAjpUrm5udnZ2SHgA+5ZvhrRe+AARGzWRj8nJH+DoX/IPvDZol8uECTpL9BK8PX1BS/r4cOH6enpp0+fxvjX48ePnzlzBlQIlHpAa4uNjY2JicFj9u3bhznhu3fvPnDgwIkTJ5KSktLS0vLz8+/evYuZ5A0NDfX19TSmFgIf9fX1TU1NLS0tzc3N+GFLS0t3d3dvb29bW1t5eXl0dLSbmxu2dkTRPM8bGBhIJBIaGs2e5NyHQz/78wFXll6SZ8YIkz+MGjXKwsJi48aNOTk5NTU1iPbYEifoD9TjgnleR48e3bhxI2ZbaDQadqdHqGNpaSm67qWwhzq5TBkjiekB0U93Q3riXvQw+ucwop/Xz/R5KsIBfgVHND6+p6dnVFRUUVFRXV1dVVVVQUEBOMxnz55Fgx41/iIZS0hIiI+Pj4+PT0hIgLbhmTNnwBXFnNOqqiqE7w0NDdjRIerx4sULQnxTU1NjY2NjY2Nzc3NLSwvQ//bt276+vnv37h08eHDy5Mk8zxPuqW7LC1VOtn6tA/0iH3hv9LPPO+ADRI/khL4TeIJUKh09erRarV68ePGlS5eePn3a2NgIYWfq8CLyz6NHj8rKynJyclJSUk6cOLF9+/aFCxf6+PjY2NhgdwcfE026mGgJ4XIQHyB/BwVzUXM0KdeiP4gT0C8afKDjA+qGJjmPPg6gJ/pl+pk+HkJxAnWI40weN26cq6trREREYWEhIvLKykpEnlB8uHr16vXr1/FnSkrKuXPnoLWK3oDr169nZWUVFRXdu3cPQgSsDBmlsAB9m2Ctra2tra1wg5aWlo6OjpcvX3Z3d/f09FRVVR0/fnzatGko5ohcV8cH1+fbkQ2B50OYHuwB7GUQoR8seaB/zJgxarU6MDDw3LlzFRUVz58/R5mfpKxAb8beX1xcnJWVdfny5YSEhJ07d65atWrBggVot8X4EOzuIDhYW1vb29s7OjqC4AkpPPbGlxWHMWZm+4jQr/0ZRXgdrN7/d0I/hMOgQvD48eOSkhJcvGRmZmZmZmZkZFy+fBlKoBCAuHXrFuIlJGx0PY82JkgXI/LRRj9i/ZcvX3Z0dLS1tf3xxx//+c9/qqqq4uLiFixY4ODgoGIm+NLO/QnQL/q2tGHBEuJ54QxSCmM2pILM29y5c0+ePHn37l2ImpCKP2RLUOcpKyvDeIXU1NTExMSYmBhqHVqxYsXs2bNBn3J1dcU0P0w1w/xkCFSRADwmTEEggK33U3wvFXhsLJV/MN8mpWzRgmjj7J3Q1x/9+sBaT9MH/SAa1NTUICB59uzZw4cP79y5g28EKvPXrl3DPJ6ysjIMISeUP3/+HDLduL9/9uwZoR97fFtbW3t7OzgvhP7Ozs6urq4///yzo6Pj/Pnzc+fOxXQ6df8hfCLoiz7dO5fuY6Mfjou1NjQ0VKvVM2bMiImJKSkpQTM7SM6I/tHuiFYvUMyzs7OvXr2KfAvtpMePH9+2bRvqnnPmzAGVysXFBbs+5bjUwIUSEAmjahP9/0G/CP24kKmurq6rq8Nu3dTU9OLFC0iJlZaWAvEIbyDPUV1dzZJzIVQMg3jZgOiHA7S2tjY1NXV2dv7xxx8dHR1paWkhISHW1tY4kLGFsQ7w6dE/GO4J/XT688xNqkQiQUvRnj17CgoKcL+LDkYq8OMSoKysrLi4GBoyt27dwmxNdBulpKTExcVFRESgf3ThwoVTpkxBCQj1TXQn2tnZkUYnxj8R20fWnwvFMdfS+vi2ng7wpaMfOzdK8kBqU1MT4ngksk1NTU1NTfX19STEzfIUgXhSbq2vr8dJ0tra2t7fUPvv6up68+ZNfn5+aGioo6MjxaUKhYJmrukf8HwQ9GubCBbwV0K/VGALkxsoFApXV9dt27bl5uY+ePCgpKQEDewYGQstE2qkAPoxQzwnJycrKystLe3ixYvx8fF79uzZuHHjypUrf/jhB19fX4yhRnMWpoeD+Yycm+d5zEFA8z/8UMpUizkh+tfzA4ocQITjLx39iPuJZE6VeBiqNNBlwmaPjR+/8pQxmlciCvo7BCMHePnyZVdXV01Nzb59+5ydnemtckLhBKGsvH9rng7Qf3D0iwDBGqFfdBpgrdHwnpWVdffuXfRHo5UOQiagkuMQKC4uxg9zc3OB+5MnT8bExERFRSEBmD9//nfffYeRT9AexF0vqWAj30UTMMT+5QL9TsLolPCCOrYI1gN+xnceAnpuHPqjX08bLvTT3g9ufXNzc1tbW0NDA5Q4IERAHXloyWBxzxJ1QVRGjb+pqQkb/0vB4ACdnZ1v3rxpbGy8ePHi7NmzqchjYGBgaGjI8zwErXBlxH6WAVdb95p8bPSzktNYa1NT0+XLl9+4ceP27dvZ2dnQzSsoKCgsLIRoHulYobU0JycH/ewQksfcv2XLls2ePdvPzw+KPRjCThp3SqWShA2hK+/i4gI9DJJXAAAgAElEQVT08zwPli/oUOC9yGSyf9AP9BcUFGC+DnjFT548aWtre/nyZWVl5fXr1xMSEo4cOZKUlIS0jVAOHyBDfxJSZ4Q9A6If1tXV9erVq6KiolWrVtna2qIwLZFIvvnmGwMDAxmjo6odsmqvtu41GR70awcDIvRjlSUSCbHJZcIFu1KpXLRoUUpKCpTe0CiE+AeZLtRNCgoKMjMzU1NTr1y5cvbsWbSzBAUFBQYGQhHJy8sLwT07nhovbW5uPn78eD8/v+nTpwcEBPj7+3t5eUEejOd5Q0NDyLOx6KcDQfsD6kC/jhDoS0c/mqpramrAQktPTw8PD1+8ePHSpUujo6NzcnIwjgRhEm7r6eqGQn9051HQj3wXFR5Yd3d3Z2fn06dPjx075uXlJZPJUJfjOA4kNqWgm61tAy71h0W/Dlhoo9/IyIhFv1KQyZ83b96FCxcgiQEVDcjFINQB+nNzc69du3bu3LlTp05hQNrSpUu///57CAG4u7uD6aAWJlGjlGlqago1woCAAIxPg5zGhAkTgH6O46DRoAP9uj/g3xv9hYWFdXV1COiJhnn//v3Y2Nh58+Z5enpOmTJl8+bNqamp1dXV4Oc8f/4cYwhBVq+urqYqJ2Y16EA/GA1paWnBwcEWFhZGRkZIzBQKBZgpCPeNBN4AVVMGQ+kHRL8+X6qEuQ8ifHBC4yl+MmXKlNjY2OzsbMAdo4owtghj0jDD9NatW1euXElMTIyOjl6/fv2CBQsmT54MdWXIVNE8aisrKzs7O3d398mTJwcEBMyfP3/p0qWgmy9cuNDf39/V1RWhES9EPmDDyoReHH6QPFWiZbpRO9hKvhOvOpZdh88M+NUO9rS8QG3ghFIESCjYpNzd3Xft2lVSUoK4H+VOZLpFRUXh4eGTJk2CztTChQuPHz9eUVHR0dGBJBjlIDouCPeocuISALe57e3tdKfb19fX19dXXl6+efNmGxsbvn+AQHQsKktwA9236r/Cw4D+d5ruX8H26eHhERERkZWV9fDhQ4hYoc0XNAdEjXCAvLy8q1evJiQkRERErFy5Eiw3dM1hIu/06dMhBzlz5swFCxaEhISsWbMG/RYhISEYlDBlyhRHR0fqgZBIJOCC06FElZ93+jZ58rCbjjUcRvSDEsML5TgW/R4eHnv27Ll9+zaKmBBWQFvtxYsXg4KC3N3dMQx81qxZe/fuLSoqomE88AGwtsDgAl0ClB7UPRsbGzs6Onp6ekDe7OnpQbJ74cKFadOmGRoaSqVStvVUVOB/X9xrr8/ngn4XF5dNmzZhliNpWj169AhsfoSPYD2UlpbeunWL6M1hYWErV64MDg4OCgoKDg7GaJBNmzaFhYWRaPDGjRs3bNgALVWoxU+aNMnR0RHHKM4fGmzProj2m/+q0O/u7h4ZGVlcXIxIpra2FnzjvLy8bdu2TZw40dbWFsNBAgMD9+7de+PGjfv372MSM7wFaQDmrMGFQHwAm622tra9vf2PP/7o7e0Fmefly5e5ubnr1693cnLCO2flZ0S8hr8D+hE82Nvbh4aGXr16lZ3Ugh52eAJa2onpmZqaeu7cuePHj0dHR0dGRoaHh28TLDIycu/evRERERs2bECH0QbB1q5du3z58nnz5k2cONHR0RGdAAqFQiqVwgm/QvQDWPRzRBpYEBcXl/Dw8IKCAuL5IJ5JTk5etGiRk5OTlZXV+PHjvb29582bt3nz5sTExPz8fExixr0vCMx0F4bnqaurA4+trq6ura3tzZs3vb29vb29XV1dlZWVBw4c8Pb21iGvJHuf6r62iRb5E6NfKpVKJBIrK6slS5YkJydXVlZi+7979y5UHmhoBWRuaV4I5uQkJCTExsYeOHBg3759e/fujYqKioqK2rVr1+bNm3/66adVq1ahy27dunVr167FvMG5c+dOnDgRXx4G1HFMQsIzzVxDW9DhMh1rOFzo5ziOpTfDkAYYGRk5Oztv3rw5NzcX8TpGylZUVBw9etTf39/BwQGXic7Ozn5+foGBgXv27ElPT4fWCJJd4vkgYcB1GF0JQ7Ckq6uru7v79evXTU1Nly9fDgwMNDExwfQhFvfD1WMkWuTPAv0WFhaBgYEXL14E+nHRSz2+dA4A/Xl5eZirc/ny5fPnz58+fTouLi42NvbQoUMHDhyIiooKDw/fsGHDTz/9BNyvW7cOusEoj86cOROjwKHRieBHKmTnvID+IS/ocJmONRxG9NMD6C+EfkdHx7CwsKysLJDsm5ubq6ur09PTw8LCvLy87O3toQ9pa2vr5OTk5eUVFBR0+vTpu3fvgtFJBsS3t7eD4YObsufPn6Pg09bW1tPT09PTU1paunXrVhcXF7lcLhUk+b8K9FtZWS1atCgpKQkdLeD2ELcZ6EcJqLS0tKSkpKCgAJPSUlJS0FpBDrB3794dO3agqXTLli0YoPDTTz8tX778xx9/nD179pQpU2igrKWlJa4MOa02dvrJ+y7ocJmONRxG9POCt1OiTzRETNzJyMigIeGlpaWHDx/29/cHdxD1ZUyVs7Gx8fX13bp1a0ZGBuhAtbW1rEh9a2sr2BDQsGloaAD6u7q6+vr6ampqTpw48f3332M04DAG+rq/rM8i7re1tQ0JCbl8+TIyXVAbAH0w3kjHHA4ARdWsrKzU1NTk5GSoRsbGxh48eBB7P3WUbt++HVFQcHDwwoULZ82aBfRDy9/a2hqhv2h1OMEth7Cgw2U61nAY0U+/RaVPugHQaDShoaE3btyAcPyTJ09u3rwZFhbm7OysUCggHoOpfpgUZG9vHxQU9Msvvzx48AAXW1VVVfgGnzx50tTUBCkecCXa29tbWlra29tfvXr18uXL9PT05cuXOzk5sfoaoi1fezX0+XZ0f1mfGP1IN52dncPCwlJTU6nGDzUHiDugyR2i/qWlpbdv3y4qKsrLy7t58yY0UxMTE+Pi4mJiYijy2bRpE0lubNiwYc2aNcuXL4eq3owZM0CBxhxMdjY1+6nhltrr9dFMxxoOI/rxDLwgZCIVLrw4jrO2tl6+fPm1a9fAb6utrQXZ2NbWFsIZSJfRR2tmZubr67tmzZqEhIS8vDzw+0mir6qqijRYa2pq0KLe0tICbs/9+/d37do1YcIEIpzLGGPfOd6tPtcsg5lokYcT/Tp+KPoVqRBmoNro4uKyZcuW9PR0VHVww4UQ6N69ezS3FIOMbt++XVxcDPRjahrS3yNHjhw6dOjgwYPQT8XQBMg7r169OjQ0dPny5UuWLJk9e/akSZPc3NwcHR1xfCuFqdrsp/5K0I+PyfM80GxkZISyD8/zVlZWS5cuvXLlCm6mXrx4kZycHBgYqNFoqAseD7a3t581a9a2bduOHTt2+vTpq1evFhUV0VwSyoBhSHZB6Xn16lVtbe3Zs2fnzJljZmYmk8modYt956JF+CzQz/W/aRMtsegbIpqAlMksJRIJRn9OmTLl8OHDubm5YDJjvyd9K8i84Z9s5MNOzDx16lRcXNyRI0egsBcdHR0eHr5x40ZIKUFgLDQ0lMR/EPwQ6Z8kPTgh5iE23rBAeQj2cdBPjyRNK8QbKEUsXbo0JSUFeH3y5Mnx48enTp0K4TC5XA6lWAsLixkzZqDgA+29GzduFBYWPnr0iDq50NuFS1/iML9+/bqnpycvL2/dunXOzs7Y9althX3zgy3CX4G+rL+9N/rx+XFK8oJWM969VKigi+gxpEKBXHPMmDHffvutWq1es2ZNTk6OaCw7wn3o2kLiAds/RT6o/Fy6dAnD0o4fPw5RjUOHDu3fv3/Xrl1IADZv3gw3CA0NBdMB27+Hh4ebm9v48eMxEhmsOF6QNcaklsGw9b7r/knsnd4lY8bv4Z6LVYaysLAICQlJS0tDB9b9+/ejoqLc3d3xXZNcJNC/d+/egoIC0mUi3FNbIxj/tbW1qH7+/vvv//nPf548eRIdHe3n5wciOjUbaaNTOxYSefVgJtNjprpSqRwK+tkJz6yMBBBPESQ2UVL1kQg6OXhzDg4O4eHhkHmhEifQT4Lm4I7rLvtA6PPIkSMQNIekTEREBCnvIfpfsmTJggUL/P39fX192dFo1tbW7P3X2LFjIQaGDytaSu1U7DM0fZABBCuF4c/o8ec4zsjIyNbWds2aNTdv3oS0zp07d3bv3u3m5sZxHHBDcpF2dnZz5syJiYkpLi5+9uwZaA6o7mPjJ1YzJhRi43/x4sXZs2d/+OEHUM0tLS3B5eT0GD6gfabpg/4BcT9E9FNkjLciZ4TQpFKprP8UedAtqbwIUrFUKnV2dg4ODk5MTLxz5w72fhb9rK4b5vhC4wSdLlT2YQcmx8fHQ1mJ1VTCIQD6Q3Bw8OLFi+fNmzdt2rQJEyZgJKOdnZ2TkxPmmVpaWpIQJHj/LP+HnFw2TDW4D2f6gINj1KxkwvRzuLejoyPQD2bbvXv3du/e7erqygnREckmg3s8derUw4cP37lzBzw2BP11dXUNDQ3UwwXJJggSUhZhYmKCfYfneZGM0vCin3WAoaMffxk7duzIkSMxvE3KSGDjn1hKbCog6GFbxXMCWObm5osXL05KSkI5H2GPSL6T4h/SdUPxB80uGJR59erVpKSkX3/9NTExEcJ6iILgANAcRiFo7dq14AUtWrRo1qxZ3t7ekABycHDAsLQJEyagK9Lc3FypVIoSAHYp/wbo5wTlWnb2MB3XGo0mJCTkxo0boGEWFBSsX79eo9GACs5xHOqeJiYmhoaG3377rVwuX7Ro0ZUrV1DWhCI3dGch1gAFK9zyZmdnr1692srKaty4cXK5HGGnjGl//dDo/6uRD5BBkTGoUaAKS4QZelJmVDygj5Aazezr1q07f/48JjGRbBt7xatt9+7dQ2aM4IdmRUFRjHUAjExDCASJya1bt6IRDGRPQr+9vb2rq+vEiRO/++47zBfBXB07OztEQexnHxBhHwi+f9H0RL9MqLTQYW5gYDBixAiVSrV48eLr1683Nzc/efLk1KlT/v7+CoUC7YXkNvAcJEteXl5RUVH5+flobqRb3ubmZtx/gd92+/btyMhIDw8PwINyRcRRvJCTDBf6yQbzAYVC8R7oR2xDSRJhmjJFihBkgnCVTCYzNDQcOXKkRCJxc3MLDQ2Ni4vLzMy8e/cueuG00S8yuupi29vREHP9+nWom5w7d+7s2bOnT58+ceIEbf/79++PioqKjIzctm0bav8hISELFy6cPn26l5cXpuhMnTp19uzZc+fOxayRyZMnT5s2zcfHR6PR4HDHjoimCiKEcl84+nmep1OaFzZdjuNGjRr1f//3fxzHLVq0KCMjo6qq6vz584sWLTI1NTU0NOQ4DqciHEAqlSqVSmjGODg4LF68+MyZM/fv3ydyG6gN0G9rbW19/PhxfHz89OnT8aKQloE7qVQqExMT2buy3iGjX6Yl3zl09CNeBL4NDAwI+jJm6i1Uy6lJysbGZt68eQcPHgSVH5N6Ec0Tp42FOwykN0Q7RUVFaGynEZlA/5UrV5KSks6fP//LL7+cOXPm5MmTKIBiZCwSgO3bt2/cuHHt2rUhISFz5syZNGmSr6/vlClTZs+evWTJkpUrV4aEhCxatGjOnDmzZs3ClDVwIqhLmO/fDMB9+einB9M2rFQqx44d+69//UsulwcFBWFKV2hoqIWFxejRo6VSKfI3qrgbGhoqlUpHR0dXV1dHR0dfX98dO3ZA/xBbPqgNkGuuq6u7fPlySEiIjY2NkZGRXC6H9h64hux7/nzRz8YA48aNQ7M9JyRDnAB3FIUgoezg4ODv7x8REXHjxo3y8vKnT5+ijENStRTbEO7vCgZR/7KyMuidwID+7OzszMxMaIlduXIlOTkZ8Q8yYGz/YL/t3bt3586dmMUQGhqKrBftjqtXr96yZcuOHTu2bNmyZs2aZcuW/fjjj5irPHPmzKlTp/r5+bm7uzs4OFhZWdGYjCFXnT+a6QMOXqjwAouI45HUmZubBwUFXbp0KT4+3s/PD/O6TU1NwWuAt2ApTExMxo8f7+Xl5ejo6OTktHLlytTUVDS1kAgKCkG3bt0CSQ49pfA35IRyuRwS39ywSjW+0weGiH48C2ojPM+jAiCXyw0NDUePHi2RSNBLPnny5GXLlu3bty85ORnTCnDjjQoPxNuIxyZCP0BfKlhJSUkRY7T9Z2ZmpqWlQVQVIRAcACfA0aNHkQBgaDhy3+DgYOz3P//8c2Rk5P79+w8cOIDxO8iMMWZn8eLFCxcunDdvHhqIvby8kBOTFAqioE8AbT1MT1hIpVIkbMAxYg+O46ysrObOnbtr167Vq1dbW1sjPYUWKm7HcfgbGxtbWVmhYob6QWBgIKQpIUeJlshnz57l5eVFRkb6+flRey7eJ8pHyCg+EPq1fUB0COiFfraZFc+CvR/dx0qlUiqVYj6Fg4PD7Nmzt2zZcurUqezsbAxoQXMnclzc6UKkn8o7KOkA/QT924zRP0tKShD95+XlQQclPT2dZhyRA5w4cSIuLg410Ojo6F27dm3duhX8H7TC7N+//9ChQ1Cdj4qKioiIwPmwbt06XA8jIlq6dGlgYGBAQABIcvb29tgjIQbxcVGtr+mDBuxfyNmQy8kF0SgLCwsfH5+5c+d6e3vDz/FgBL00ClelUkEuCRmws7PznDlz9uzZk5mZCa4/WiIfPHiwf//+yZMnm5ub00srmKHIvDBFRk/of0D0c0yJQ9a/DqUQhpwZGhqOGjVqxIgRo0aNMjIyUqlU1tbWEA4JDAwMDw8/d+5cSUlJbW0tlB/R5lNbW/vbb7+hZv/gwQO2nYU1NvIp6293GEMGTIfAzZs3MzIyUlNTU1JSEAWdO3ful19+OXnyZGxsLIKfbdu27dix4/DhwydPnsTlwJEjR44cOYIYaf/+/ZGRkbggA00aqcKqVatWrly5ZMmSgIAADw8PKysrZH7w/E8K8kFNT/RzAtcQEOSYHMDS0tLW1tbY2JiKe0jwUKNE1ge+A918aTQab2/vn376KSkp6cGDB/j2a2pqLly4MHfuXJqMzQn3DKRqjFdEYKm/A7yXM+iLfhQ3jASBJ5lMhv1eqVQi6cG2Z2hoqFKp7O3tfXx8AgICQkJCIiMjExMTs7KyHjx4AKevr69/Jhhk7jBou7Kykm6vSKQWQiYg97OZAAynAcg/9F8ogBYVFeXn5+fk5GRnZ2dlZWFyMgz6Pxj2GB4eHhkZefjw4fPnz1+9evX8+fPwgZMnT545cwZ9AgcPHtyzZ8/u3bsxkSo8PPznn39GX/zSpUunT5+u0WgkEgkuwkig5Z02LHjV/6n0fDYZc3stG4hQKRX6feXMKBS5QPIh8XfsfZaWlrgEgC73w4cPke+mpaWtWrXK0dERTy5/l+kJ98F+a7C14rVmtwyc9RJLh2dUl1EbJlUJjUbz3XffBQcHh4eHx8XFXb58OTc399GjR+DxUaIDTdMawcD3wHAKUNnQtFVUVFRcXHz79m1tfFMJCBs/9btQsAT/QSaAQOjWrVtZWVkIhy5fvnzmzJmYmJh9+/ZFR0cfPXoUU5cvXbqEAOn8+fPJycmXL19GqwAaZY4ePXro0CFcFW/btm3NmjWLFi2aMWOGi4sLBsGi5kMdYcMCWX2eR8+nGhb0s2xKmXATTEP+2DsjbNvEfPHx8dm/f395eXljY2N+fv6WLVu8vb3RSSdnxMc/X/SzXyrH3OPin2q1es6cOceOHbtx40ZxcXFFRcWzZ88aGhpwsdfc3IwQH3IANf0NAr9AP41fR0xPfS1AP0BP6S/rGDTWDg3vCJDgA/n5+QUFBbgNSEtLS0pKAgsoISEhMTExOTn56tWrCI0wfictLe3mzZvQxMVwnsTExMTExOPHj0dFRe3ZswfqKTNmzED7BdYBizi86P/4xvePB9h3S+8ZRSGO42gmGqshLhP4ocgHTExMOI6ztbVdv359YWEhwn1PT084iampKUKJzxr9tOvLBGkD5D1I8oyMjCwsLMLCwkpLSxsaGnB9DR4fi3IwnAB3Efqx/VPwg6iGkE2FIPaSiz0WHj16RKOtRUEUrgWKi4tzc3MzMjJSUlIuXrwIvf+UlJQbN27cvHnz1q1bqBSRdBzkctEzcO3ateTk5F9//fXEiRMgzEGyz9PT08TEBNGOVBg7qT0P+e+Bfhh+yAn9GNj7TQQTDYejKyCMZZg7d+6xY8eOHTv2/fffc8JoLTz+nfaJ0S9lVM04odSDUiZE/zQazfbt2ysqKrq7u8FeglQvhKpZ/V5WvZp1AAwpAneNxEtEIQ0BmtCPsKe8vByCwDA4EhGBoAWdkZGBG4ArV66kpqbevHkzJycnLy8vLy8vPz8fRw1Shfz8/OLiYpRTQZyGZCIygdjY2LCwMH9/f41Gwws0LE7YEcED/aLRrw33AeGFnyDEhw42DgGFQkEVIVxuGhgYKBSKCRMmLFiwICAgwMLCQiKRkHSSNmo/O/RzHCcX6Pt0uTtu3LjRo0ePHj3ayMhIo9Fs2bLl/v37L1++bG9vf/78OaAP9QsEPAhvqqqqyAEo/WWjfwBXm9dJXoGohrJhbPzkaXgqnAD4rbKyMox4wXyXjIyMvLw8uiQG1uFsIIpCKRo3aMgcMjMzL126lJycnJKSEhsbu3TpUldXV4VCQbUR7AVIebUx9AWhn/JaQj8LCyLx0zaPH4KxSyL6qJEgJRg3btyYMWN4nofeCW6FkRMrlUqwQb8A9LN7P9aI2lMkEomVldX69etLSkogXPrbb78hJkFbA0EckQlOAGz/ouIPHoAbXxb9OBMoqaUZ7tj4Rehnj5F79+4VFhYi5klJScnIyIAw6O3btzH2Ahs/KkUkko5WyezsbERB0ItOT0+/du1aVFTU9OnTTUxMUOOCA+BeRiKRYO2GC/1S/ey9kK3bKK8VoZ9AT6YWDHUeinl4oRqOZID69TiBySsX7shQIX0n9D8L9HP9h7nSYslkMo7jTE1Ng4KCMjMzoVhUXl6OYiViEuz3hG9CKqGftn+ELhUVFbjhIgegvhZkxsgBqOWFdLHxDPAfhP6lpaWI+JHLFhYW4vagpKQEzIjCwkLEUXCGwsJC5NNolczNzUWIVVhYmJaWFh8fD60BqVQ6ZsyYsYKBysoLxJi/AfoJHCz6CesI9wFiTA3ihFsCQIKkNnmBOkH3xxgQyAtTJxSMXsNnin4sDS9cv8mFS2mFQgE6g0KhCAgIOHv2bGVlZUNDQ3V1NUAJAg+1I1JuCl0AKMPAKP19+vRpRUUFCjvgPlA9hya2I6ShRkc6Tyjop7JPSUkJYJ2bm1tQUFBaWoogp6ysDCVRSKKDIJ2bm1tcXIwq0+3btxEg4YQpKSn59ddfV69e7ebmJpfLUfSQSqXgokiFq25a1i8X/cRB5JkrWHaesZmZmYWFhYWFBXCsEOSuSPgaj5cJYlhyYfgNzkbwGvAwaqH+3NHPEjnxgXmeB2sNru/j43PgwIGysjLcaNTW1qJvrbKykt3FKT0VoZ8d7ldRUYGaJv0izT6oFIzcgNAP6EPg9t69e7j3xREEfNPdGakD0fgjJBIYjYFoipWTuH//fn5+fnR0tI+Pz9ixY0eNGsVxHNQfQPaSy+WgfOJA4PVoM/3M0U9terTx0zBjS0tLOzs7EbuJncEjZxgKCmaoKDHh2SuCd278nxH6eabsBc8m6T87O7v169fn5OSg4gnNXqi2UxkeXAbAlKJ/SlUp8qmsrAQ6UfCpqKhgx91QHYnGAJIh5mGTY1YLCNw4qpPiMSCKgmeBubPwOjgJwrAbN24cOnTohx9+MDU1HTFihIGBAS80QNGtH3YEGnk0LOjXbezzDK+T0N8JGQqm78nU1JQ6njnhgo99sAiLbIc3HgZ30hP6+qNfZPqcwIN5zgCRz2DriB+amJjMnz//2rVrkDjFdo4WZqj1IlaBgjtbBtW2qqoq2teRNkAERjTtlQQi4RVoi6FSD1Jk6ChVV1fDo6ghhr1HQwqB5AE3zZRXPH78OD8/f/fu3ZMnT0YOJ2XYLwMiUs91f2+wD1KOpDczLOgfDBzaEJExYR4grmB0lbXx9FdsGOE+zOin1ZfJZFOnTj1z5gy06aDbWFtby455ggYYzgQdBrCySQImPZGCJInBszMxKaUmH6ioqKiuroZoHp6TBOGoTorfRYUUCQOEJuvq6u7fv5+ZmRkdHT1z5kyVSoXa7juBq+e6DwH9ouf/hOhHeCBntnnRT74u9HMcZ2Rk5OrqGhUVVV5e3tnZ2dTUVF1djS5mOAOI3c16GLxFVBhlh5xB95TG3lPmgOSB0l+aElVdXY0aKLRlIKKNrmo4G3IA6I1hjEJbW1tRUVFkZKSnpyeIDAhz9Q8h/roNuObaX6E+0H+vt63bAYjJQyGNdgwzvOjXxz4Z+uEAhoaGlpaWK1asuHXrVldXV09PD+YYd3R0tLS0oK0TU4jbBjcoe0H+BTs9xTkEehDmsKMjw6YcQ9sZ0EmEBhr4EqimkM7DHPBnz54hvnrx4gWGRtXW1mZmZm7fvt3Lywv9x+hVVTBd7R/BBlt2bfQP+0sPhhKZoM3BjgNUCnPS5cwh8HWhf9y4cUqlctKkSXFxcfX19W/fvgXrobW1FWgG7Nr1sKamJqCZ3enRE80a8UZh8ATWMGEB+jOkn0H+g3MGw6c6OztfvXrV09PT1tZ2586duLi4wMBAW1tbXNDQZ/zIpif6P8RL60C/XC5H7osuFtS+vmr084IcgEajWb9+/Z07d/r6+t6+fdvV1QWCJ7ZwtDa3tbW16jSohZERvpve0+il4QbAOlQ08GxtbW3AfW9vb0dHR2VlZXJyclhYGKbl4IIGnxduIBVS3o9jUqHU9s6t58PZgFhRqVTm5uY2NjY2NjYWFhYQ8uD7p79fC/o5YeAZCE9z585NTk5ubm7+97//3dvbi72cjfhb3mXYp/U3Fu6iV8Hf6XCgYKyzs7Orqx7PXM8AABF9SURBVAsRWkdHR1VV1aVLl7Zs2TJ9+nR7e3sIkkGci+M4XN/q2bT1rvB7gDXU8VRs7+h7/e7QbLCXECFGrVZDmgDC12CzcRyHey5U94fRFHqYvP/ApY+NfkDf1NTU19d3586dxcXF3d3db9686enpgUhvd3d3V1cX5hS8c+/Xhrh2YKN9Mmg7WGtrK6Kpjo6Orq6u169f//e///3zzz8xDbOsrOzatWvx8fE///zzjz/+6O/v7+bmhvs7IyMj0FeljEijPhvtB0K/jkNAz29az1fU5yXUajVGdKF1nQQ3v0b0w6RSKc/zJiYmdnZ2s2bNOn78+OPHj1+9evX777/TUBpM5qDsdjBraWmhsIfGeaMPmIwtAZEzkBsQ9Lu6ut68efP27du+vj4Mwayvr3/06FFGRsbRo0dXr149depUiHX6+fmtWLEiODjY19eXSGwymczIyOibb74ZO3asghlm+LWhX/QqmM/l6urq6upqa2sL5oJU4Dh8XehHyDVmzJjRo0ejJmBjYwMVl2fPnrW1tWFXxngCzCJmrYMxthQDNNOWz+Ke5r/CCPrNzc3oJkPJsrW1FSO/Ozs7Hz9+nJ2dffr06R07dixZsgTzZeVy+ahRo0aOHKlSqWbMmLFx48Z169bNmDED8pRjx44F+keMGCGVStGC/U7g/l3Rz76QSqWysbFxd3f38PBwcHBAYzfHcdTS/rdCv2gFtf/JcRyp2RgZGanV6kmTJm3atOnChQt379598eIF7cFwgK6urs7OTkBfe+8nlVOK0Zubm589e1ZfX4/Bro2Njd3d3S9fvqQIh/LXvr6+33//vaOjA2Oh7ty5c+XKlZiYmLVr186cOdPFxQWazDzPI7b59ttvR44cKZfLXVxcZsyYERAQ4Ovra2NjI5PJKM2VaqkU6gnxv4h+bpCS/9BsQE8Y7L3xAqORsAWU8DwPPzQzM3NxcfH29nZ1dUWsiEZHExMT4jxrY1Sph+n4LRHcYfTG/sqaiK41+qGffqpjO8FPsHwqlUqj0fj6+i5btmz//v3Xr19/+PBha2sr5tB3dnZ2d3ej0tLX19fX19fb29vT09PZ2dne3o76I4qPbW1tCJZQAO3s7Ozt7cXW/vbt2z///PO///3vv//979evX/f19b169aqzs7OhoeHBgwepqalxcXE7d+4MDg6eNGkSBGhHjx797bffQl8IBzTHcWPGjBkxYgSUdK2trR0dHe3t7c3MzDiOA3WZ4ziZMMCdIEhAkWjZ8KJ/GO290C9nbrXYwUT0uwqFwtLSEmpt1tbWZmZm6G6hohBdh2n3BtD/DvZzEdYHQz+LycE+i+5lH+woeAf6B1xcdreQyWRKpdLa2trHxycoKGjv3r3Jyck5OTlFRUWlpaUPHz6srq5ubGwEoN+8eYMh3djR8ROcAF1dXRj319jY+Pvvv79+/RqP6e7u7u3tffXqFSSFy8rKbt68efHixdjY2E2bNs2fP9/Dw8PU1NTIyAgNaGBfYjtXCHMZFAqFoaHhiBEjRo4ciWY8EhsdO3bs6NGjqXEZNMa/Dfq1v0f6J88QmwdEP8UJJiYmGo3Gzs7O2toaw3oRKHJMCDQYssH+H9ABPjv061g1el4ZM/mD53n0PWKj1Wg0fn5+CxYsWLlyZVhY2NatW/fs2RMXF5eUlJSVlVVWVlZZWVlTU4OwHrV5cBAw6QBkhLq6uidPnoC79vDhw9u3b2dkZFy4cOHIkSPbt28PDg7+/vvvfXx8UIVA/wRarqiBWqFQcBwHHHNCcwK2K/CWqWHFQDBo8VLfhvan/hLRLxvIKIpgcU8NXCyJDSxolUplb2/v4eHh6upqaWmpFBodFQoFNToSKZo8gWVG4LW+PPTTL4uel43AECrQhRF8w9TU1MbGBhKn06ZNmz9//ooVKyCdefDgwWPHjiUkJJw6derUqVNJSUlFRUXgqL169aq7u7u8vPyXX37ZsWPHpk2b1q1bt2zZsoCAgIkTJ7q7u2NQuIoR1eA4jlTUwdKhbAx9GPihSlCWlkqlBgYGpEVHzXj0Gbn+5c4vFP3aSZ4IYSLcs9glwGFPMTY29vDwmDx5sqenp7m5OT6UUqk0NjY2NzeHEDnJPWCRVUI3MHuMaG//Q0P/gPGIPmsyPOjHopCYGRsCSYUmYKhDyoV2IcyosbGxcXR0dHFxmTBhgre3t5+f39SpU0NCQs6ePVteXt7R0fG///2vt7c3Kytr7dq1np6eVlZWwCverkQiQYsJgM4xHZgyRk5dJEnEfmC5MEoDYxrA5cQephCqnHik9gf/QtFPqCLMqRkzNjZG/oo/RejHx1SpVHZ2dq6urk5OTlDcxx7H87xKpUIaANyTrBWLftr7vxj0s78m+i4lEsnYsWPHjBlDO73oLcr7N8hhG+aEARBoimMbQ11cXFavXn3t2jWQNNPT0yMiIjAfE5s0ypEqoXpDTyIRxjzRMuEBiGRoAC35JPZ4HO7jxo1D/CORSLCNKfo3cGh//C8R/aLYBv2KpoyZMUYOoBT6dLFhy+VyzCfFfEulUikT5FyxnmzAwyKbAC1yv88X/aLfEeEexvXv7mHfELvFit49PYx9eeDY3t4+LCzs3Llz+/btCwgIGD9+vKmpqUQiQR+tSqWifUgqxF20r/DCwDyVSgUmFr4Y5ADYxclhOI5TCcOZkauwU5pJuoJlOvwN0I+oD7g3MzMzZ8yCMUwONTY2FqFfJVB9UEGmp6VoXgRWEdDpnPmS0K+95UuETlCFQsGOYWS/Y6kQ+YwZMwbREe3TUqZ7muCLPdjIyGjy5Mlr1qyZPn06z/NEOoAIDKGfZ6oQbEyJl8ZPOI7Di1JoBPfAlRYcAC9BYRJ+IhVGNf5t0E8bPyjKmIyLLZzMysqK/rSwsBChH6tqZmaGAS0ajQYRplwuh/NQ6ZNjXI5elHU5CquGBf36mPaaDA/6ZYLgj+hA4JmBz2MEQxxCqCIdAdYfeJ63sLBwcHBQKBTffPPNqFGj8Cu8MNgMET977NCWT/s6Cjg0aZTEqKVCDiAV4h/2t+id8/1rgtrr8KWjH9C3srLSaDTW1tZAvLVgmCNE6McKoy5sZmaG34JSp1QqRSCEEdNyodudvlC5MP6a9TcI2YqOhS8M/eQD4wQjPGl/zRJBAgBmKBiV1dE9iC1BKpXiigp0SziATJjtbmhoiBolbdWckEgYGBiAeQGmGie4h0QiofyYF1JzBKwsfLn+cQIbUA24DkOwYYS1nk872MbP7v1WVlaEe3gCMErjVfDV0Cx7gouCKR+z2CDoKwUKMAVaqAu9F/rZn7Ovrr8PiNZEL/QPiHXWRIjXYayTDGZGwkh0UkGiJ5cwRffBttsBN2NtrHD9S7Q6jBZuCOurD2RFqH2vp5IKg4bGaY2OZJ9HJsyVYAMPtjKDNMDS0hKhPHkF/MHKygrqa8AxqXZS3EL7CM8QQ9jcml4Ur0iECB2RDwFd1b8kJUqg6aX1XPkBl1rW34aCfj22PKn272ob+QBFRCL4sj8c7IUGxNlgH/59F+tzQz/dyrFnF2tyYagWC31RSUelUllYWGg0GjYB0Gg0NjY2mNeNErBSqYSmFSIith7Kvm3kZmwJVdvfdKS/rA98IPSz6/MZoZ+1942nddtgn38I6/X5oJ/dLwZEv4yZNCEq8rAgVqvViOatrKxsbGxsbW3t7Ozs7OxsbW3BZSAnYa+xRLcBLPq1N/73Rb9KoAN97egfFgcY7PO/78L9dRtG9NOSinItnkldlEqlCPpU0ETtBXdSyASsra3t7e2dnJycnZ0dHR1tbW0R+QCydAfMhi4KgXRJIbicEYHTPm3od7VN2w2GHf2iDUumZZ8L+kUO8Bd9YLBV0H/hhsv0Qb+exq4tu0q8UGlRCiLjhHtENVTTBCiBSzMzM41Gg9t3FxcXJycnNO8Sb2ewOyx5f1Mwl5s60G/c3wZ0gwHdQxv977tu2rinN/8B0f9OM+pfPhpGNxBB8O+Bfp6pRNFaSYXx0RSriKBPtR3KcXEIEPrHjx8/fvx4R0dHBP10PiD+0c5NRabsf5csirWQbKiZ0S8USmm7wQdC/4C4/wf9H8OGEf1yZqKUCP0Ue0B4mXCPXBbpLIYrwgco8rGzs3NwcLC3t0cJiCVsqgZq3dJGP23btPdrox//RccO0E8yQYN5wleEfpEDGP21PFgEwfdF/xBe4kOjn745Xri5E6FfLdxqiaBva2tra2sLB2CjIDgJeyywW7Wa0a6SDc4VpRK+WlD6JxoFG/yw/KLBDoHhRb92iC+CPp7tM0K/yAe+HvQP+FVpf3NAm0zg7WG5JBIJL0yIwMYP6LPFHCrp0EUv/iRujyjyVjFz6US+x0Y7rInCHh3o13YD/dFPCff72mAn2IdCvz5mJFxy6T4BhvDMf0v0Aw1yuVzaH/2c0MFjZmaG7Zx2fYK+vb09TgCkATgKzMzMlEolJ0xpp7wZmJMx1RW+P3+Rrc/gwQRxUZUJ3mUiDIChtFv7ENAuEH0I9IvCtgGYDjq+8qFhUcezDYj4oaFfR6qgJ1I/B/TrOM3lzEAdQj/HcUpBb5ACGwT0aMZ1cnJCEzOFQPgLmnTVarVCKCPywmhRiXDRbmRkxAm9v2yFhxIDhTDMdEDWNAt3/N1cywYsjGoXmhRa7e3Dj359Iio9d1DpIEwEFgTajxnQ9IT+gJ4jegY9IfuRbbC11f6MnEBclQjKGnK53NTUFH23dnZ2lpaWuMlycHBwcXFxc3NzdXV1dna2t7fHAxwcHBwcHGxtbfFIIBINolKBT078KE5rCIWCmd0LaOLAoXIqbeSUAVNSgZOBvBSOStcLbBYhKjSJQK8nSgfcXHRlvX8b9Ot+3c/NdC+vNvplMplUKh0Q/WBrQrTC1dXV3d3d1dUVBU04ACo82PgJqWpBo0EtXGmp1Woi+RD+CJpIQkxMTJBm6EA/cTzpBGBvIagxkqqrXxH6Of1iDD3tnW4zZDh+aBss8tFeUp7n8bVxHGfEzIezsbGxt7cHrMFfcHJyAvrd3NxwmQXcOzg44Ihg928504Nqbm5OvgQnAQqNjY0Rq6jVajze2NgY6AeOKYwh9BN/jnzDTJiEB4dhC02iaGdY0D9Y/DNwzUfPJ/0H/cNrw4h+pLN2dnbOzs5Av2j7RwKAO11w9GVCky7ib41G4+bm5u7u7ujoCOCyFwhspUgpdH6Jaqb6oB85MXsn8A/6B7b3fTkdvzi0VfvQNmAyN+Cyy4Q+Zl7QWlMqlRYWFra2tgjoUd7BDa6bm5uHh4eHhwe7/dvZ2dnY2FC4olar8cxqtRq9WjY2NhMmTJgwYQLQb2Njg0NDo9EAtRTtIGM2NTWl/hi2pMMGOWyOwdZDTZmOeNYBdKN/yCusnft+YvQPow325Hp+qE+OfpGxD6B3Je9f9ed5Xq1WW1lZAfGQGndycho/fryrqyvQ7+np6enp6e7u7uLiAiqbRqNBSdTa2trU1BSvhetYtVqt0Wg8PDzc3d2dnJwQKTk6OlKwRHVVOgSQZtD2T6Ue9t6NQiP2fDDWMrbKOYzo1wb954L+4Xo5HYjXhtE7oT8gHD+cib4S0f+y36KCEU/mOA6oRYUHlU3CPaIXDw8PbOSenp5QJUGtU6PRUNETaS6q8vAlZ2dnsD6Be+oEQNAiwjeeDTQKgjgRjUT/y/JMqb5JrAdjRhBFB/r/+grTk/+D/i8J/UpGPBlv1djY2NraGuhHpuvp6Yloh9Dv7e3t5eWF7RygZwk/xGdGsG5paWlra4sCEaIdhDHW1ta4KMAhgEjJ0tISJ8n7op+9Xaabsq8L/bx+MYb+70obx6ITUJ+X016sD22iL5tM+ysE+tWC/JZcENl0dHR0dnYG+rHTI9/19PT08vLy8fHx9vb28PBwdnYGiZ9wz3LajI2NqRaJ7BlFIVQ/0QyAshLd4IIqhyCKDW/YbkmiGLH1TbbATxy4j4B+ZX/rh/5/7B/7Cu0f9P9jX6/9Pw2iztwU+ybEAAAAAElFTkSuQmCC" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Lilian fue una de las
primeras psicólogas industriales y recibió su doctorado en esta disciplina en
1915. Después de la muerte repentina de su esposo en 1924, continuó al frente
de la firma consultora y fue muy aclamada como la “primera dama de la
Administración” durante toda su larga vida de 93 años.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El interés de Lilian
Gilbreth por los aspectos Humanos del trabajo y el interés que tenía su esposo
por la Eficiencia, dieron lugar a una rara combinación de talentos. Por esta
razón <b style="mso-bidi-font-weight: normal;">Frank Gilbreth insistió en que, en
la aplicación de los principios de la Administración Científica, es necesario
considerar a los trabajadores primero y comprender sus necesidades y su personalidad.</b>
El afirmaba que la administración científica no puede determinar normas de lo
justo o lo injusto pero determina normas de eficiencia para lo cual<b style="mso-bidi-font-weight: normal;"> la administración debe “primero conservar
lo mejor del trabajo; segundo, organizar el presente; y tercero prever y
planear el futuro”. </b></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Es interesante que los
esposos Gilbreth llegaran a la conclusión de que <b style="mso-bidi-font-weight: normal;">no es la monotonía en el trabajo la causa de tanta insatisfacción
laboral, sino más bien la falta de interés que muestra la Gerencia por los trabajadores.</b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Henry
Fayol (1841-1925)</span></b></div>
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" /><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-language: ES-CO; mso-no-proof: yes;"><br /></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Conocido como el <b style="mso-bidi-font-weight: normal;">“Padre de la teoría moderna de la
administración”,</b> contribuyó a la teoría de Administración a través de estas
hipótesis:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">A</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">. Necesidad
de desarrollar una doctrina administrativa mediante la aparición del método
positivista.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">B.
El buen funcionamiento de la organización formal de la empresa depende de la
búsqueda del mejoramiento continuo mediante la aplicación “de principios, de
leyes o reglas”</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> de carácter flexible, no absoluto y que
deben usarse independientemente de las condiciones cambiantes y especiales.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">C.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Se
debe dar prioridad a la subordinación del interés particular al interés
general” lo cual puede leerse como<b style="mso-bidi-font-weight: normal;">: el
interés del empresario debe primar sobre el interés del trabajador</b>, o también,
el interés de quienes tienen el poder en las organizaciones deben subordinar
los intereses individuales<b style="mso-bidi-font-weight: normal;">.</b></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El modelo administrativo de
Fayol tiene tres aspectos básicos:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">1.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">
Aplicación del criterio de división del trabajo para establecer una estructura básica
de la empresa mediante operaciones o agrupación de funciones básicas de la
organización.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">2.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">
Proceso administrativo de gerencia, funciones básicas de los directivos o
elementos de la administración.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">3.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">
Formulación de criterios técnicos que deben orientar la actividad
administrativa o los principios generales de la administración.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Fayol descubrió que las
actividades de una empresa industrial podían dividirse en 6 grupos:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Técnicas
o de Producción</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">: fabricación, transformación de insumos.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Comerciales:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">
Compras, ventas, búsqueda de mercados, intercambio.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Financieras:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">
Búsqueda y uso óptimo del capital.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-De
seguridad:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Protección de la propiedad y de las personas.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Contables:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">
Registro de ingresos y egresos, inventarios, balances, estadísticas, precio de
costo.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Administrativas
o de gerencia:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> previsión, mando, organización, coordinación
y control.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Al señalar que estas
actividades existen en los negocios de cualquier tamaño, Fayol observaba que
las cinco primeras eran bien conocidas y, por lo tanto, <b style="mso-bidi-font-weight: normal;">dedicó la mayor parte de su libro al análisis de las Administrativas.</b></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Max
weber (1864-1920)</span></b></div>
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<img alt="" 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" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Abogado y sociólogo alemán,
elaboró un concepto moderno de burocracia más amplio y técnico que el expuesto
por Marx. <b style="mso-bidi-font-weight: normal;">Este concepto se aplica al
estudio de las organizaciones de gran tamaño en expansión, privadas y del
estado, en una “economía capitalista de mercado”.</b></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El tipo de ideal o puro de
administración burocrática construida formalmente por <b style="mso-bidi-font-weight: normal;">Weber, ha contribuido a interpretar yexplicar el comportamiento
normativo y dinámico de las organizaciones de gran escala.</b> Dentro de las
características técnicas del tipo ideal aplicables en la realidad se destacan:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-El concepto de racionalidad
y crecimiento predecible de las organizaciones, así como elementos que
favorecen el fortalecimiento del proceso de planeación en las organizaciones.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-La necesidad de un estatuto
formal, racional, de la burocracia.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Un sistema de
administración de decisiones y procedimientos por escrito.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Sistema de administración
de personal profesional de carrera.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-El carácter de
impersonalidad, decisiones de acuerdo a los fines y normas de la burocracia.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Las relaciones personales,
los conflictos, las relaciones con el sindicato, la cultura, el trabajo de
grupo, la rutina, son aspectos de la dinámica organizacional que el sistema de
administración burocrática racional no prevé.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Los avances tecnológicos han
llevado a las organizaciones a una modernización y un proceso de
racionalización sistémica en formas de gestión con capacidad de interacción,
más flexible a los cambios culturales y del ambiente y con sistemas de
información automatizados.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La mayoría de las empresas
han entendido y asimilado muy bien la opción de administración participativa y
de enfoque de sistema abierto como un medio para mejorar su productividad y
eficacia.</span></div>
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<br /></div>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-54348303679334817282012-06-12T13:21:00.000-07:002012-06-20T14:17:58.723-07:00PADRES DE LA ADMINISTRACION<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">BIOGRAFIA
PRECURSORES DE LAS TEORIAS ADMINISTRATIVAS</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Nicolás
Maquiavelo (1469-1527)</span></b></div>
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<img alt="" 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" /><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Fue un diplomático,
funcionario público, filósofo político y escritor italiano, un verdadero
empirista, resultado de una amplísima observación política de una lectura de
historia política todavía mayor. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">En la práctica pura y simple
fue, de todos sus contemporáneos, el que tuvo mayor amplitud de visión y la
penetración más clara de lo que era la tendencia general de la evolución
europea.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Viviendo en una época en la
que se estaba derrumbando el viejo orden político europeo y en la que estaban
surgiendo con deslumbradora rapidez nuevos problemas, tanto en el estado, como
en la sociedad, trato de <b style="mso-bidi-font-weight: normal;">interpretar el
significado de los acontecimientos, de prever los resultados inevitables y de
descubrir y formular las reglas que destinadas a dominar desde entonces la acción
política estaban moldeándose o modelándose en medio de las condiciones que se
estaban formando de la vida nacional.</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Más
que ningún otro pensador político fue Maquiavelo el creador del significado que
se ha atribuido al estado en el pensamiento político moderno.</span></b></div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">ADAM
SMITH</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">:<b>(1723-1790)</b></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"><b> </b></span><img alt="" 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" /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Adam Smith
intentaba demostrar la existencia de un orden económico natural, que
funcionaría con más eficacia cuanto menos interviniese el Estado</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">.
Sin embargo, a diferencia de aquéllos, Smith no pensaba que la industria no
fuera productiva, o que el sector agrícola era el único capaz de crear un
excedente económico; por el contrario, <b style="mso-bidi-font-weight: normal;">consideraba
que la división del trabajo y la ampliación de los mercados abrían
posibilidades ilimitadas para que la sociedad aumentara su riqueza y su
bienestar mediante la producción especializada y el comercio entre las
naciones.</b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">LA
INDUSTRIALIZACIÓN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Las
ideas de Smith y de los fisiócratas crearon la base ideológica e intelectual
que favoreció el inicio de la Revolución industrial</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">,
término que sintetiza las transformaciones económicas y sociales que se
produjeron durante el siglo XIX. Se considera que el origen de estos cambios se
produjo a finales del siglo XVIII en Gran Bretaña</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> Frederick
Winslow: (1856-1915)</span></b></div>
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VVVVWSM8fHxqamp7DlAHEExOTmZyFpcXMyvyN9Ynri4uLi4ODxEUFCQr68vX577rh2ewWIpKSkajaa+vr65ubmpqam/v39sbGxubm5ra2t7e3tpaQmObnFxcWdnRwjNw8PDg4OD7e3tvb29/f39lZWVvr4+TBncgGVkZGRkZ2drNBrIBhITgggbPS4ujoRCpVJFRUWx6gkJCbGxsdh6VFRUdHR0aGioJBqEEqVSGRYWFhUVJS4kKioqPDw8ODjY29vb3d3d398/ODjY19c3IiICS8JueKugoCAsIygoKDAw0M/PT6FQ3Iwm4+PjQl2MjY1NT0+LQYyPj09OTs7OzuIhoCXm5+exj/n5+cXFRTIOeOupqSkg5+PHj6FQIax6enqApb29vb29vXgXaIba2trq6mq41PLyciEA8BYSlcEH8fHxuFYcZkFBAfsvMTERz+nn52dtbW1lZeXh4aFQKBwcHFxdXT08PLy8vNzd3V1dXZ2dnZ2cnOzt7e3s7BQKhZubm52dnZOTk4+PT2BgYHh4eFpaGukoPGx/fz/sC94ObmZ+fn58fLy3t3dkZGRlZWVnZ+fo6Oj4+Hhra2tiYqKxsREjjomJUavVhYWFubm5kZGRKpVKgEVmZmZSUhJGg4mIS4fKjIqKwr7j4uLE85PCYN/h4eE8Ex0dHRkZGRISEhQUFBISEhAQ4O3t7efnFxwcHBAQ4OfnFxoaitEEBASEhISEh4cDRdk2fn5+gYGBAQEBN7PW/f398fHxgYGB8fFx4gXcw8TExOTk5PT09Nzc3MLCwsLCApkFBREKB7jW6enphYWF4eHhrq6u8fFxTOTx48ddXV0dHR2Equ7ubuFVu7u7AZ7wKCDK2tpaEkXyQ8k5U1JSuB1xcXERERF+fn5KpVKtVsfExPj7+/v7+3t6etrb25uamurp6RkaGrLeCoUCC3BwcLCysrK2tra2trawsDA3N7ewsLC2tra3t3dwcLC1tXV2dnZ1dXV3d/fy8nJzc3N2dvb09PT19Y2KikpPT6+pqYHmJ2KSNPGNCJczMzMUO9bW1jCOjY2NqamplpYW0lSgBjhXoh7ACNMRK8/IyCDbVCqV4eHhkNkQ6rwgISEhKiqKFVUqlX5+fix/cHCwn5+fl5cXxs098fDw8PPzw1A8PT3ZHr6+vmIKEneCgoJ8fHxcXFzs7Ox+sownT55MT08DIEgmKTiJHczPzy8vL8NtYyhra2sbGxs8Q5UElytcBRlsb28vkJYoAxrt6uqCSSO4EEFg0urq6uA0i4uLAdXEWpj/kpISaBmYGScnJz09vfv379+7d+/evXvm5uY4BmdnZzs7OysrK1NTUxMTE3Nzc0tLS0tLS4zDysrKwsLCysrK3t7eycnJzs7Ozc3N29s7KCiILeXt7R0WFhYbG5uXl1dRUdHU1AQTQ6kPeNTd3U2CNjU1tbq6ur29vbm5ubW1dXR0dHR0RDXr8PBwdXV1dHS0vb29srIScozSj2RJOEXsQ1IPkCORBQjJbg4PDwcchIaG8iQGgRvAIMATfBF/f39fX19ARnBwMLsIVOHn50e48fDw8Pb2xpu6ubm5urre9BnT09NTU1MrKyuEBmLq6urq4uLi/Pz82toa1byNjQ08B2iDMuPMzAzQhGA8NTUFkUqRE5qLOhloo7Ozk2gC/Ozs7Ozo6Kitra2rqwP8C11Izk3en56enp2dHRER4eDgYGBgcO/evfv37xsZGZmamhoZGRkZGVlbWzs6OlpZWenp6enr6+MMbG1tzczMxBTwInZ2dvzW19c3JiYmPDzcw8PD09OTkOzq6urj4wOyi4uLq6urGxsbo2QKnCJ3E952enp6bW2N8unm5ub29XV8fPzy5ctnz55tb28vLCyMjIw0NzdDodbX11dXV5PWZmVlkc0SSpRKZXR0NBkEZENYWJi/vz9QIyQkxMfHB2zh6+urVCrhsiIjI2Ej/P39g4KCAgICfHx8/P39Q0JCBFj4+/u7uroqFAoMxcvLy9/fn53g6urq6Ojo6urq6el50zIICtoFX+rIbAUqvxsbGxgKv6VCtry8vLq6SuUMUIL7wWcAODo6OrgXEFkkL/X19TU1NaSLlD9qa2sbGxvJPiCXSktLCwoKkpOTAwMDxSAePHhgaGhobGxsaGhoaGhoYGBgYmJiamqqr6+vq6uLrZibmxsbG5uYmFhYWNjY2Dg6Otrb21tZWZmbm2MiPOPg4ODh4eHs7GxiYmJpaenu7g4QCQwMjIyMTEpKgj4vLy/Hq1GOxrh7enpwJLjDiYmJ9fX1jY2N+fn5lZUVxAZnZ2fn5+f7+/vr6+uLi4tjY2MdHR3CwlVUVNTX11dWVhYVFaWnp0dGRsJNEU1kvUNDQyXRIA3BgEJDQ/EExAXW2MPDw93d3cXFxcXFBajh7u6uUCh8fX2JKR4eHiAPZ2dnZ2dn+cpubm4eHh4eHh4/WcbBwcHS0tLCwgL6CbI1lnxlZQU8QQRB2bC+vr62traysrK5ucld4MfZ2VmSW4rsMBaSm+AeGhsbUXV0dHS0tLTgMCiikr7W1tZqNJrS0tLu7u7W1tb4+Hhra+tHjx49evQIGGFoaIiTYO2NjIwMri9MgeU3MzOztrZ2dXW1s7MzNja2sbFxcHBwcnLiXtjb2xsbGxsbG/MCOzs7Z2dnR0dHJycnhUIRGBiYmZlJ8SUjI6OkpISUCj6Qr9PY2NjY2Nje3j4wMKCdxRCRUWwcHx+fnJw8ffr08PBQ8t6NjY3Z2VkQOml8S0tLfX19XV2dRqOBjRBSkrxDpVKFhYWFh4fzb2BgoK+vr0qlEtSJtyB8ACnc3NzEK3h5eXl7e/MrFxcXJycnvqm7u7uPj4+HhwfewsfH52Y02dzcZNOLKoR0dHV1ldhBaXRycpIfsSEMCBtCcgEVBsiANYdTpzTf39+Pn6irq6MCUl9f39HRAd8KzmhoaKitrUUFkpWV5eLicv/+/du3b+vo6BgZGeEbgJBmZmYmJibGxsZG15epqSlgwsHBwczMzNTU1NDQEGdga2vr4uLi5ubm5ORkY2NjbGysp6dnbm7u7Oxsb2/v6upqb29vbm5ub28fFBSUkpKSlZUF2k9JSSkoKABqzM3NLS4ujo6Ogofq6+tbW1tHR0eBF1tbW/Pz87xmYWGBtHZ/f//w8BDwQYoLX7K8vDw+Pi7FJqyN+5Cfn8+fBnlAjWAuoaGhgYGB6CqCg4PJdMg4sAw/Pz/f6wvwQRDBGfj4+Pj4+GAl3t7eCoWCe8JtwYna2NjczFqRUxBHSE2xFZwEUXZ0dBTLmJiYAFVgIsARzILshtxEqjAUYqjD9ff39/T0UL6vqalpb29//PhxR0cHgJ9Et6CgwNvb+9GjR/fv38dJ6Ovr86++vr7B/3XxGgzF2NjYysrKyMgIeGFrawvUsLa2Njc319fXB5HY29vb29vzK1NTUzc3t9DQUCI6SU1gYGBCQgKZZE5OTkNDA+w+kJxgsba2BiwbHx+fmppaXFxcW1sDc8iGQfd1enr67Nmzk5OT/f19XIs2eSjYZWRkZGZmpr+/v6ioCByK8yCVjYyMBHuGhISwoh4eHoGBgaHXF8FFYopCoZDgArcBnUU0USgUjo6OBBQQKCDsps9gT6OWA3KLaI98DKQJ5CSnAHDgTiA/MC8qcPDiUj0Bb+IYKJIJFY1UjDteVVXl6el59+7dX375xcDAwMzMzMjIiPBhYGBgamrKdn/06JGOjo6enp6BgQHmYmpqyotxHlZWVmSqdnZ2ZmZmBgYGRBnCjaOjo4ODg4WFhYWFBSQYzIebmxsZjaurK/yxSqUSFjIzM7O0tBS2vqamBsUCu4UcDSJ1e3t7a2sLJcrKysrx8fHx8fHOzs7BwcHFxcXp6SnGwb1dWlpiy8EkwZdgTPPz8wMDA11dXaWlpSSoAQEB0C1hYWFEBx8fH/xEQEBAREQEKQnL7OnpSRILwNRefmdnZxcXFwKKg4ODs7MzVkLA/ckylpeX8WwEDoAkyfrU1BSsDmhrcnJybm4OlpMUBscAx8wuQYA5NDTU1dVFpgpkE9UPDCOUF+Cjt7e3ubk5JibGwMDgH//4BzsbP0HmSfJpY2Njbm5uYGCgq6urp6dnbGzMk6amprzM0NAQ9+Ds7GxjY4M1EGXIUbnYK4TqmJgYDw8PQg/vZmtrS3JL9A0KCqK6kZ2dTX0hPT0dsWBdXV17e3t3dzeKUXYR/+7s7JyeniLMPDg4eP78+evXry8uLp49e/b8+fPnz5/z2ydPnuzv75PlPn36FESyuro6Nze3sbHx/Pnzly9f7uzsDA0N5efnR0REQFIFBATIhw8LCyN9JZMPDAwkHfXy8oK3wDjkMYgb9I0BYS6Wlpbm5ua2trY/WcbCwgI0FM6NfU9pAxkOmx4tBTACLcXIyAich4j8cBiit+jv74cUF9arrq6utbUVEQbv2dzcrFKpjIyMbt269fDhQ/IOY2NjLMDAwAAwwfNEE+CnkZGRpaWlr6+vra2t/BcjIyMMAv9BYgL2tLOzMzc3NzMzc3JyghYMCAiwtbXF8oyMjMC51tbW0MlUIoj3lCIDAgKioqJKSkqQFLW3t7Mr0DIiJF5ZWXn69OnJycnx8fGTJ0/Oz89fvHjx5s2by8vL9+/fv3///t31dXl5eXl5+e7dO57n8efPny8vLw8PD9fW1ra2tk5OTp49e3Z2dra7u9vS0hIZGenr60vgCwoKIiMllwkMDARyQnJAfIEkvLy8CCv4GDc3N/hfe3t78hcnJydumqWl5U+Wsbi4yOZm1WEgyDyxif7+/uHhYfEf8N/4j9HRURKNgYEB6md9fX0ouIaHh6mtowiEDEUj2dDQ0N/fPzg4WFhY6Ozs/ODBA1bl3r17knliBzo6OtgHYIL0BHCgr6+vp6eHb4DDwLVYXF8AUktLS2IN1CfZh7Ozs5mZ2aNHj+TP2djYcBMlzQPMw2qo1WqUQS0tLcJniCaBwLq6unp4eHh6enp0dHRwcHB0dPTs2bPLy8urq6urqyuW/8P1dXV9ffj5+vjx4+fPnz99+vTq1StqMUSoi4uLDx8+LCwsaDSa8PBw4IKXlxeIMiAggHoYxIyXlxf5C98Fkhd6l68vroJQolAo2F1GRkY/WcbU1BSWMTw83NfXhzQcFSfOAz0Oil+QJh5iampqaGgIuMBriB2Y0fj4OImraPigw2E1Ojs7k5OTTU1N//73v9+5c0cWHiMgE8ETQFoIh2FiYsJ687yxsTF5iqWlJWFCslNAOGURrIR7ZG1tzf+ysbGxsbEBk5ubm4NMra2tbW1tfX19KVxVV1f39vZCh8Pfw7LU1NQQbVdXV4+Pj8GYZ2dn29vbh4eHL1++/Pjx46dPn/ANV1dXnz9//vjxo5gFv+X6+PEjL/j69eu7d+/evHnz4cOHL1++fPz48fz8fHl5eXZ29uzs7Ozs7OvXr8+fP6+srGTVsQ/hQH19ff39/X18fHAP/AqcAVNOQosl8bydnR11JQCZubn5T5YxNjbW0tKCshKxVmNjI3IbaEoR70iiBcmNL8HN4GNwMHgOkWkRShBy1tXVoeaNjIw0NjbGJszMzHAArD0OgPwC/8+OF8wB78lGJ2pYWFjY2dkBtcCSrq6uFM9sbGwsLS3FJohEJLfEFysrK4CYp6cncsjk5GRkFqK9yMvLo+pRWFjY0dExMTGxtLR0cHDw9OlTsAJcxcnJCRGBBb66uvr27dvXr1+xiS9fvnz69AlX8fHjRzGOz58/4yd4nhd8+fLl+/fv3759e/v27fHxMRz8/v7++/fvX79+3dbWplKpfH19JX2lmBIWFhYcHIznkOIIO0QYTzc3N3JUsBcMB7mbhYXFTZxBZxHyGSS45JD4EpFpwQDSGyJAgSAiOQiWAS+OneEz2traSFbz8/P9/f2NjIwePHigr3Xp6uoSOwCY5B2PHj16+PAhkUIAAQ7GxsbG09MT/+Hg4ODm5ubp6ent7e3p6QkvThzBnjAvnBAMh7m5ubm5uT84tpQAACAASURBVIuLi5+fn0qlSkxMlEo3VSvubGBgoEqlQhpIKr60tIRKY21tbXd3l26io6Ojs7Oz58+fv3v37vXr12/fviUuXF1dgSpwFZ+0Lizjy5cvX79+/fr167dv3zAd/MqnT5++fv3666+/fv/+/evXr0+ePIFwwhttbm4WFBSoVCpgKXwXSBM7gP10c3MT1Onq6spv7ezsTE1Nia1kv+B6oPpPljExMdHZ2UmAEFHTyMgIgYD+MyrpyMTJO/AZEBJIMcRDQIrTN0aHSENDA5C2trY2NjbW3Nz89u3bjx49MjExefToEfsYI9DT08MssAA9PT2ggLbbgPOmQubo6Ojl5QWihDPGbbKooDBra2sgCLbl4ODg4uJCfcTX15fX+Pn5AetQvyEfRH1eVFRUV1eH20NmgKKHHJ5WsDdv3tD79fbt27dv3757944AIcYBwMRc5MIsvn379uuvv+JdsBgxGnnB58+fj46OIJlevXp1cnKCCiQ6OpqsRJQW8N9wXF7XF6gC4Ono6KhQKCCCSVy5M4aGhvfv3//JMiYnJ6kIUGimdQDlH2RDb28vZiHcMNIvTIdgQT8ZwjhKqW1tba2trUg4edvGxsaqqqr4+HgrK6v79+8TMsQHgCGgJchBbjyPUUNewVVQJiWhDwoKio6O1u7RQNqD7j44OFihULi6uoLOkDuEhITAB1B2DwkJQXBFdkpBHIeckZFRU1NTWFhYV1c3MjKytLQEv3l8fPz06dPz8/NXr169ffv29evXr169EqTJAgu8IHCIz8AyMIvffvtNjIPn+RXX169fr66uvn//fnx8PDAwsLCwcHh4SEBBgOPj44PAMyQkxNPTU6FQYByizwBhODg42Nvbu7i4QHU4Xl/cTwsLC0NDw58sg4ZP6fig2AH30NraCqLEJVAMQzgJc0W6UVtbW1tby69KS0tRd0oTAG1LtJA0NTUlJydbWFg8evSIeIGuQldXF6+A8eI5sAn8BGQXOSdOgi+MqsDHxycmJiYtLS0/P59eEmnpQe8UGxtL0k8NMz4+Xq1WwzDCdVIKT0pKQiBCW0pZWRltkuXl5fBay8vLFIl2d3dJSukXff78+atXr16/fv369es3b968ffv2Uusimmijzv/bMjCOX3/9VbyIXJjLr7/++unTp6WlpcnJyaOjo+Hh4bi4ODwcUEOpVFKslxqb/AgdLkwGgAx5CukrjPA/iSZTU1M9PT0tLS0dHR30taJSoX+VBUbG3dTURCJKMYzX1NXVtbS09Pb20sqGypfg0tjYiKKanoCysjJfX987d+7cvXsXVCFRw8zMjIyDUpmxsTHh0NLSkmzbxsaG0pePjw9KNXd3d8BUQECAaGSysrLo1tKW4yLaFpldfn4+xkrzUk1NDf0sUufDg5KZ0xg9NzcnPcfr6+vb29swVJKVnJyc0D0MzhD2Ast49+4dTwrC0LaM79+/f//+XYxD21YwlN9+++3Lly9XV1dnZ2f0jg8NDalUKhSdiAUp01NhCbq+yFZgMlD0ADmhOuzs7MjObG1tSfVv5iYElI6ODpAjEvCenh4IWgqk4EduKPZRXl5Oj159fb3cUJAKLke7SNbb21tbW5udnW1ra3vnzh1xCVLpgIXEGnAe4A98CRoLkgjIKxIwUBUFhcjISJoG0tLSEFEiIqejC9E5vXsUwXFj9BRVVVXx+RED9Pb28n2lFwuWc21tDdUnlnF0dASvdXp6enp6+vz5cyjw58+fX15eaieoHz9+hNT6eH2RpmIENyzjt+sLWPr169cfP358//798+fP29vb09PT6+vrfX19dJUplcrk5OS4uDiKrkCl4OBgtEjBwcE+Pj5gczyHk5OTs7MzNRd3d3d4YVtbW1ifnyxjdnaWG0HpBGugxAVv3dDQAGhg39PZh8QmLy+vtLSURjEa15ieALsFaqupqWlsbKysrMzPz/fy8hJGi3wV6o3EAUMhVcEs9PT0KJGQR3h6ehIycYB8Pb45dciwsDDUFaIZFpiGodCrA3NFuywPCgoK4GeBSmgD6uvrRZNGuXV9fX1vb29vb29nZ2d/f//Jkyenp6fn5+fPrq+zs7Nnz569fPkSHAoUxTKE7OKZL1++YAcsPz/esBLBGV++fME41tbWhoaGlpeXe3t7U1JS+O7kq4g9UQDhIdAisXnIUIgdMBwiYuJfXPJNBIpWANpKG1S2tLQAQnt6euhJZ6VrampoBG1sbKQBkPYQ7imdI7QVtbe319XVlZSU0C5nYWFx+/bthw8fwk2ZmZmh2Hvw4AH5iIGBgfAZ+A8bGxsnJye4GhA18cXGxoYUw8rKytHREaMJCAiIjIykB4udhFhQBLfS0kn/GWZdWlpK8whCQ0gXEjGwMyl3b2/v+Pi4hBUGaUB3PnnyBOdxdnaGWVxeXr558+bly5cvX758/fq1NuYQ2EFAEVgqj4kyYiKfP39++/btly9fPnz4gEJsaWmpo6MDWSjAEwwOvECMo1AovLy82EjOzs5ScCetwyDEJhBB3mS6kOVNTEwMDw+DMyiWghsgJLAVUWuWl5dXVFTU1dVRcoTUIk4L/kC9R7Udt5GXl2dnZ2dgYEDUENqKxwALLJfIh6QbXauXlxdsDLo0GxsbimcODg5obeABadpBZZmbm8vwCYyDRjQa0mlFYQABPc00oKLWoduFrjiQB/G0q6uL7hsiC7I3wgr+A4fBvy9evGBuCQNMYEKpj4iJ4DyE6dKGIGALLOPbt29kN7BqZECTk5Opqamg6bCwMOR9AQEBlEiE2PD29iY1VSgUPj4+bm5uWAbwExpQhNM3ESipBw6TCrv0jxBZ8BxChVVXV1dXVyNqamhooLCEcBxXLNNRUCvV1NR0dXUNDw/n5uaam5s/fPhQqudCbwMjiClAUSrp8sDKygrGE14LMsPBwYGaGZbh5+cXERGhVqvxT7QB0jEMg5mVlUVDLB2qeAj8H9MTeIZmuKamJm2ij1ScW4QydG1tDV7y4ODg8PBQLOP09PTk5OT8/BybELeBI2HADTU28RxYxsePHyXEEEEkxHz58uXt27foxL5///7nn38eHR2VlZXBXqhUKvAmsRW8CVvDMzzAnTg6Orq4uBBNIILxGdz8nyyDhmZKqVJEJbiMjIxINks/SHt7O0MsqqurQXCSv5CkyI/4EiJ3a2trVVWVh4fHvXv37t69i8ACulPKp9CUKHQojlDFwG6weogNHIaFhQWRxdXVFVlKaGgouSu9SUQNpP00edIWhlQ/Ozu7rKysrq4O1FlQUECfGUYP0uL7MvphYmKCyhlqptXV1d3d3adPn1JYJ33l8YsXL87Ozggx2AqVdwyFCUmQY7gNAKmw5vgMIUblAfT558+fYc2fP38+Pj4eFBRkbW1NqAVbSLEN1IkLQdaFjovIQtaKz8AmqEP9ZBlYAHo+bIKmZyl/sHXoUqdnFd9ApIDJwEpqamroKMedkLui8wsODr5z5869e/e09b1oLGC4QaBoI9DdoCUhvwJDoCQgVRHxJv+6uroGBwcjmaRFMS4ujv70lJQUGtTS0tJgvlNSUqiGVFdXNzc3097OjA1UF9JdJ9UiLAP16/b2NgiUTPXFixfPnj07Pz9HUcGPZCsCTsV0sA8xC8qtJLfgU0lbBHsKUw6x8e3bt6urqydPnkxMTOTk5FBLo6eIQjxaV9pngO0EF8guYrSTkxOaDHYjFYmbtVZEbEzAoUdtYmJCtBq0KRNf4CdgL8hZWlpaqqqqmHJEPgKqYKBFWVkZdlNQUODu7n737t0HDx6QawitKepOLmKEo6Mj+Aj5DNDJ1dUVMRIvgMlAm+Ti4qJQKGhSot+XoQO0KKKTQ6BFiKGFkHEaRJbq6uqGhgaU6wxnYkAIt4K+NPqvQJ3a6QkacVKSN2/e4BVuXBcXF1ClosmQMgppi7b/uEGI8QCmiyrdb7/99vLly5GRESbmiIwvNDRUmk1ovUHqR7EeNMq9Rb0gWhYhEW5aBkNwgAtU2xFh0BwgliGjV5BZ1NfX9/b2knqUlpbSMA7wJKzQ1V5UVBQbG2tnZ/fw4UN6AiA6BWdgH4APcAZGY2ZmZmVlJUAJ0wEoCYlOoZX+ERITJNcsv7RjIMABn8K8AVHLy8uZ41ZQUECSAi2GZYi6AMtASQ+2wDL29vaOj4/Pz88JEHCgmALz8yR8vHjxAp70zZs3vAziS7vMJrnJR61LmzAl6Hz8+PHbt2+///776elpRUUFsj+EXqGhoaIChPiXigm7CP+KWYjEGh0M102mS2YvQWmgwxBNKDIchPCQYABM1Fn0KIM3oZPr6uqYcldaWkpyGxYWpqure/fuXbwF+isqI/L5iHMU/UhKhc9H34UxCTpBC4gYh4qAQqEQ2WNISAiTaJiV4OnpyUQR4gvdsMw8YcABI1locqmursYmEAMj4JNMBLyJjA+HcXFxQb6Ano/4cnF9YSJgEZwKpkOpRVyFlEu044g4DO0y/YcPH96+fXt1dfXmzZv5+fno6GgRpqDqo9oOjLC/vnCu3CuBF5gFVW7A30+WgVeQVgCa3FF0ovvFo4gCg0Smv78fihNKtLOzE29M5lJZWUlYQempVCrv3r1LfVX0fMQOUDHWIGkIBTMh8/kOIuoxNzcnWBJEvLy8RDkdFBSk3dAXEBCQkJCg0WiYRsKkCowjLy9PrVYzrYtpLdhxW1sbCiZambe2thiOsLW1RaMeBMbR0ZG2q5C8Q6gLEhDcw6tXrwAf/JZnRAKoTYliHNr1WLAFsg+MA6dyeXl5eno6Pz8fGxtrb2+PoAuYaWdnR/aB0pNSIgouR0dHhEuGhoZwGNxYBA83a63kY0xRolJASxJ6aGApSfzExASjuhBrMT6LjJ/gwmgUaKLOzs7q6uqCgoKUlBRvb29igWBP7IPAIQUzaTsjcRW5HlQpQcfKykoIXVtbW6wHBRs1Rnq5wOdSVqBcQiWFqSa02DNoi/5VJARk71j/3NwczXmMgGXU6+7uLjTo8fExDkMCB4stvAV4gorJq1evJKxo+wxqsNoSHm1uQ8R/Hz58EOwJUfby5cvt7e329vbg4GAHBwdvb2/aSTw8PCi1u7q6snmIJtL2bW5uzn0Gy4uw8uHDh/fu3fvJMhDdAL9pcGVs0vLysnSeMblRlKGU4EESMGDNzc3QXDJxNj4+3sbGRkdHx8zMjPI32BgHIEocQRVCbKClEOEWgANdGr4ElhetM9Qev6Vrjw4LmsQBFtRaoUQllWXsH8U/SE+IcEgLIqk0fMNrwXtqxxRK8BcXFySlAjDxFiAJfsS1EG6INeS38hqKbdqoQgIKnoN3Fh7s8vJybm4uMTER9+nl5UVSiggDtC6kFgoVqT+IRJIf9fT0Hjx4gBr3Js4APQwNDTESQwby0StASwG0B7IuKmetra0Q5DwmQe3u7tZoNBYWFrSoEz4EQBDkwJsodHAPuDUsBgAhIh08hzQEwPlzFwAWdHZzkcT7+PiEh4cz0I7xBJAZeXl5dKNXVVVVV1ej+EWzKPML2R7CXgC5YMRXV1fpNdrY2MBnnJ6eotBkmVlvwaHamPTF9SX4lPQVtyHRRFvTJRINkMfV1ZX4GILOyMiIu7u7paUlXxmRH+pfiCzMAp+BD4bU4rHAO4pTLNBNnEEnDHtlbm5ubm5ueHi4paVlYGCAJIU8BW+ByotiCiXWrq4usr6+vr6ysjIHBwdaDqFQJINAVcZ64ydwFVwACCR6oA1BHnxDvhgCYLlQP1NjFMugiEA3EbM3GGmSn5/PLGIZBPX48WPEbJCbOE7GyNCZh1lQqqB3SKhPrr29PXEeMFqy8M+vLx4LFXZ+fWkbB54AIfENISDCMJhQHAyxpq+vz83NzdbW1sPDg6hKl6LIYJGMU1+lViLZPqppLtptiO8/WUZbWxu9NFNTU/SSSPMI2byktf3XV3d3NyN8gRpNTU1VVVUNDQ09PT0ZGRlUUx8+fAjcxTIIHAiHME+MQ7uEJrIdkWUIGwNWdXBwwDdCioO3vb29qbJScqPUAviSIgINRUlJSWCOoqIiKkRYCXpVBAaMQ6XILHUAuqpEzdTS0sLA65aWluHhYTShoFQYDhqdoT0Ory9+ZNgG8YhXAlbevHkDGhUoqo1DP378SGnt8vIS1mt1dTUtLQ0AAcdjb28PdQHCYMltbW0pkcApQwgxFkCYJKlp38xNhAiH5oK6QLdCEBGBOBUEnAeVFBnLRwdwY2OjUqnELITrJMOEtxBTgBHXTlnFeqSMAsbEwTDdgF5NyF2JrOgzvL29YT4IumwXPz8/1CuwQJQP8B/kJlFRUdnZ2eXl5ZTZNBoNo/sYe0VLIMOyqE34+vrSPI4I2dHR0c/PD5VhUVFRa2srJRWiz/r6Omw6Yh8GjYBdZmZmZAAJ+fDe3t7Tp09fvHgB4Pj8+fOHDx/ev38v2axcf/zxx/n5eWpqqmRwtKdKyAB5gC1EDs39F0ZRfDaRXUdHB7bppmXI6GB8BrU04guDPkGpWAwtaNQh26+v1tbWwcHBuro6hULx4MEDXV1dYVGgHwRXQmZAalEns7S05PNRMLO2tqbeBryAs8NWHB0dZUQO4YOsBFgugjYBpLTZgExxIdRjRQcaGBiI/i8oKIgxe6AWujYgWynt8gm53bq6uqbXF8aNDJEkmSmiJSUlFFxGRkZAJ0xW6ezsJN1rbW1lFg9j7FDazs3NHRwccKAEOS1+Avzx6dOn33777c8//1xZWXFycjIwMCA7E/SNWJzRSmwqKysr0W5ZW1vzgXG6NNrQ04XDuIlAaRSg34ZGku7ubpEBAyP4LR5Y9E4ygBxB+djYWH19vUKh+N//+39TNnv48CHRBGdgYmIC78lHefjwIfwVOEPSJzQ72AG1RHd3d2lXFPWzNmsO+EJHjyBFpLDu7u50HOFpqEoDe4lQ3FwnJyc8ijSFSj0PMfOjR49kqAvCVem61q4BwcaCkUNDQ/Pz89va2qCCNBpNcnJyVVVVR0dHWVkZZ1DQWwYBAxOjUqkaGxvpgjw7O6Ny++zZM9itz58///nnn3t7e97e3oaGhiAtzBcAwTNiCuioKZfwr0ylIqZQNGGl9PT0frKM2tpaSucACGpjqHmpHTAoB3QZFRWVl5cHfEO1ReNyT08PMyFiY2Nv3bp169YtNMDSOEQQAVLIncUyxMvxSkNDQwsLCwHYfHNgqXBfUl6RbIVkVcCHVBSdnZ15Mf7WysqK3Q+JIpUanJPYHD6DfpZ79+6JKWPNurq6GAo/knlhJVzgOycnp9TUVEp0ra2tKSkpSqUSjUhcXBzfztbWVrp2jYyMdHR0fvnlFwsLC5VK1draurm5Cd8qvQvv37//j//4jydPnoSEhOjp6YHKyd6loYh0FAEDEA0qWXQL7FK+Ai2c/zyaQEswSQ1sVVpaWlFRQUEVx9DY2EjPAad4MFq6sbGRaiQBhVFu+fn5NKkaGxtLYwjwQvyBtCUKw424iISKKIiHJMsiLsBVgDPIVz08PNC7gsn5Fak8bLHAFBsbG2dnZx6DY1g8KbtYWVkZGhqKNRNlhKCTpiaZ9sRyyjwPbRCtr69vZmbm4uKSkJDQ1tZGEbu3t7ewsDAmJoaOZCIUqyU8L5jAyMgIa3N1dc3NzZ2enj44ODg7O3v9+jX8x7dv39bW1vz8/HR1dcn4zMzMwGR4WU9PTycnJ1wCTXiMtKN/U+DIvXv3qH4zBe/u3bt37979yTLoSysqKkKmxRkwJSUlsJnIsehE7ejokIoal3arEu2slZWV+CgChFiuuFx8Bj/KrBxuDRy5fHS8gggVRSEM4ML3YhB0LGIWoA3cKXYJ0ycJPesqVA8roaenRzh78ODBrVu3PD09Kcrj5DECQW2kediEtMzwnpaWlthWcHBwU1PT9vb2+fn5wcHB48ePMzMzFQoFvgFz5K/jxgwNDYHYfn5+Hh4ejo6OlpaWXl5eNTU1Kysr5DKnp6dU5MfGxnx8fCwsLGSwKZuBzUOCJj6VLmduCKEWiwQC4r/xHzc5UDQW1dcXp8VADsrkIbAFqRrehXyEyjsZSmtrKyyIi4sL+YjIvk1MTLAG7qbkLOAJzBkMxQ4Q8Ixmh0wVD4T/x+2jgJWONDhW/AouAUwuHBrvIxy8jo4OxVs8MIDX2NhYV1f33r17dnZ23d3dl5eXHR0dd+/e/dvf/nbv3j2JhoKsZWQDBoGy1crKSqPRrK+vQ4Gfnp6WlZVZWVkRPXEJ0oIl44Gsra3J2H18fEDHSqWysLCwr6+POWkXFxe///77zs5OYmIidAUWgBFA8OAeuFcoGQBM3DecKGQork5HR+fBgwf379/Hc/xkGRwlRD2J8e9VVVVM56+qqqqtrWXuc2NjI79CJ9zU1CRtGmIZECEpKSlSbdcerHb//n0aTLgp3CBbW1uhZcAEovDDE/Kdycv55tLFyhAqxqRIDzixxtfX18XFhTGxBgYGJEHANH19/Tt37jx8+NDU1NTR0TEkJISDB2g7oG9Fo9EsLy//8ccf79+/7+npiYyMpHqpq6v74MEDAZ7idTB3ZsZRuxkaGqJc/vHjx62trfT0dFtbWwMDA0ItNsSAqHv37jk7O4eGhnp4eDg4ODx8+JBArK+v7+vr29LSMjMzs7W1dXZ29u7du2/fvvX29orbA3sJbUXpgNvFM4QY0hDSQNHpCGzCYdy5c+f27ds/WQYSG46AKC4upj2LyYSc5FBaWlpTU1NRUSEnSFBqx9NUVVXRh4IyqqOjo6qqytbWVkdHB8uFsJIECePAK5BTseNZS9HvEEFAG0QHsjIJHABMpsNKaytQnxlWiGZxpABMKyur8PDwxMRERlCQ11BYSU5OLi0tRZQEv8cQBAgeRhENDAykpaVZW1uz9bXjCGiJLpjw8PDOzs6Dg4M3b95Q79jZ2VlZWcnJycEbGRgYPHjwwM7ODj9nYmJy69Yta2vrrq6ui4uL6upqbPfWrVv//u//7u3tPTExcXl5SV/kly9fRkdHfX19xc+x8EJxikZcrEEGtMkAXaKetizj4cOH/8RnyPxNOUiG2jQ2wQRumo6wIbwLIgw0UbyS6drV1dVdXV3x8fEsv729vfhttqwkBcBm9jdFQoGc+EBQN3yGwA5Bl3xV6ahhcioD/RmJB3OFJJhprMHBwaWlpRzAMzExUVpaWlpaihhRTk5kdgiDxUTjCJczMjJSVVXl7+8PFOXzA4Nw6cCaoKCg9vb2p0+fQlK9ePGC5qWZmZn6+vq0tDQ6DVUqFf2VycnJ1dXVR0dH//Vf//Xnn3++ffuWaYulpaWWlpY6OjoFBQUvXry4urr69ddf19bW0tPT/f39JWXD6ZKOgceBFCSo4DZBXZLKMmcH2CfzB/T19W9GExZYjnLhnAD6umgg4KyXwsJCZNYkLxxHyBFDRUVF9CllZWXREujv788C07kK4pM5FiQCJiYmbFx4OpqLABy4RNpmGPmAGEl6ZkAVJJky8DA8PDw+Pl6j0TBbkjHQlAnHx8c5Ya+8vHx4ePjg4GBtbY2ToDY2NtbW1kgiVldXGZLMFEdmwULnNDU1paene3l5kQ1hzXRwSEFHoVAkJia2t7dvb2+jyqFNntmph4eHW1tbvb29RUVFnHvS3Nw8Nze3v79PWe7i4oLJGf/1X//13//93ycnJ/DxOzs7ND03NTWx6XEPEBhsOW0RJGsPQSd9A1IlIb0C9qKKgubS1dX9yTJYaUSRnDLHcaOo72nu40hPOjKomHD6UGFhIacN0hmMPRUWFtbX12dkZADU2fSQuGBvhULBXCxBoOQdArCBHZiIPCZPIRe1t7eH0+T/Ek0CAgKio6MpuJeUlDCvc2lpiVnPx8fH6+vrTEOfnJzc29s7OTlZXl7mLFnO1d3c3Nzb22MqMoVGMDUHLHLeWHJyMtLRlJSU0NBQBtbAsTIkLyQkpLq6enl5+eXLl6LSu7i4WF9flyl4lHAxwc3NTYTmz549e/PmDYV4Ascff/zx6dOns7MziPPLy8uamhqWE3fFtpH7ww1E4oXdaLetSmKMO4FqIhpSz7qp3OGYQiII0jc5bo6mUI6VQCTHkYJiQGVlZXKEXXp6Ose48T4FBQVBQUE0HjLKVBabgAfSFIGnra2tyNFElSO0FRdOG4SBU6E7DU1saGgo09YoZJSWljY1NY2MjDANB8kdx9hgKyh7nzx5wiTXra0t6qvI2Bg/19PTI0d0ET05PkF6zGWuOwVPKysrhUKhVquHhobOz8+1K+lXV1e7u7uz19fCwsLGxsbR0dHz58+l/URGbiARRduHWownq6qqqDNI1KC4KCyfRF7Qhoib2ELcUnwJAdH4egy3kZHRw4cPb/oMjtriTFtOGSIx4VwZfiSC4CrQWMvRyJxcx3GxtP3Ex8fjt318fPT19XEY0NU0FFlfnyMBZUsGAUEkXkEMhezLyckJeEVrDfeFKZnsm5CQkISEhMjISH9//7CwsJSUlOLiYk6ywWOLigKVzZs3b2gpo9R5cXFxcHAgx3cjzujv74f6A4JUVlbKETXMyROTBTI7OTn5+PgolcqGhoYnT57Q6o7wAv9xeXl5cnKC8Ofw8HB3d5fJ1MfHx69fv6Y4ghGg3aLn4P3797/++uvbt29zcnIePHhAFMY4cFe4LuII7oTIi8dFw2B6PWaZ1IYNSW0LNHqzboJlaDQa1jI/Pz8pKSkzM5MAQdNOQUEBYQVnUFVVxVFn+Awmt3NWDZZRUFDAEXkZGRkeHh74MXQlAGnJtcjmgQ7EabA0cUTGgQOyaJ1gkjIHcyqVSl9fXxIWb29v1KCg0cTERI4szM7Orqio6OnpmZub297ePjo6ol0dWQ29IUgonj59yhklHEbBSR3T09M08nO4JufQMN2GFJHQjjXjz1xdXTUazdbWFt0A3759o50VvQUScDQWb9++ZTzo2dkZkrAbsj/cxvv373/8+PHixYu0tDQmGgIsCMH8e/iAhAAAIABJREFURSpKcDZYBmwNHww0qq3Fh1NA9gDIuDlZhWkkHEbECbMcWoyiGjBBZElLSxM7INEtKChAYimnXRKDyXcYeVZQUODl5UWjC3gef6AtKtE+QoBviJcmACHG4TGVMzhQZlk6OTlRbWdojvYZJaSjGDenRPf29o6Njc3Pz29tbSHKYvsiqzk+PiaPYCgbw9dpMm5qapKT2cPDwwkf0tvDN5KBinZ2dtnZ2bu7uwSI3377jaajT58+0cqsPQGBwRg3BKE3OpFoM9nf34+KitLV1RWFm9P1HGBpayZYCwmkPbxQu0vDzMwM4AkshdW4mZsgniYvRUDLMTMMVgaHElM4pJTQo9FoOKKYWIPDyMrKAn+QBjO4grPy4uPj7ezsZAQnPXdOTk6AZElxpYaOF8F5INZiX5ICwHtCgXA7FAoFJzwEBQWh7MJ5BAUFMWyEkwc1Gg0iv4mJCQbvr6+vHx8f4zOYBL11fc3MzNBL0dHRUVBQwMnp3t7ect6W5AUSLgnwPj4+hYWFW1tbzMoBhBJNsA8EWjSyShfa169fsST6E8V5IAf8+vVrV1cXLeMk7QQvOf8L50GBSfYbMRecQVWST65dExBp/s3uRY6ox2FwrlNmZiYIg1NnGGdG8zgXoJXHHJUIz1FUVETXOVEJLoFzclH6ZGVl+fn5cWAANDPwAsUABQ6hMQSBitKVTUl3PJIcUdPL4T9yJBiwlwI3o5joYUxJSSktLUX0ipRmaWkJUThnTWxsbGxtbXHcRH9/f3Nzc15eXnBwsMRBkYzAI7FORHR2pLe3d25u7uLi4tXV1Y8fPzAO0eMwAVIusQaEfTc8B6Hn27dvh4eH4eHhurq6grrEaVErkHF1NtdHuoDkpOwu/aEwoVLSQjEDU/6TZbBy4EcCB9ZAXODUUDlsnRBDsgrDUVRUxIiSoqIimCUafsrLy4uLiwlPsKVlZWXI6RobG6OioijAonyBD5BeVraj0DLSXYIRsCnpPOPUSQqMtGrJcVqIQxmKyDR/ZDuJiYmFhYVIQck+6DuiC010exzVsLCw0NDQoFQq7e3tZZA53DbErigeRKDq4uISGhpaWlq6uLj45s2b33777a+//vr9999R38jMPyDI9+/fgRFACkzh/fv3RJPLy8sXL16gDC0sLKRSIxp6T09PElTGngrhRljhSUgLujFsry8+M2VncCgl4psIlG4tDgkmL2WmEdQhLaAYBAiUFJfeHmhE5MGFhYX8L4aWMGaPw47EqQitnpKS4ujoCBEOfU4diMegbqmkk+s6OzsDOOQID1GNQ2Yw+JHZj7xM3AZnDYWHh4NeVSpVRkZGRUWFDC8UbTCt7swhgvKPiYlxdnaWirZ8Qv4029TyekYx0sPk5OSGhobV1VUojR8/fgA1Li4uKH/gIQAfKH6psPCjFFxImj59+jQ1NUV1FFKHf1ljjIC/ToAW4QEIg2SED49B4DzgM8yuT4r5J73wHDXLWb+saHJyMpEiKSmJY+yZQgF1wWnmKSkpJSUlLS0tECGckwiwwNRwMMQg4d1BIZWVlRqNxt/fn49oa2vL54PeEB2o3fXYOfIUIYAReqH28/DwYOwQp9ky6I6+RU6/5RBDJmZSLqH/E89RXFyM9IQ52jIhoqurq6SkJCwsjHKP6H1QQlAu5xwrMhR6v6Cig4KCEhMT6+vrNzY2yEfoUf727durV69GR0eR5EgTs8xnkvmQMoCFjoSVlZWgoCADAwMCmSiYTK5nattdD2Ij3oknM78+HczMzIy+AYrP1DJxGNJjDOz4yTIYOZKRkcFgPI6z41hAUH16ejoeAiianJxMQRL3wBHFOA+1Ws3hkWQEhCSOBWloaGC6F8WXkpKSyMhIaFp7e3vK9HxVciq2BV8YLhw0LkOGRMKDWRBc4EBhKmNiYijAogrmCGSGCHC2HowcajwG2dJGVVdXx/QBy+vp5lTOaIji4mMwy91aa7gRAYUCzdLSEkIbUoxv377953/+5+7ubmJiYlhY2ODg4NnZmUANGpbwH8zwe/bs2YcPH3Z2dtLT0x88eEBlGGQgggSRRcL0WFtbs+Skr+w30BsA0+T6zDmwp7QTo6+72VUAx8UhuYmJieSliYmJKpUKBAoyxXSYsEmnF/QowIJDpniNMGYcWcsgPaAJaS3F25iYGOyUO0v8xi1LwzvcKJI+8kOZDIGsS1gNbIIPhudg5jLzETgVnElWSqUS02E4An2LXK2trfn5+VgVUZwkkFtsfj15EtDncH2JYwcvs3d9fX0LCgrm5+epuIIuf/z48ccff3R0dFhaWkZERNTV1e3t7WET0uX24sWLV9fX69eve3t7KTxRZGcOoszIpibCHcPpkttTLRM1mjRwMIBVDIU+Mbalvr6+5Y1pTDQB4xgYoBkfH898AcZAkcQjrscIiCYMz5OjtjGU7OxstVrNLHccT1ZWFgAF4IIQsry8PDExkT53GZTAt0VLIb1r8oA7Tqs7ySqSYE9PTw7vlHlcaWlpkZGRHEzKqL/IyEjG/pHKBgQExMXF5efn07LW0dEhLo3TqThRBlkQeIiau7asUlubj/O7wfc7OjpGRESUlZWNjY3t7e3RqvThw4fOzk4Uub6+vpWVlQsLCzI38vXr1+fn56enpwjHl5aW4uLiOPlF+jAEHwAqhSekERzeT4QBMgANa2C0pmhFEW8bGxvfv3//7t27NytqBAh4ISAFncHaz8TGxnJOE9L7lJQUWgKZcgS1lZ6ezotZJLgNWHPxFjAf1PBSUlJsbGy0W+cELfOFQXZiE6JCIAugWkHuDoEBPerr68tM3YiICHJashKiDylMUFAQH5vxbeInGDEbGxsbFhbGYeNhYWHOzs7igdGqaatZpTtUFGsm12PpkA+ampq6u7unp6d3dnaurq6enJy0tLQg0FUoFJmZme3t7UtLS5zFx8lIQtG2t7ebmprq6OjInyOUyNKKUosEFTzE86K1BrRJ27vAC9Pr6c06Ojp37tzh/NublpGQkMDp08wrioiIIDBjGVBejOJWqVQ4Z84kjo2NZcxNQkJCWloaZQtCPkV8tGF0+DA/T61WJycnw5ihsILmAgQRRyRVYVvgqLEMsjIIR6C403W/qxwLRbZC1koKgwOQ3hNOnIPbSE5OpiDHKQVMmeVuJCUlBQYGOjs7QxMZXV/Sbikd/SyAaEvJAB89enT79u2///3vJiYm6enpa2trr1+/vrq62t/fz83NxfHExcVVVFQMDw8zfwEG9uzs7Orq6vDwMDk5+e7du/r6+ubXJ/rInCpAmOBNEWFwx7QbCASQMlsHa8a+6STQ09O7e/cuEvmfLAP/D6jkXA9cCO069I8zopsmwYiICHq2GE3KmZHx8fF4EZxKTk5OdnY2pgZ7RlyXcVhRUVHu7u4WFhYIiiR9gu8ijopkHjNnr/BVpdmVRJHMjUFm5CzQPk5ap6ZxgJ6DgwPz2CniMPUMmkSG0oeHh8fFxckQexyYdOwYGBhgvtgK8wXYnTY2NpD6SqUyKysL6D0wMLCysgKx8en6fJOtra2ioqLg4ODExMS8vLzW1tbp6WmOQOAwpbdv39bV1RkbG8tZDtKvTNYGQiec8aPIPwlnsILYKzSMDKgRbyfdDMiDb+Ym0FMgieTk5KysrOTkZKrMSBqxDM4bRoyEfw4PD6fqyIErDMiSkQToGLKyshi9GB8fT7ZSUFDQ1taWlpZ269atX375RQRFJtfD5/mG4jzNrs8lEfsgYYEQwzhEPk51HuRIamdjY+Pi4hIWFqZQKMjyYS1dXFyQA1KnJfWHHUJpRjYIyEDMLDQX9xT5JOyTsbGxk5OTWq1mFurw8DCarh8/fiDrQsJDPzRT64+Ojtra2pDWdnd3j46Ozs7OUvC7uLiYnJz08fG5desW/VcitBb5J/uEjy2zMfC1PABqAO0JgtIrKm6PfJWY8k/mZ+A2CbEU0EEYzKcl2aP0wLlzUVFReGkJ50y5prwJmAXGMkMtKiqKN4c4KS4uXllZOTk5qaysNDY2/pd/+Zd79+7xzUUrAGwmJSNgC2MjSmv762PiMA6cDQ0XHDgoylhLS0v8BxksjdEM2HBxcWEvCn/FX7Gzs2NoN+GZv2tyPYKCG8oiubu7R0ZGcjgGzb2xsbEpKSkTExMYgcz5e/LkCZ0jaC/Ozs4mJycZ0z44ODg5OcmIH6bc5+fnE/4BDVgDagztdl9RhxNVRfsJHc5rsAbpGRYpF0cKAZxNTEx0dHRuKncY0c3OZgIaUB+yiHyPDBDmADJRukM5hppDIklkSFiY+U2mkJKSAs2Qnp7e3t4+Nzd3dHT08uXLubm57OxsGxubv/3tb3/729+QTUs3h3Tr4khYP7PrUeWyk2grksZf0jZqCohZOAmLnkSoUg7XjImJQXoIEy/I19LSEj/EW8lQZnThfn5+tra2+vr6VlZWkGYqlYrJ1FFRUQ4ODiYmJkFBQYODgwhBCA0nJydbW1sHBwfHx8fUcg8ODra3t+fn52k0n5qaYq7506dPNzc3w8LCbt26hYicrw+fhqRetG3cIqfrQ6+09djIiLT15WwzyW7EZ+CzQR43a61qtZrh/giiAJVRUVHseGESw8PDqU6FhIRwRrkQCXIJLE1LSwNtUJnjHJqamprJyUlqExsbG4eHh1dXVwcHB6WlpS4uLvfv3//b3/52+/ZtSvZ8Yr6b6fWMB6Pr85G4BZDo7BUKjyhoRADHZmK2Mpg0NjYWNVp0dLRCoQC4AHSoXLOxSJecnZ3RpqNFxXRYDIVCwXxnf3//+vr6vr4+X19ffX19Nze3oqKimZmZ09NToSVQftCKuL29vbKyMj8/v7m5ubi4yIBNhAE4lbq6OktLy7t37xI9jY2NCYvsfjYJoQ3/AcYk4ZdWd0mzbxTiJbvBJqTjkpjyk2Uwtp1jYcEKSqVS4CdVKyYbYTEwRREREQjsmF5CCiOWpFQq4VKhU5OSkgAlzc3NnJm+trbGCCzG47179+7ly5djY2Px8fGGhoa//PILqRrtjQL3bnTAwtuw/DhPaCiSF3YM2wu0AaeuUqmY9Oju7k52p00LGl+fCkvgAM/jwMzNzaEE2JSBgYGNjY05OTmc44oEMCgoKCYmhlEik5OTTJ3m4Odnz57t7+9vbm6Sl3JGPH3xHCe+vr5O7hoZGamjo4OrgNqiRip9jpKqSMVROlpZeAIElIZ06UmTC2iUvlzpqvonPWqIlChh4waoXJPFhYeH8yRzFIEUdHZgIpQxsQn8Snh4eEpKikajCQsLk1qOjo6Oq6trd3f35uYmp9LJZCNOsjw/P2ee1d7eXlNTU0hIiK6u7r/927/dvn1bexSHwfXZvtotpsICSV4nw0PwtzyPwiUgIIABoGFhYdwUHBKdOSRyckgswFNbLKl3fbFlsWA+CRQLRTVmcSLkCQwMhNRBHa3RaFZXV9+9e/fkyRPqNYzQ2NjYOD09HRgYcHBwuH//vpQbSUCsr2dG8CRmAWrGn0nvlrTpAiPkEl4Oz0HIZkvAKt3UgbK0cmawzJaAAyA9wSZAG4A4jqTDUFQqFd4lISFBrVZHR0e7urrSFgcbT2tNREQEp02NjY0xpwbRJcbBwDwOO2V84ubmZnV1dVBQkKmp6T/+8Q+Ov5CgKIyC0EraZWWJo6ampkAQoKitra2fn19OTg5D6IKDg8l++b8uLi7khCbX48JoM6fVlqRUpVJVV1czRFV7cBnjAjiwE3d4eHi4sbEh3eEqlcrS0vL27dt379718/MrLy+nA7Sjo0Nkqjs7O6Ghoexj6cXFZWIK1j9P3xYyAwcpkjncpPl1K6iYhTZBJ9MJZBjozWjCsVvUrDmujbWXs7ho30YDgV9BNcPwTZ7hPKKMjIy4uDjMgkScP0z20d7eTpRdXV3l9GImziDnl5mKSO729vaePXuGUPbw8LCvry81NdXJyenu3bu//PIL56GwU2VXaeMPi+uTGbgLUouCz4iMjMzLy6Mlk8Hk1GmZaUERnz4f4rRUgG1tbT09PVNSUtra2hYWFg4ODi4vLxmV9Pvvv3///v2vv/768ePHX3/99eeff/71119//fXX169fmQ777NmztbW11tbW1NRUbl1ERERJScn4+Pj6+jpBR61WP3z40MjICLgjHKvF9cgyvpfkKQRQHIm4Z5vrIbvi7UyvJ8CIWRgbG4tBYBPohH+yDEpN0MYiiEJ+rVQqyVZEDCFoA4lUaGgowDMhIYHSmqOjI1P9TK7bzA0NDXV0dKysrBoaGjgNhDFFi4uLy8vLMm2T4EJIlvHeAFV6AhjSOzMzk5CQoKen9/e//51gzFc107puVDTww2w4yi7e3t6RkZGQLjD30HSM8CooKEhNTQ0JCRFvAfhlVcyv5w4wOS43N5fB+0wD2NjY2NnZ4Sx4GS/MuSSXl5dfvny5uLjY2dmZnZ3t7u5m0tfs7OzR0dHe3h5pPA3TIp8mOvB1xAeIUEjkQpiC5LTaCj9tPyo1FyCqBBRiyk1NV0xMDPIFphzBlEdHR9M9jK4uJCQE2QtGExISAm4VppxaiUKhkKltwrzKX3V1dW1qamKQ+8bGxur1ta51cQzA+vo6Y85Ee4fd7O7uQhZNTk5GRkbeuXPnX//1X2mNFGsw0bq00TgmAsnh4uJC0RW5F+Rvenq6HIwiva+wGnTamWnNtgIeomRWKBQUXf39/TMzM9va2ubn509OThCFv3z58v3792/evJEZ0ycnJ0dHR6urq8ziWVhY2N7erqurs7Ky0tfXt7ge8iHyR2nk1M4+RKPFN6KSJ3wX70AEFIZDnKsYB7tXBkzftAxiBxABKiIkJCQqKorncRIQGAQR4g4pSUxMDLdVpVI5OTlJQzN/T8CaTGAyMjKKj48fGhoiPdva2qI/DCMgm11aWkKYube3t76+Pj8/L9Pg19bWFhcXNzY26CBqa2vz8fGB8ze5btMjhMH6gUiEV5YCqaWlJbPJw8LCOO4EK+ekVixDqokwe3x32tU9PDzCwsI4AIARb+Hh4QTWxMTEmpqaiYmJJ0+evHr1CjtgGPnp6enh4SFj/zglmtkHT548aWhosLa2li54uQiIYAsAh/X1waoWFhZog+GChddiP+AttMuzUuUBQkkLPJptqjw3NV0ct8QRbSBKoENgYCApKHRnVFQURSmOIyeUwJN6eHjQ7Q8PoX99Dq/BzxdomVWMiYnp6enZ398/PT3lDG3cg0yAZ1ArjoTWsYWFBeYbT09Ps8/Oz893dnba29sDAwN1dXVv3759//59arPa9X1EN0KREbBpbkOAQ5TELMi9UQvQWVNRUYG+BMFiaWlpb2/v8vLyzMwMrYhra2uMJMd2aTsDWFA75czO/f39p0+f7u3tMdWPc193dnZqa2utra3v3LljeH1msVCuptfj2CWsoAuRoQ+0GGlPQ5AfIWm0iXBty5CBKqRjzBC+iTMIBCKp5RBDtgiMBUcdk4OQpIA3g4ODSUd5d5loJu3V2k3WMp6GEh/DAnx8fAoKCkZGRmjS2t3dXV5eJqFdWVlhVzEYf2ZmhrGCzG3l1Lfp6WkmWR0fH3PYh4WFhYyN0+Y/LK/noRprHQZLYMb3Mt2AAmF8fHxJSUlHR8fg4ODs7Cy9r3yAsbEx0OLFxQVdQ6hyfv311x8/fgBCaRd4//69TBK+uLg4OTnZ2dmRyMgbLi4uqtVqdgsfSQIiyymyD0tLS2m5oOZsfT10S+gKKko21wNVzLWOOJUIqF0r0R4iJbKunyxDTvjkHFgoKSgs+vlhOamYIO0JDQ11cHCgenv//n2sgRkMHKTIn9H5+cJKxFrv/z/tved3nOW1/v9PnKys5GCwDbZky9Jo+mhGGhVLslVHZdR7771ZLpIs23Iv4EpxMCEYMKFDbEwNPYSOKxhMcZzDIXD6ynn5e/FZ97VuDfl9/4LzvPAaS6OZ57nvfe997Wu3uDj6RKWkpNTX18/NzT300EPQyWfPnn3sscfUwve3v/3t/ffff//9958+ffqBBx6ghb4mODGL+9y5c5SZt7W1cQRJeAF1ozPsI+gy3QSJzgSDwbVr15Lao/6ee/fuve+++6ChBJOhqtAHL7/8Mq1baf/7ySefXLx48fLlyyonAWGQGHz+/Hnu84UXXnjsscf2799fUlIC+nOZzlW2nyXOCjnAcARND1D9ixbRC6+ZRec3TcDk0IrbxcjCu6POaewR26eL3FosZXFxMfJRW1vLXGSlaxATaW5uLi0t9Xg8zOtWryqHafFJMOznMiGxQKNg1YDiK1asuOOOO+Lj4wOBQE1NzczMDG0xqTJ9+OGHaXfx4IMPqtU1A95oYKqZTnTRf/zxx2kXVllZGQwG6buFi+tenC3tNhVQIo5ojZKbm0s6cXt7O5UyTL45derUvffe++CDD9J0nJolXgMm3nrrLaqMyPwmF/ztt98GFb300kvnzp177LHHHnzwwe3bt2dkZCxbtowFFMwUnrDjZygG8gFg3uy2MxgXKRX4PbmvJIvb7KedAQTgYEcYM7JIMlAMQHGSb6nYAVugRYiuVVVV5ebmOhyOuLg4cSMobalobkhRMYdpl8nhEI+pzg0SGqfpeUiAMRKJTExMnDhxAueFqRqnTp2iTy2d4+hlS8fSY8eOMUz1wQcfJCRBvGpubi4ajYbD4dWrV99xxx2iLOXLUaID9AO3KxaTnZ1dWVlJjQVzoPft23f06NH77ruPuKhm7p06deqRRx4RWUddNVm+r7zyCqLzhz/84dixY2NjY5FIBGeNnVOfApu/ssOqvFBIWTmRqrFWzbtGHrELisQq1dljBqoHTEd6l9XQNzY/A8ZCyRb4aRgXEmG6urr6+voYz8zhFnoQg2brCRKHuBVxlJxRn5naJR9afgS3qJ5iy5cvX7p0aXx8fFZWVnt7+9atW8lgeOCBBxiucODAAZoYMzNW4zO57rvvvtOnTz/xxBNY9xMnTszMzLS3t9PIkfsky178OveZlJRkbwwFBOXl5TRsmZ2d3bt374kTJ/Cezpw5s3//fnpGLCwsPPDAA8xkBJ0QRXv22Wdffvnlhx9+uLu7OyUlBQPvsbru2yyWbAcXAqEiZuLsvBOzQq6ykIcILuKxZHnx5x7TN5HqOm2H3/TXAwwskgwCIjakIOWTFu7wFuXl5cnJybfeeuvq1au9ZsqSYrgJP7v0c5QV2MLupRrT5wr9hqPFn3OsV61adeutt956660rVqxITk7OyclpbW2dnZ2ldojpkEyVhmuigemxY8dopM90Eph4hho98cQT999//+zsbHV1NSVcGEH8Ar/fT0AEAO/3+9PNJPqsrKxIJEKeIp0Xjh07duDAgf7+/oKCgvr6eubyQZCfOHHiwQcfhN49f/78I488UlFRsXLlyvj4eJ/Ph9gp7ZuwDgRrqpm4bNsU1SuoepY0FMpw1IrIzokUlQ6FQ/6OuDJbFtlNNigWgebn50N3UkOMoDQ1NXV1dQ0ODtbW1qalpaHqAQfaVPVGdZl2TxgFj2kuLj4jwTTgRaPIoIiDU00HgeMYEpN9WrVq1e23375s2bL4+PhgMFhSUtLV1UXfUkar0OuYMd1qs3/y5Mn777+f7kqICBl1zz33HDO0BwYGMDfsmaA+DwUHI1Wfk5NTW1s7NjbGlLgNGzZUV1dnZGSUl5dTP8F8V3p83XfffefOnbt+/foLL7yQlZW1atUqv6l/JB2LmLA6XqhSgZMtlUA9N+3DSRyhWwSdT/kv+Y4IAbuuWge5rwAU9WPxmRFVIhRirQk9JyjxI4kLSJGfn5+SkkJwFm3vMO0WBCRlU6QShPlj3onFQTBFj6pDlH0JfEhzKLXVZTpvknzLFBW/319cXAwJQYvj/fv3M1ATuIqDA2P20EMP0fuAxkvw1qdPnz5x4sTGjRtJPmpsbKREr6urC8pLyStKWqPontJ4kmiysrKqqqpGR0fn5+fvvvvuc+fOffTRR9euXfvmm2+efvrpzMzM5ORkpZnpQCuv005Rs4VDZd92AhvJRGuti3wU9Ao2ReYpzfQgl65CbjAiNEcQ2ojFGbCBjY2NjY2NZWVl5NFTgxAXF4dJZi/tg65Ee1sBcO5tcZGbChZJtC4hlQSru3ui1dVWvb3lgvP5tlNOdAaiJiUlhYKD6upqGqrceeedCto988wz9LghO+SRRx5hxAQ/PHXqFNWtSBUpu88//zza5d5772UW+rZt2+g0REENg7f2799/7733njlzhmS+K1euXLlyhaK0GzduPP744+hdJSz6TF2hVAIlTypKJhseVZGeng50CJnRxryZIgnVdWaa1ul2K7cU0/XKa2bEiDVR+R0LjuO2SDIIhRQWFmZnZwcCARwYGu9Jo2L7RWE5TB9gNljuSUzIP8m05dZlA08+xGU1HlQehkwMX0GTW8mHaF0Ra3J25AdxV+RkRCKR9vb2mZmZY8eOPfzww0xXpy4InfHss88++uijUCaMizt+/Di5dxp/9OSTTz7yyCMUQ/Mhr7766qeffvrdd9/duHHj66+//stf/nLz5s0vv/zy888/v3jxIuNqPv3000uXLj3xxBP0lpEzmWFGp6IJyG2WW8FPNHUXHaBuCES46N0G5iDNEZvCh5DHlWkuQoNhM31BScVh0+EfNiUrK2uRZGRkZPj9/jVr1sTFxZHkk2jNEoBAZRukCSRraAJKnTBm7LHYAgmKDAeHXk6NLWouM8fVNkBciYmJHDWXy8Wt4jnbuseewgRAxrnXD71eb1ZWVllZWUdHB1iBjulHjhwhg+bIkSOMmIRAo+PKn//8Zw3fpjz1zTffPHv27Pvvv3/16tVPPvnkwoUL33zzDQH3r7766osvvqBhxsWLF69cufLZZ589++yzkUgEkh6fgjOtgjwFTkOmoSXdiICWGA67VQblDmTMy4LIcaXG1W6UqK55CuIr6iYUhauySDK08TrB8jydZvoEC+0wvSOhMZT8MD0MAAAgAElEQVRFbRsFh8Pxc+Vhmw8RGEqaEj+G7RBKlYzKKslU6Yekw/N+5jBImDRPUKIMsQP3Cv1KhrqqB6LR6KOPPkr16ZUrV0iwuHLlCt1RLly4cOnSpatXr16/fv3q1atnzpzp7OwcHBzcu3fvM8888+GHH7722mvPPvvsSy+9xCd89tlnn3/++ddff/3iiy/m5uYmJiaqTkRJewEzZkVhESVboDxU8E2NHWVU4AxSC5TdQ34XAz3S09PR4gK28OU4JmKEk8xQbT4hNtZq+y0y5C4zuNFW18pPVw6q8jRTzEAC3qkMIun2GFEQnnCYcj8Mgde0gFFin3K3FDNEnSCddjTZYfUC163yftwoAZQka7QbN+9wOH79619nZGScPXv2P//zP//6179evXr1inVdvnz58uXLV65c+fLLL3/44YfLly8vLCw0NzfT5W337t2PP/74q6++Cl1LjsFzzz330Ucf3bhx409/+lMkEnE4HGrGmGba/GZa8+7BFpxvLI5aRVMSAePJTgOnSAAAq8rjla/Lf2WS2DgUVdA0OZKHwrFZJBm26yIgySFTxqV4ZdGrkCTKi3SZSqGYrBAFseTKOqzk2yRT4aMIsiJJiLzT9I9KtuaxSVaERqFxFKJUsY3PtBPhjOopsDJwJyASh8OxbNmySCTy7rvv/td//dc333xz5cqVq1evIg28/vrrr2/evHnx4sXf/va3dXV1qampW7ZsYRTNo48+euzYMfKyRkdHKaJ86KGH/v73v//9739/8803i4uLk5KSwuEw7eeYZpViqs1UM5JmpjlhL5AAEbIICrBU3SJ45z/sqiu0gbnhGKjTpt80HPCacVWxVQWyGuIVlB/mMW2I7Z1m0e2oPyfVViS2NNjuK7/imLrdbvs0e80YXwyTbIftj9hEmX0nttTaEinJlnEVU4JllAytXr36V7/6VVFR0fvvv/+3v/3t+vXrly9fxpqQw/ev//qv165dO378OLkphw4deuihhx544IGHH374lVde2bFjR3NzM52g9+/ff/jw4enp6d7e3rvvvvudd945ceJEMBh0OBwpKSnp6emwERTlsk+gSNXVyUHNsObTsuXsPX4HUR5ykuE2VF+jLkXpZk6WipTSTANh1kEJHP8vnSGrIW3h/tmltdbJ1gmWfhbfnGxyr9kVjqnwpo41uRQJCQlgRik3Re3tx7D1mVINuJNEk1gL+6t32nQZ0glPTGTS5/OR6bhmzZp169a9/vrrP/7447fffkvI9OLFi9euXfvyyy+ffvppptsvX748EomcPHnyiSeeaGhomJmZIX+RqDqdgd94440//elPp06dqqmpueOOO5YsWSIGj4tOlVTos5eawaBOS+qCqnYuapWJWUk3c4AyzFRO+bR4KCopAEZwAyFT7Qe+8f4/ujHxC4dj0cgnpddqGxQaVvxMjHLAmjAukyTxktjxQwQFUCKgYGsa3aUtAdppm02xdRXObaLpQELESHrLbXUuIAuGleVjAfyrVq1at27dm2+++dNPP3311VeXLl26fv06r3fv3p2YmHjbbbc5nc477rjjl7/8ZV5e3qFDh+655x7CIiSkEZ1/8cUXGdR7/vz5J598cvfu3Xl5eStWrHA4HJSbwrvgZxLUWLt2bSQSKS0tVeIg5ES6aQSrZiF4npmZmdRto0vkrdh+iuLyEiBFT0R5yaqKWlwkGYlWZo29/S4rEUgaQhfQBs4fs8LbpF3Ed2mD+UCRH1IGOKKiItxWA6GY0F2iVU8gYVJmg62o9EVeU8mZbDKmbN0DvuEM/PM//3Nubu4777zz3//933/729++//77ixcv3nnnnbm5uXJk/H5/JBKhrSUB3lOnTj3++ON//OMf33nnnZdffvns2bOkb5HBRZHVK6+8UllZeeutt9KjgmfE41B3cOl5CuyEN3NycvLz86FBYTnTzVAELIhmCfInnAocUWWAAmbtwULsGpfObSzTJXdA2FDqF7cKqt++WGKFZDwmo99r6tb5So8V7NYOsZFKtUKQEU0bmuADyxbgYohzY5sFL7hzvH898+rVq1esWJFoImTcMwoW4Ow27ZXBGStWrOjv7//xxx//53/+57333tu8ebPP5/v1r3+9bNkyZNftdkej0cnJybm5uZ07dx4/fvyuu+5iEtRTTz3FwOaXXnrp/PnzL7zwgjrOPvfcc2+99dZjjz3W1NQE3tIdwmOywaqLFH0pqGH/REKDViAPnk66khs1okGelF3AhTXwmGwxToVIgX/gtdrLrR0lBqjgFj/BaCnVVvhWaUi29XIuvlym8RIvfv75yn+XCNqg0kbHtksskyHWj8movb29hYWFFJvwUA6Hg9PvNt1F0H9OpzM+Pr69vf3tt98+efJkfn6+2+3mdIZMA28Fw6qqqvbt2/e73/3u9OnTu3btIr9pZGTknnvuOX/+/B//+McXXniByprf//73xOXffvvtzz77bOPGjU5TS+c3RWYZGRl0MsVYyPkEaiATmqiooBo4FL1C021NdJATC/eFexIw8yvAfA4T05Ynn/zzufDSJPJuk8zsOzuX0GvV2wsr8E5lGkLw+U3Fuu0u2x6sNArihZpR0pHtCtl/BdgUcyp3BnIXnITmyMnJKSkpOXr06LVr177//vuPPvro6aefpt3i9PR0X19fY2NjcXExvoDH4wkGg3l5eWlpaXFxceCV+Ph4urBpNgUUNdorFAoxpXdhYWF+fn5gYIBa8M7OzoWFBQqX6UJMTuszzzzz+uuvQ4YWFRX90z/9k8PhCAaDrHzYdGHXTIycnByaACjYpi2XacAGQVpkZ2fTSUZJwnZBimqWEBQE3dbQcNkIyiLJsD2IFFMOirFg0XX6bRcR1Y3QsWTJycnYNoFTjxk7rrAIMgHNmpSUpMQ1vzW5KclKJ5bnifx5TYds29dCEwrZkFTB2+rr63//+9/fvHnzxx9/vHnz5ldffXX9+nW4CqZqv/7663/4wx/OnDlDhimTszZu3Njc3JyVlZWYmLhs2bJly5YlJiZKOFhZNjUYDJaWltL/tKmpiXZvBQUFjY2NExMTBw4cePTRR1955ZXXX3+d/hmvvfba3XffvW7duttuuw3traNIXD4zMxP9ATgFGmtOsbzNFHPhlOKm4muETKMEJXmghm0thTrhq9kdRbkXSYbSA2Ud+BQbYXhND0q8IFwMMl/YCdVRsVteU/yjgy668/8PHvIANrpMNl2w9IRui+u05UbWkBuGh8YZDoVC3d3d586du3HjxrfffvvFF1/AW1+6dOnrr7/+8ssvr1+//t133928efPmzZs3bty4cePGX/7yl88///yDDz546qmntm7dGo1GPR4P4xpZXI/ppOlyucLhMAkMmC0wP+5DfX39vn37KMmkzPW99967fv36ww8/nJqaumTJklWrViltU221IDexLOnp6XS5hNKwk3Q4w6FQiAZ22dnZftOtCqHBO8MaeE1dk6x8imk3yzY5TcxhkWR4DCch6O42xfZB0xQrYCbtek3hg8J04v+xC7BscmJ1ua3sXBsMxyTpeAzD5rbqMKUzfNaEcBEwvPB6vTynRNbtdgsGZWdnz83NvfHGG99+++0333xz9erVixcvEgqhLID/Ehr94IMPLl68+MUXX3z55ZfffvvthQsXTp8+3dXVFQgEAChafbfbDYWK9oa7ZGuzsrJwZLZu3UrYluxAWurs2rUrFAoRQEaYMGp+vx9cCQ8mHMo0SeImojTgwXBe1q1bpxxxG8pIRFSjpigaKlDJY7BQ/4ADdVnVoUKCOqluqzGDordeUx8n+tlj3GVBVNt9xZo4FxPnPtPMGzVg+ztCJC6rSxPIxmUyTTglWCiHya8EYTkcDp8pPcJmlZSUHDt27NKlS99///0333xDBJVECuYBXLp0ifERjCC5cOECvPhXX3311VdfPf/8821tbXFxcUuXLoWc4KvRVQGrta1y6YqKinbs2PHMM888++yz8/Pzvb2909PTv/nNb5iMVF9fTzjQY/pDItZwXxAVuKPZ2dm0DVK7GPS0SDD5IyHTdMVnUkG1LxxXO8wkRM9ixnakZ888i9PtkSm17FBKaoxS8pm2ujHZiwBsW1MBcxTXlaOhNYW8ko9juwNOM9HJ4/GkpqYyxROuTOF1hRxtfsVr5mPAvgDiGhsbT58+ff369R9++OHLL79EWxAdpSDg0qVLly5d4ueoEyrcr1+//vnnnx8/fjwcDi9ZsiQpKYnjiD4DLvAgCQkJgUCgtLSUSOypU6cOHTqUmZm5bds24I5q12pra4VjbI+PFI2CggJGgyEW69atI0NH053JJveYEaw2xnS73SmmcjrF9KJX0NFpgpROpzMuLu62225bvnx5bKw1xmZLMhSOc5syOhXdekxjCbiBZJNMSwRZ7qvfFI/zIjk5Wckc8jmdZpy6tJ88HQQ/xXRKEZfF20S6+02FljKnPSZ3HhDudDpZL4IOoLzx8fGzZ8/euHHj+++/v379OnJACI3oOeNnpDwYYXTlypW//vWvb775ZmdnJ91VMa9ExeT5B4NBWta3tLRMTk4ePXp09+7dsO8vvvji//7v/z777LNr167ds2fPc889V11dvWzZMo9VoKbHYfIcrSlp1YJZQXmIKpWPyhEVXAuYhtSpZuytfarl1qEt8OxicYaEKIYG9SxmQm2KQgg5YF2SBpker6kGE62J2pD34bF6YNj8mIgTCQoiLzjCh7PlftNh2dalXpMVgJRzzxlmzGkoFIpGo3v27Hn33Xd/+OGH77///ssvv0RtoEJIwGGiAKONPv/8cwYp3rhx49KlSwcPHgyHw/R7wU+hU6BknfVsbm7+3e9+d/ToUZ/P90//9E8jIyMffvjhyZMnyRE5duzYSy+9VF1d/Ytf/IIzIysMbERz0H4OL5qGyepLiViETRtM4lOoc46KUJo2CDWcYk2G8JuGp4skQyEut3V5TeTTYQa7C6TwZp9JS1S+odd0xkfHIvX+n3X2VHQm2VQlyQrKMxQsFejxW32+9RqHjeItrL5MLz+x6Rk+FmlLS0sjgsWhXFhY+Oyzz/793//922+/xY6gKjArDBtgiiJhtg8//PDKlSs3btw4f/58W1vbqlWr6PSbbHpscNucgf7+/rNnzx46dCgYDN5yyy0pKSm0Y0hKSsIl3rFjx5kzZ2pra2Fs2UidUpBcppkVB9dJ2ydcWTv6mmbmOsv6p1q9N1gKtBqLz6F1OBzx8fG0FIi1Jqh6hINcPaSJOC++r46y32SM4UyLA8WZRkFpdcSSeU0MNtFkDrvdbh10wWPELsYY8Tn4Ai6XC3IwZDU+QBzDpguRCrO8po+d3/Tq5m0kPeTk5NAuJjMzs6ys7MSJE1999dUPP/zwzTfffPbZZ3/+85/BpzgvSAyWhRcXL14Exu7YsSMlJSUuLs52phwOx+rVq1NSUrZu3frxxx8///zzU1NTmZmZTqczMzMzEom0trYePXp0bGxs7dq127ZtO3v27ODgoKIzsuwuU3abnZ1N2gfCoUgKkTkagonsUvq4nAPCC6Rbs9GKMyQkJFCuEVu9yF5Cs+OG6WgSHVb+mUxMDAgQ6PWbEpeYmK/+EA3kNmMTXCZzzGNqtkSfyKCkmPpMpDNgekjwJ4pMElJPTk5GbkBnwWBQUTc5OyA1Jbbk5uaWlJSQHtfa2vrUU0999913P/zwAz4LBuXTTz/94osvLl++zKwrsMjHH3984cKFL7744urVq/fddx+BN3EqaPX4+PjU1NRNmzYxr6+pqSktLc3lchUUFJw8eZLc9NOnT+/Zs+epp5567733+vr6OL7yd2xymVbaTI+DFcV5IbqmgeS0RJb+EFATccWCQypCOFGgFh8fH+u1OhwOBNBvWHApf5uK8FlxE2gZUWxBU6Ntu6zSIlgZTrnblDnYrChvsF3tUCjkNRXVHhOE48RnWAOINLyTheAGUDxEGdwmZcRnpSBh7IKmjyKRrUgkkpub6/P5RkdHicXfvHlTsAMEimVhENrHH3/MZLzLly9fvXr13LlzHR0dwNKkpCQm/jmdzl//+terV68uLS1tamoqLi72eDxLlixJTU397W9/+/7777/wwgs0Uzh06NDBgwfffPPNhYUFp9NJGI/HxCnDlUPfKLEjbCb7oQjl2bJKFEPLO2NDk00aFPoj2UqtjfVNOFLo+WRTkBgOh7knZULgAdqVk6Ja7cqnNNPgIWTGGYFX2AlhW6eVxue0ahidJidZZQd8EWvkMtMDMRz0fu/s7CwtLc3IyKivryfTLsk0908xo1Jsu2YH612mSptUq0gkkpWVBbCdnZ197733fvzxx3/5l39BIBiHJlflwoULiAiD8r744os333xzfHzc4XDcfvvts7Ozf/7znx9++OHKyspVq1YhH+JyCgsLT5w48e6779L78dy5c6dPnz5+/Pjrr79+9erV7du3O53O1atXY+UDJiINbCRKoqGTtDlRogaNeBhlun79+pCppg+YDiIOK6XXZTLuqCBMjKlRE5sk8kAEn8uUm9ocOcudYhpDAUKRAA436ERVU2wqciN6DihqR9UlFnbCju7NZSp0U83APQKM+PqsQlFRUWVlJZqPpF+n0wmNASUl3l1UipCsPJ3MzEzkLC4uLicn59ixY1evXv3xxx+//vprG5NevHjx6tWr+LG4uBcvXsS7ueuuuzjcd99996VLl957773Jycm4uLiVK1cSP0pLS6NQamFh4ZlnnnnzzTeZTc+Qado4bd68edWqVUuXLvWaNANFEEOhEO30abcHwsB/gUSn83pFRUVxcbGd9xU04/W0mMIfqviKjcLDLYpm8Jh882SrtJ6jr0QKqWKfSbNItSZuoDBI7eG8Kn1ZpsptJQBzAU7B5M6fJf7g0YhoQXnSOAtDizUlqwXcYFsrr5UzoNVxmXFzAdPsDLeWVV61atXy5ctra2sfeughCo2uXbtGnQFq49q1awTnaJsBBXLp0qXTp09nZGQ4HI7GxkY6mHEuhf5Y8FAotGXLlhdeeOHVV18lXv/EE0/Q6+HMmTPT09N+v5/+oah9loi7pZsU3SMxqRwS+jOlmTmmZBBKkVBbpHiC3yTeqnxwkWQ4rZxKp5Um7jYNWaD04UzcJhdLrLkWXdFenxnUI/oldXGJt1x21+JL8dVkK/ffaUqe7CIU/MM0U/1NIiexaTUF8Hg8+NUhq7rXaWWUKYvMroby+XzYqUgkkpeX5/V6aRzV1tb22muv/cd//Mdf/vIXun/itvCamAutdi5cuHDt2rWnnnqqtLT01ltvpZcNrSWUlsYeh0Kh2dnZZ555htRAuk7ThurFF1985513Hn300ba2tuXLl9P/VFFlnQ18K0bKIRnoabK8YMk4PCFT+cj6BExHDbIOKFON7SEsvYpicTgcXhOCd5tAqI3wxdaJQhGxkWbaQwmCkF2iiu+Q1adSvHLQKsb1WomGot34TN2JKF4ChpmZmQxBQpcqHx90kmIKf6Ut5A26THG2EI8d4MVRZLqi4NG2bduuXbv2008/Xb169dNPP71y5QrDmy9dusT8ZlTIJ598cvny5R07dkgRUjUu/wgKISEhobu7+ze/+c25c+eYrffSSy+RSfriiy++++67n3/++WOPPZaWlqY5ajw4SjojIwPAUVhYyOOrhhGDXlhYKLaUI6oaBb9puBMfH4/LSmeURZJhmx9BEqcZuMKTcHbdJuNLUQmvCcmSuq7ACk6XVAUel9q1Bk37dLeJm4jz8FoDOBRHFQoWCnGbEWLEITkxRUVFaA7RO3Lo5RbxgdJMySYrzM6b5w/TTHN7HB+4+dWrV9fU1Jw/f/6nn3764osvPvroI8AH3CgkGF7M3r1709PTUdpOUx6n6gr0JVH4Xbt2kSPIv0zLOn/+/PPPP//GG28wxRPxclkJ8S7Tlik7O5spRFTlw93RXUOFBZgStoMD7DZJ12us9iexOMOO6EtzSOmxx6L22Dmsnc8ahW3no/pNW9awGe6l6lsBVb/VfEjer9v0FxPf5TaJP0mmBR03pm/EoKiWSyHHNDPOg+23BRr94XQ6yd3ChNvfpc9XqwJlS/j9frp37N279+bNmySMffLJJ5AfOLQMbx4eHl61alUwGIxEIpmZmT+v/k1KSmJqR0NDw6OPPvrSSy+9+OKLL7/88rPmOnPmzEsvvfT6669PTU1BszocjgTTSVGnl9srLCzkVECIRSIRQB4/AZ/y1KxYwGTYw8jR9+COO+5YJBlh08mFyQ9O0ywl2WpPKRgvcKCoh81CImGA57A1EE8Fd3CXcE2qvQmaGYv2V3hMEpBqFSGyCPwEzGQTVCXlOsqzRYehCwV6giYVWR0ZkDNlFcmbBWr4TaoHFj3DjEpJT093OBxxcXF1dXUvv/wyAVs4sffff/+DDz747LPPPvjgg+np6eXLly9btqy6unpsbCw9PR38j7bjBrxe7+rVq8Ph8MGDB99++20arj/xxBM0P923b9/x48dfffXV+fl5h8NBZ0inabeqMAVIE8vCyAB4UvXoyc3NLS4uLiwsJCKPWQmYWcla8MTExFh2HG+ecYQ5OTkuK21T2+My9SZO02VLttlh0nC8Jps8EAhgnm19TliZzUOSRGYHTKNT26LLc7GdW06ews1U8KEesLvZ2dl8oFBLYHGKifw01VXzWmhXKFg2NCUlhTYE+MYpZpbumjVr0tPT9+3bd+3atb/97W8XLlygLcKHH3743nvvzczMOByOX/3qVx6Ph6ZWSUlJkJt8ODIaHx+fkZFx4MCBV1555cyZM3Q+HRsbO3HixIEDByYmJvbs2VNRUYEhQ/+tMZPbEC/cMVxTPPni4mJibyp11LRKQvnAQUXO5XXGIlD0P1BR2wPHglzbsQ8FOHwmOd2GRUoTCloNkTnEHDjb6HCvqrBLMWM4fSY/0a55TDatotFDqAT5JkhYOBwuKCjIyspCq+mr080gU/EZgiwScWmmZKu0GskGNrlcLmY4kqzl8/kSEhKWLVsWFxfX3t7+xz/+8d/+7d++++67jz/+mGj+3r17HQ7H8uXLWZm6urq8vDy0xZo1azDEWO38/HzY8VOnTu3fv//gwYPt7e20MKyuri4qKsKIqE+mELTdBi05OTklJUUpHZChLK9KlYjTAkFQG6mpqUD1ZFPGsUgyfD6fknWVhYzOVJcqhfx9JgVLyNG2I3bcPMWMYEkxdb3QTbzGnUEsZHF4f4xba6PRYDCIP4YQA7iIF/CoLAHgkVR6XBgxxMJGbtM3hksuK1yhtD02CyaG6BLIjvODwVqyZElKSso999zz17/+9caNG4xcvPfee9PS0uj4uWbNmpSUFJwIJrexu9BxHo9neHiYBnP33nvvAw88cPDgQfpVspIowhjXDOVNfE7lJ2qewQhBGkGjQrgUoWW1VY6ADPwDdpx10e7KtwSesHBJpvmOMFowGBQcCVi5hE4rZ8RlEgVCppsMiVWYDzGkgqLKBEs2MXr5rqFQCH2o0XmoKLQdfw4aR4sobOa36vW8VodeVCB2IdF0W4Y4EVELbERYsYDUAmVmZuJccFhXrlx56623tre3v//++z/99NP169cfeOCBSCSyYsWKhIQESExJJIDJ6/VmZWUFAoHExMRIJHL48OGzZ8/SZfvhhx/euXNnaWlpUlISmiA1NVXoO9nk5cuCB0zWlkgLmH5IUubXMFAA942pYYBTNYLyer3/oKoAukO2g6Os7AqnqSBKTk4m/Zy9F3IUoal79ZrccY6s2JUM04wszeoWotA5UDn5H12oK7QLgoXkIaBYSqQHVwXNoSUTsSGfSLFphI9fAQXi4+NB1m6TXsU6JJtQi8/nA5PipiFANDANh8NHjx79+uuvP/300/b29l/96lekbvAVYgeEH1kiv9/f29v75JNP0lD2xRdf7OrqoqmQ2+0m8TglJUXwOdlMaHZYbQGSTcdZ2GFIDgZOEL6X8mCaUSQSwe2gdIUUiEWSIV2NVxIwMx1t8kqoWO2XYBjJ2XFZBSYK/8iv0WYo9pZumhkyUSUvL4+TrZiZ4Ke8bUXtsU3KPJWyURwHbQQDSJaGcvA9i3t4+E1qkkCGw2SaOayQm6h0scP8iykRLwmIu+OOO5YuXdrc3Pz666/fc889gUAAvWL7/Mqu457XrFmzZMmS9PT0w4cPv/baa1TWNzU1waY7HA7VqLndbnCow3TDSjQNsTiT4L+UlJSMjAyye2gXTo9ogiyMlqUfMMh6/fr1cvIXSUaiaaJlV4UINqK6A6bezW7O53a72R6PlenvMkE4r5VGhpTgqcI3rFu3jkRfzDbp0WHT5dRmr+X+qGEX3wvOALuIteSHCAf4S5HhGCaUOxTpCeHhMs2oKKt3mXx6PkGPmWRKltPS0rAUyaasBqu0cuXK9PT0hoaGoqIikUOwDoQtPB4PEuM2rU6TkpJaW1s1r3Tnzp3V1dXBYJCEoMLCwmg0CvhTAk6ymc7hMXUh0u4i+ijXY1hiZWWlZuMRnoVcJzeWw/MPdIattxUKgUUBzeJ8Qw05THY/51XcYpIpZvSZEiaR0H5TPYdhQ+Pl5eWRgITTlWoa69teu2RujTWPw2nSONJMiZt3cVKZMAdReJ34GGcqaDKq1eMr0ZTbJy0umPOYfFVOApE/CI/U1FSXy7Vy5UrGNnDA6ELpM+WZy5YtKykp6ezsJHWU93AzCQkJcXFxt99+u9/vn5qaUk/BRx55pLe3FxKd9MRQKCT1xifQyY60Quk8t6nkcDqdcEsFBQVIA443YYS1a9fCnJI4wTGOlQw5Qk6rOIy1ABDAELvdbtUhsljoDJeVD4IZ9lpZnLiXmaazKUBBEfx00xVVgFGmQeEStBqSZ2t+j0mTRARDZuZ7imlpyIegh3Tuk02BL6STkkVs3Wn3FLTpHEWOFFEisOfz+WhNKdMMGgOSI+vr16/fuHHj+Ph4amrq8hflOzAAACAASURBVOXLlQ0jtt7lclVVVdGe5b777jty5EhVVdWtt96alJQUDocBCoFAID4+nhkd6Ax0FTeTkJBAAG/16tWKgwLObEwK24Efy84qszo2Cq+91GH1mMR89JX4dnCK1IzfJO+LRFKyhbZNWV4Bc4ED4EPlu0os5MjorCvCYtPnbivBQlkjSnGT5UIoU033BIeJm9hUj6Ao+5RoGubrCHpN6qHWxGNybuXchkIht0mo5tk5MNwY9zA3N/f0009v2rSJ79VzYdfi4+Nzc3MZ9nzfffdt3Lhx7dq1K1euRD1kZGREIhGqFDmi4F9RGknWsB+/1cCPm1m7di1mhdlFpaWllZWVKnZSHGORZID7EDEILo/J2Yfvc5imdBx30aAoD/hNvVO2OdlUXsAUYfa8pmBGkSr0WCgUIpMbSUpZPH6SOxSCk2ITWSkYkWqa+4NmuGGb0U9enJNt1+1wKY6g1qgOq5YrBnO4TNUnECcYDEoHKGSFzuCd2dnZu3btevTRR7ds2VJaWop6SzXFpUjY/Pw8ba8PHz5cVFS0bNkyFGQoFMIipKSkrDFTu0FdaKYk03cVZJOQkOB2u5XOmJaWBt4vLy9n5hUJpLgwmZmZSNsiyUA/J5n6MEUyhSWDwaBqcGF4BAxjwlH8ictk2QTNyHWXy5WWlgYhw+aR12P3mFLpFbYfc8MzSyxsDGirLkkJVDFCHDYdvjmd4go9ZkIuEilaRT65+BtWOcFM7kkyDaWcJjUcrslr5ufCR6n3vm0muOfbb7/d4/FUV1cPDAwMDw9Ho1GJPuYpLi6us7Pz2Weffe+99954442JiYlbbrkFfOrxeNhIuA2lNSWYickOq7G8erOyOPgQqkUg3Yt4PZgPheeMqWsVAx3jm6Fv080lEgKFpvXC6QBtiCwCoOHgyJQoS5QPxLOS+8Mlo6B4qc1aSv3K6xEXx4bpnpVvJgzIFiqzHD0UCARgS8UQrzEzglab0T42FrYDK07TlE2oIs10nBU2kiQpEMP5gX/kDNj89KpVq6qrq5988slXXnnl/ffff+6550pKSpYtWwZepqdKampqYmKi0gf5K2lxoHRM9jVRVhBCWloaYyLLy8sLCwsBHPQRSY7puaPEPvlXXGyA8i7hHPGt165d63a7BbCF8LGyTmvGjtvtRhQ4pjb8TDOjh9jIdNOkEqoDC5VipjEI8Xis+lu5LbKy4uxFmyq/CwPM4c4wbXXtNDOF8ZKs4Swxx8ZjKkgDgUCyyUEndQM5g1VzWxXYXtPsKtnMe0hMTPR4PGhKuDVMLaH2tLS0hx56iLl8b7311vz8/G233QblRUA1MzOToLGaJIvvweW2f4J8uEwBETQurAFolGG8BQUFGKlFkiFEjegJ5XlMTwS0hfiywsLCdevWwXDwJ9KWHAhZGT4H84lS8Xq9sIcoBsROlTNgBWCpfe7laNgEs01O2D6Ly3SSFDgVG+YzhQV4VdgRBXsxlDTsojJAj2ALCk+kQIbPdOzQk9IaC61u4xvuPNkEFjDcnBCX6WG3cuXKO+64Y2Zm5u233/7oo4/+9Kc/HTlyhFtyu93r1q2jNIZjrJGXP7+oH5FlTDaxJ0QEg8tpX7duHYH7zMzMWD4D2kSBTYfVMlZAl1AW9KqawhA5TLB6jSea+jP51smLk/b8ZlaPcL4yjtLMGA6vlWnHBjidTmIu/C3ARUbKbfI5EBFFQJDyVDPINGjKcpAwhD5olczYrhkv4Al0FuFRvFbfSzsCl5CQIIoWzOFZ3JlO7o/TykX1mzpyEBXgt6Gh4YknnnjrrbfOnTu3d+/exMREKPbU1FRyfTMyMrxeL81JV65cCbIRHwPPwQgmfiUCU9qL+Mb69euj0WhdXV15eXlubm5eXl6sNbEdtjVWu3hBPLcZds0Fw7p+/fpgMMh7RCLZllh2jp+4rVxihfKl3kVYyee00ajNiPtNraKSxPgoOY1IGD6Uw8pwRhXxK7xNQVGbO+c4ijWRTvKaAmvJopx2PtBtCoDJFElLSwM9oDw8VlddFs1pEmkx06A32Ih777337Nmzo6OjpaWlLCCHkzATplZnTypf/hQ6Y43ppekwAVGkB7EgYwbfhKSv/Pz82FirdtEmu+wDJF6ItcjMzCQqA+BQLonbatlhRxxcVlaBz+pu4Df5Vyj2sBmALs0vJ0UBkaC5hFqUpI57nGQq8kho8JrkHe7E5jyCJjHRabUZEZoRLeYw4RugnDSBy9TfymyFTNtJgbNwOOw1RRtaFkQqaHVDd5tSmtTU1ISEhFtuuYXWxLW1tb/85S+TTE8wGo1TK0AaCqgiycy0SzIJhaJibeJYPi3+AV4bQpyfn08AK9Y30XPaPLyYCb7JYWKD6GGMC7lbclOlJCUWHhOrFNALmGQOmX+RpABVv7nEmsunYkHRMQBYFInXqpEHtOIySBHaDL0IjIBJ/ULh+c0EdhgkxDfBdG7xWMnrblNuk2bKtX1W0a/tEktLyQbpE+Re6bRAwPh8viVLlkSj0QcffHB8fPyWW24RAaPUAsJgcEhJpqu/0+lU4EZJa5J4vlrxDR37YDCojLWcnJxYdjzZSvkMmH5LKh/FjgLudMIAcfSJIrFFRIjXykT3WMnAAatzqE4YZgVvCrXBVvlNOQmwN8MMgVprhriwx/Kb0LF+08mJCJwQsbSu27Q6hIpVUrjD4SAUkGlNvgRZg3sCpobbZTKYgqYrVchcvAeFB+ZQPMhv8pt8pmVb0MyucpnKDC7EurW19cyZM5s2bfrFL35BVgCw1+4PKb9drq/DGkbjMf1PbUrGfg0wEkjPyMgoKipaJBkyAWKBcPqVkK2ouseUv64xI7XJS87IyNDi+kzDBVs4fObyWjnGHtPGNsV0RQ2Hw0Lv/ErwAnXi9XpJVlALd3BPljXEMGjSg10uV6JJNNcREbaQ9Kv5h602fFaZv1CIe3EbXQVrxNAAZUKmHAvBpacbrmwoFMJRl7lkwbkH1g1w0N3dffbs2e3bt//yl79cvXo1Oxc2nUnxLDgGUkLsox2X9yxOgAKLQLfrnMhfC4VCkUhkkWTEACLRvaQG0RtK8XvbZHpN4Bt6x2ES5rxWIMbmzbxWREpeT8i0p1RyjWdxDgTCof4yxOR4PztB+pqKCfRRtmFyWjEz+SyZZgJNiunOgEpnj8XQuCxiXkuMkPl8Pr4XCcDN9psm0WlmRhoZdbZBFHJKNz1IsC/osISEhJycHNqSLl26FAIUOQ6Zec8B09PHaUYBOUyfKreJpzisTDwESD45BUi33357opkr5fF4smLmqNlkjsMMg/F6vWhyNRXEZCRb6UNIqMfjYX3FgsQQl7IggqJua3B5mileQpEETMM8lgkncK2ZBQTgJzcA+VABFtuDAdYxFYDQDcAErLGqZ/1+P3Fgohj+n7X+sd1UuV1eUxSK1SgoKIhGo7RexCrB54Ir161bR9ZuwDQdhFbnt2EzXUAGkbOOKACVkk2yHDfmcrlwnTBSuLtivWwP1mFKVMCheLOAVqaGxcXFLVu27JZbbqHnWKzOSLRGY+pW2OPs7OxIJFJWVkbmjwKMXElmtIDOk+y67anKlMRgWxuCsH+gQuCh0vXQonDzyCs1zSJMYUSURM/Z8ptE5bDV1QN2Emvotrpc2pnJitzaXpLLyuKRkLlMHSx4i6SHFGtQKvn+1I1Fo1HaFihKkmy1wuXrwFhYN5/Px8Pa4IYTgsKwQ2gOE8u0WaWYbU20RiojPStWrMC+kAQfy467rTow2/N0mAEA8CEVFRUFBQXhcBhPRJJhw1KXNWZAvIiMlLhRHT63qV5UcjLSIyig1AGSSXkb2QZU+qJCOF4aH4Q6CVihf8FepNBttSXFdOq8yoHknalWv0CPaZaNQOh5FaqllJToQdia04wfV11dXV5eTqhIoT52XQviM50LPKajFeyWorLK2cQeaQv482SrNTueqsOEBlEYZLmiWkjmQHPcdtttkGmLJEOslMuk8Osn7CIBXHLFkAztbqKp0vQsHnsTw5FI4JT3oOOSYnoFcVAcJuDEhVciwIjJUJt+CEGyyUVkAT8DpkFsuimNTzaDumwiAePCCoIP0s0QZcEXIcqAVe4gvGJ7FrxZWdBB0wicpOX169fDQ4fDYQUFpcm04NyMFiRgyrT42Cwz5VX8uh0xkdOhXU+2ajISTUtWAi7qzbV8+XL6gcbFxcVG4ZFWz+J8J0kGHCLppkTS/WZkhnCDbSnkWchJ0xucJuInd1/1rgGrE5ztJbJG+hNUNJ0xOZTqTJVupoWJ1uT0c0ZttkMaRYsroC7Qmp+fj44Mml658AeIvoyRxwyCUREoKCfNGtyNHFOoTn06HAyC6zdl5bgzWFUOOgYU+Ml5SDFlHylmLoffNG1GONh4EZXJpuAdhAH8xPqQKYgpWbJkyZIlS2677bZYBAog8pvRJA4z/AK0gTIIhULkh+Xk5BAx4nnkSiAlHlPkaC+0vQfiTnSmbS7I5sTkwojwwDtNNzPDWH0Nisqw+tTqBNtup8eEW/lDQmjSZNJnbrcbm5VpJkWkmNx3qBq3CTriNYi1SzOjzpROJo8paDrtFRUVVVRUhMNhO0ztMSFZez2dpskOq6pYEsLK0+F0YHCxI/Hx8UTnYXQ0Ahf/hYgdIBRBIfiC8lixYsU/wBlKeBRQEMLym+EEkJLUFuMaxVAXMjR2bNOmvIhZKAiXYobV6qyI+dCO+q1gKSePdYdESjftUUVFyPSIxRI5y50Ib9o/tO2d7k2UfMhUSXlMe0LOT6IZRyocE7YGd3MP6WbCKq/pIJ6Xl0fYPSkpSa4Zd5tkMoz0mq9INsVL8KRiUREmfA1By2RrZK7D1AYDKZAAwmyqgseyLF26NDZu4jSJUomL5+06TXKKrEAwGKQyLicnJ2AabNgsqv6L2kixZsYkW5V3TtOwK2S1BLUJJZ/VWNhWMDAWSgADZ9DoLtXMqNUBxSojahhHt6lIwN/htDlNbrPzZ8FhdlqOMejV5rtEecmSZpohZyBHRJ8X3DP9+YqLi6EuOIp+vz8vL8/j8YAfWR8aqsAqwUQHg0EQLp6qbDronpOpKehQXpgSZZyjVFAYgAxk5fbbb4+VDJlMt9XIHTF0mxiSw4T2vV5vOBwuLCykZlKtx0HIgcXNWJKtqWkuq8Yr2UxdVLRMwEImKQamYIM1MB1PhCqVzMxMCnVyzIVZwW9MNaX3XtPiGNeGbePPcQJjIswuq+0fgAb0IBoGu+YzKdMyfAQ4NPJOLC28LViktLS0oqKiqKjI5/MR3GcReF5MOVbV4/FkZ2fX1NSQGrhmzRoimvj2NqOYbHoXIBN6HESBcIl4LX5Ch2sAxz+QDB0R189mMNv0KA+MHqbdek1NTXl5OYOAWFzpA0Fujwl0eaxBDXw4FKcW2m9C8DZPKrEIWgnyou35iQqZMsx4h5CptSd31WcSvTgAYTNomRg0uSYppnGIfBbpUZeVXiowGzBDhzymU6ffGgeTkZGBX82N4UZBpoVCoby8vOrq6srKytraWga2OZ1O3CI7to6mZA3T09PLysrS09NxiHB2AoGA0gw8JgUC3QyHga20mS7sOLF+Usj0YunSpcuWLYvFGQoESM+7TZQEFUKSX5opG0H8y8vLm5qaSCcsLCwMh8O2pfBZZQQ6EC7TGt1njb/gYzPNLDtxTTb1JC55rZlfivOWmZlJnzK4DfYPwE/MDMkIWhXVGaZ1WKqZvy1AAOvsXDzxGolnEUiDlXFRQpDf1BwAOAhtEDSX1PKwubm5RUVFpMlUVVU1NDQwPLGmpqasrCwzMzPZVJ7JoAfNiC5wZVpaGmX1ElCPafWP9bHZqSSrk0yiaSODt4LaWLly5fLly5cvX04NyyLJkGG2Lb2Ou8g4Vi1o+hRQFkdbCPQzPVZl1AF6PtNMWJCQx2bbBCHVzkZshG7Ga03uwA/UaDGUBw0PoZjs+ZTaxeDijpRQT3SSsENxaabEwW1S511meBvaDnyje7ZzSkJWk16fGWJFaBteXNl1GMH8/Pzy8vLi4uKamprq6mruGXSCNLtMONDtdguoyary57rtkOm3LOCZbCpJk0zxh9fMxVWYntBafHw87dtQLYskg6dSzoQ8AgE0jyk/CZp8mUgkUllZiTWhcZgsAmgjZBp2ySXTqVJalMc0SoPYhtIIWc0hxUkgWOo+S68EhIBaPBad8DSrzJZznhQKUXCOahesA3SZfqWomETT9rw8ZmwRwqHlCphmMrZ6I1xCQRjypF7YRUVFZWVl3ENVVVVZWRknhweBw1VE3rO4sSkySlmAMJDP5KMIyXlM73NwKEaE1EBkSJQXNgVMukgywta86JBpE+42iS1pJrVfHEBKSkpubm5tbW1NTU1JSUlVVdX69evlChLPZZs9Vqa19hgKAZXL4irZgjVNsSYQyBtUFo9dBUk8goor4B5qg5SRoBnjEDC9EvgvX6eEZ9SPcj7wWUSE493xFOIYwCIyl9JJgUDAZbLXOEI0U6MjJ2dP34jc8F9SJ9lgt9sNliIGxJqzHdIELpcrMzOTYmXRgPpqhADvWtmsimYouTM+Ph4jgnAsXbo01pqgIVHO8JsYWtlRZV6xEJwYmg02Nzc3NDREo1FAKKpFTjwqR+Ei/tBvjW5MtfomiJ9IMZPi/GbyAbSVypaAGriFLCvdMBELzmi66Y2qmGfItHbhX5YVxU58Lmh6SBLEEioXbNLlNCPcUk2ToJBpsu7z+YikcNvr16+nH4HMRIbpepWRkVFaWsrNowJp65CWlpaXl4f5kDuDbuDDk5OTA4EAxwDWESCF7UAliDJPTEzkhom8u8ygErSFyAyaf8T6Jmg2mhRj6jD56jhgH2I7GJGWllZZWdna2trV1VVXVwcIxVcMWr3rQQkhM65SKhcvP9OMMU4zLZSkw4QM0qzBxmCasrKyiooK2vxyvPAFqPXmbUpJB9OooT8AMCsrC00jjxc1zoHONM2AbEQsKOa2Mi1STHV1pmlfHDTNGkC77DprK+HgKEYikY6Ojp6eHh6kpqYmLy8PNMOFU81JYG0Rdx4qPT2dNY/hC5AehylQU4oyHCPF9RDfkF1iOGJ7+3HrFRUVFRUVWIeqqioQE2HlsEnnx3wKLa5duxb3pKurq6urq7a2VvmrCm5xdLDK0tV2pDt98ehzFAnLl2EmhPFd+B3IcXl5OV2niouLKyoqgJ907UcHoAK581RTlwZthSQVFRWBT2nNLDS61vTqDpn00hib6DJz5rxWhTfkfdgUzoBJOTx8F51CAoEArjIPXlJS0traWlVVFYlEaHERiURkr3G4QNzSamhuDAqubEFBgVx9AiKrV6/G0/aaIYT812WyOpLN+GNxG3CgsV4rKKm2tralpaW5ubm9vb2hoYHYD3SW/HLWTlxvRkZGJBJpaGhoa2vr6+tra2ujQWnQ9M7CNNiSocMkMyFRUywxzfT5i4GfRKQ0wEFt2GlCFY1GS0tL1X1coAQc6vf7W1paotEojpXIBvhKjShDaDSEPcVKQRK/Iq5TPxHItcNdejqqwYqKilLNSC+eCKhUWFhYWVlZX1/f0NBQW1tbVVVFvA3XJsPUBdquVopJRkw3LaQzMzPdpuMDhY1AUaXeBay2dD7TVlCVjwq2xSJQFAaAv62trb6+Pj8/n7WORqOVlZUVFRW0deI4Zptr3bp10Wi0oaGhoqKiurq6urq6pKSEwyHMb1tWUIUOVtCkjNtdEhRAYRGlQrKystAQVENp6Bxmpa6urrq6mjtkg8WTQnFmZmaScwUqJHBfWFgI1sO35DP5FmCjSE8RMzqdElyvldQYMDkl4uVQVyUlJawwf5tumuQXFBTU1dW1tLTU1tZWVlY2NTW1t7e3tLRgOxShZbWzzFx4e1lI683NzXWZZtOJpp2GohN4gpqUIKDqNBmQYtBjrQlxYZ6EQdZwt/B05OzQnJbZkLQD469ow1BWVkYBP23kqMAPm94VCibBZeFYCn9w2jjiQVNGBizV87NA0AM0q0Mg+Gr2lcZ1Clgo1wv5QFjD4XBeXl5JSQl7L9snncHno04AH5mm2CkQCMg1E1oS1yQCV16Y3onkYf6wULg2GRkZtbW1zc3NVVVVtbW1DQ0NBFMQDuwIkp2XlyccKvwHSiNXlxiFOGUiG05TTuc1/W3geRERO9iGZBCVXSQZpaWlnCGxxaBlrExxcTGbwd6r8btNLmH4aXaJ2YaRBLGjITj3ytwUuuYN7FAoFHKZ7LegNe0AOgtPxG5myAW9Ta2VmnyIHcdFwsezyY915lq/fn1JSUlJSQnPHo1GkRjkI92aiSoG3aYxQqY2wm81/Egzya3wHxkZGSUlJS0tLaWlpRAPqampKCe6WXDAmpqaIpFIeXl5Z2dndXU1NrSsrAyfQEliYXMBYzml6enp7LTbtAAhQ0DmGPnGW8EHdiwu2QUwLZIMTQ5WIpOMNCaD5dNSYux17JjAI3lCIcuKK9ioHJYs03jVb4b/wjulm3p5eYAYF3YRYgBFpY6WpaWlCCuWhfvJNTPThUM1SYqbl38LO6nuIkAW8KDmPwBEss1M5YBp3mJLRsiqqZTnpafjvGZlZVVVVdXV1RUVFcnS4XLDDFVXV0OQFxcXNzU1DQ4OlpeX49pkWReWBdPMV4sXkarAQ8HueKzZNGKffWZCp402SN2I5TNwCxXORkfBtPAvOQfoFQ4ohlnmmWXFAGnDSDPhw4X8OX+KjamEV04Kj4EqhmDAwWtra6urq0P4otEothkmA7umroY8SH5+PnfOqeK20b3oHoSAkVv8ikNMYWZ+fj77x1NAtWWYmZcCHyGrHFI4FMVAApHfVGjm5eVFo9HGxsbq6urs7OzU1FTc77KyMsxKXV1dXV0dzHJHR0dnZycd7tReXmg9bNr4oxo5jZmZmeK7nKbbc4rVtMhlhtLpbclm8I9iK4skA/WbY4YPAnrVhpiN4ZyJ8OAn3BCOLo8EVi0vL6+srAQSctQ4c2mmAizdzLfic1RQJCdTqVDAcswcCBe0UV5eHo1GsSkCQ7ivwGSEm3oIxbQ0bAzfBHcGpr+6upoPqaysrKysxFNg4LYdL5WBF/uXavWsBZkqpKAwh2KK6ADWB4eltLSUB6moqGhsbIxGo2gvHNquri6SisXQ2MEgOdKZmZmckGAwmGwatKPACFoBUJSmqXCpwulJZthUrG8iO03iAquP2sBYqBUci4tOLigoAKvW19d3dHS0trbywFVVVU1NTbW1tRh+5fSCGJRxg32BYUOLwHaIOEIoldOgFrisLO5SRUVFc3MzawrswLhggxEU5EAmD7ujdlVgC/15TU1NXV2dNDxdR9D8nGAkDLwCIZZqWs6h3lOt7ulK7QmFQmhNcgBqamqampqqq6tB+pwomCR6u1ZVVbW1tY2NjbW0tPC3rCTfJS4xbJJPEV8RkgEz1ZYoRMgMkZECE/tMzqnCbIsko6GhgePO0a+vr9cdA/7BzEDRqqqqxsbG1tZWlDkUCAqDN1dWVkJv1NbWZmdny79AE4oYRs6Aq0ghjgAXTyv2urCwECFgC/GQiVVyS+S1Kx0G4QAyYyOqqqqqq6sRfUY04uiWlpYiNGwGORMtLS1tbW08YG1tLapIRTfYF5EldjKfbD+SIXWCDqfknLsqLi5ubGxsbm6uqalpb2/v6Oiora2tra1l8evr65HL/v7+kZGR4uLiFDMKMz09HStJUqrCSSjvsFVZI+sGjyIyKWwSYBEjp9W7IBaBtrS0NDU1Qba0tLR0dHR0dHQ0NzfX19c3NTWhBiA6OZ2dnZ3t7e319fX44sg+eBCyvLu7G1IE9RUOh2GvwYPifdE6GDJOubLilEMFDYWPil+qjskYEb6Xix9CzeHHYn3y8vKktCORCLKFG4l4YZ44srW1texZZ2dnW1sbj0wHAZQ8aoknEgqRP5JuWnKHrKrMgKmnWrt2LV9aXl5Ox+fy8nJiT/X19QMDAx0dHfwQc9nR0bFly5bh4WFOdk5OTn19fVdXV09PT39/f21tLcqAarHS0lIRRWLbEAuXafniM1NIw6YDB8S5w+HAcV0kGY2NjYhtU1NTQ0NDe3t7f38/oZDW1lbJdU9PT0tLC29GZ3DIqqqq0MAtLS3d3d1dXV2NjY1E5/EhYdkVA+PAIRDFxcUZZlzSWjP0i9csPTaO84pi47+orqamJvA8Pifmo6ysDFzMGAfQPp+jlv36TEwS70eXdHR09Pb2trW1VVVVRaNRjgRPBCjhxIOxQOicQtSG9KKAiExM2JT5FxYWdnR0NDY2VlVVSSza2tr6+/v7+/uxX42NjT09Pa2trQMDA5s2bSovLw+HwxUVFbW1taWlpdXV1W1tbdPT062traiT4uJiZtUqsxAwJKuBkiasryiSkusIsyXETLGAWmlubm5ubm5tbW1ra0MTNDU18d/29va2tjb0Sn19Pa1Gy8rKUNHNzc38tqWlpa+vD4VRV1dXWVlZVFSEcGRZ81dyzQRzcAw+s+wLa61Aly0ZfDuWLhqNcrAEFAiw4VasX78esSgvL6+rq2MP+C92hDvEXtjsCN/S3t7e3t5eV1fX0NCAggR21NTU8BUYL0A6xhELKBSVbioe0I6qM4DbzsrK4iB1dHT09/cD0dBPnL36+nr0VktLS39//8zMzNjYGJ+P0UFMBwcHW1tbcT1oqsS3QBStN6MYc62BLwgKgBrpUbIEiWGLJKOrq6uzs7PLXNwo99ra2irb0dDQwCq3trbyAE1NTc3NzV1dXb29vfxVe3t7Z2dnZ2fn4ODgwMBAe3t7ZWWlvEe5vhCRRUVFcBWi24EdPIzoB9QAyqm6upp9RX+IlsXKojmELZAeIGpdXR0ohNtubGwUugKsENACwcBSIzr19fVsA7uFQKA8wEkCg3ZOEOCU/6rIIGTK10DZ+fn5dXV1w8PDExMTvb29qGdbEZaXl9fX13d2do6Nje3YsaO5Qao5ngAAEOlJREFUudnv9+fk5DQ1NQnYpaenk61O8AVqDuuZlZUVMv134QgUHyUFB48X4cDWpKamxkrG4ODg8PBwd3c3CqCvr6+vrw+zMjQ0xNnqM9fQ0FB/fz+Go7W1tampqa2trbu7u6enB/no6OgYHR2dmJgYGBiA12On5UaKaEIhS2hwRiQlqA1x8CgJjFdtbS3Kg00qKCjgNIMlOdPyONhvPJSamhrmLkejUWX9YKokCuwQKdAcD5xY8mvgfGHlRaZlmDE8qWaiD5KhC78xaC7o8/z8/Pb29qGhod7eXgQC0IYgcmI7OzsnJiYOHjy4sLBAOrE+LdWaspmWlqYiQhgOMrdDZjzlWtPxXSE6dXUKmmZooZju0nV1dewuV1dXV39/f29vL+Cjr6+vp6enu7t7aGiop6dnZGRkfHwcS4zWbWlpaWhoAH90dnY2NjbW1NTwSDwn52y9GbMLV4bHAdoX4JdLbF/wrZwh5ABqCHunz4d8ExkK0oSfQAMDDqLRqAKbwE/5HXTGZDUwHw0NDXyLLCYyByJGUgm4yIjIdCLWgCroGfkFSmvCta6pqdHJ7O3tbWlpqa+vl7bu6uoaHR3duHHjtm3bZmZmOjo6uE+CU+vNGAmKD8gDUmAcAcrOzgZFwerKn2dHFPjEy10kGQpXNjc3k0jS29vb3d2NK9XY2Dg0NDQ1NTU6OtrW1sZvm5ubUbm8s6mpSaoeaA0c4Yc4AjphGksMu4DfyI4SpuH0Awztn5SVlaHqkUUbw7NP4l4xJdXV1Q0NDQ0NDWgXvBicc17zAoe8zFwIBPUdUDVtbW0dHR18Kb4uj1lYWFhVVYW4d3Z2dnd3k0WhpEOACChKKe+IRaYZauzz+fLy8rq6uiYnJzds2DA1NdXT06O1xT/q7u7u7+/ftGnTvn37pqam4NFbWlog5Ug04chJOhXQ0PYrMQVTXl5eTvgixzR+gTeL9U04E8gsSqynp2doaKivr4+VBS5xnsBiwFXkmn3C5auurobp4sB1dXV1d3cTSFQ2HltO4AqVUFJSwsnjBCuAR/AWpMmmcrEofCPIFA4UC80GY3ckQ3i5yBYIo6GhARgES82dY244uHhAPT09PT09rIMIbFAwsxHz8/O5K3GvPAVaCkuPtyUqE1uJ1ScCUFdXt3nz5oWFhc2bN6OnBwYGOHXo45GRkW3bti0sLAwMDNTV1XV3d+MhckvyE5l9hCZWDBnRUeiAk4lAUKGfn59PxGeRZLCmoGXcEJYGYgOozE5TH4E7h47ht3oBnkf3gDyGhoZGRkY6OztxJrXZBHiRaPYS3SteFWmw3U6EgwvJEJ+BiAh8CE6y07gb/f39WkrehllhKRWIAbRK2dTW1oKs8RTa29ubmprAN9FoVAlmeFuoRjnPPCaiQ6hBkVti64r1g8RbW1u3b9++b9++8fFx7Hhvb29NTQ1Rt8HBwenp6UOHDi0sLLS0tMhXgHliU7jb5ubm8vJyaQgFvBTQgL+hIQrkG6kqWTHdmLQEbDarIAcEvVpeXg45SL9ZDhMIv6mpqb+/H7YDNTg8PAxQRQkDVyGa2F1R0coZE9EJ2GRTuWQL+F5FSTBSMjTyTjHS8ksxB1wwMWB7lhLPBR2AbCHZnZ2dmA8gFMsCeEI4pIFwZRFolpiV5ADIe0eBQ7pwHmICUngxjY2NmzZt2rp16+Tk5ODgIHiORxsaGtqyZcuePXsOHDgwPT2NfDc2NnLbHF2UOgiPkwbsYG1ZXlw59IQyWvDscnNzF0mGlCRnAmJDJqaxsVFBJo4LGX7t7e2olubm5u7ubvxejNHAwMD4+Pjo6Ghvb29/fz9eGdFLDhmYEYcC3WAnW6D5bR9EUJFghwwKz4nPCV6B4Ed18aLRXKhl6Ta8PiKrYDqJHeeBPwesdHR04IhJUPg0hYe0+hUVFRwSPC9ukiyKysrKgoKCLNM4ihMsxA1szMnJiUajGzdu3LVr1+joaE9Pz/j4+ODgIDI6OTk5Ozu7Y8eOhYWFtrY2jqvIa9RkY2MjbmNdXZ3ybFAM4gDx2ioqKoaHhzs6OhQ5T0tL+we+CZ/e3NyMHEjBSoVyBKuqqjhemJuenp7Ozk4Eore3d2BggFPFUo6Ojs7MzExNTTU0NICPIpGIAs3KzoLbwKvEPPMYFDtxBPkT7AgKo7a2Fn1OGLawsHDt2rXcG5pDOoAHtBUvaonPRF4ZUMjfdnR0ELaAnUTOQN+dnZ0oUY4myTiK6RO1ATKzJSoa4GHJIFSKoT1ml3UAkdTU1GzYsGHjxo0o6b6+PnRPfX394ODg7Ozs9u3bN2/ejGeE6uLOAWckAXV2dpLpjUpD4/JdVVVVHMKenp66ujo4eyDaIsmAoOWIaEHxSlAkfX19HR0diC1eHLQPYAIlgXoYHBwEcqJ4p6ent27d2tvbS9AV0hdVD0LUMeVGeTCpDc40Fl2gASsAsJB7Im+W3xIKKS0tZUehWDDMOLo6NJg23BNCWQ0NDdwh5w+DiHTiL4DEa2tr+RU3j1RFo1Exb8TP0HYkFBLTyTHzc6Ef8OdVWod9ycrKikajIyMjY2NjAI7BwUGsHqT4wYMHjxw5snnzZiJW4B4WCpwOHQL3Jbdc0E3MEOeZUNfmzZt37969SDJYLyxWfX09cIGlJHiDSuju7u7r6+vv7wdDjIyM8BrdMDw83NPTA7OODhwfH9++ffvOnTsHBwdFaduZHBx92Xt+yDNwppEMVJc0PFLFrUqCMepkhIAfkV2QEOARjcgLgKegN/iAQ8kbFCLgNashcg9vCMsrTc6icy4lHxg7KHnBZ1QFNlQeu6LZWJxgMFhQUDA2NrZr164NGzaMjIwAO/r6+kZGRiYnJ3fs2HH48OGhoSEEgrMNIGMxUYpoAkQWXMxrFpZoACQegCEWgYqo6OnpYfvZ5qGhoYmJicHBwaGhIWhNro0bN27cuHFiYmJsbAxUMT09PTQ0NDAwMDU1BXqamJjYsWPHzp07R0dHiWWjxFh6bg5djbhI1ct2sNB6jwCpcKKwpGAQOAAyEd3W3t4+NjY2PDzc1NQEhujp6Wlvb7c1hwRRelgHA7EQ98+pAOJhdJTmw53LjxU7h2TLuUM3KzkyNzcXUk5JZaQL4SmUlZVNTEzs3r0b48LoxpGRkeHh4enp6bvvvvvw4cOtra143XJfscXEQQEcCiLC+6G9IJOQJ7ajsLBwkWRMTk6Ojo4ODg5iDthgXKahoaGxsbFxc01OTrLxY2NjIyMjo6Ojk5OT09PTo6Oj/O3Y2Njo6Oj4+PimTZu2bNmydevW+fl5JENGQcBWvgOPhM4HDXDo2WbeCZZkDyQcioCAJHTccbP57eDg4LZt27Zt2zY1NSWJR/0A++E8iK3gcwlNw/cjKMSSeA20ggzkPfJuYPakP3hGvgXFBqOKo0sKKgVg4OuouUpLS+FVS0tLR0ZG9u/fv2vXrp07d87Pz2/atGl6enpsbGzr1q2/+c1vFhYWyCDBpojv12q3tLTAFBP6J42GGAI6GylBQ8dKxsjIyMDAABwty9ff3z86Ojo0NMR+o81GR0c3bNiwefPm6enpiYkJvNOJiYnR0dGBgYERc83NzUHlbt68ecuWLVNTU+3t7egAAWm2hxAX2hh/B1gnNc5rdg6SHh0uSyHBIk8AVEGGLc6RthYoTTQYq4RyljvGIgKb4Jrg/jl50IADAwNYWOKFfX19U1NTY2NjnZ2d6DC0HXYB4AKA1VPg4EC/sluYADsHBUBKaCY7O7u4uHh0dHRhYWH//v07duyYm5ubn5+fnp6en5+/6667Tp06NTMzAy5WjAnligocHByEbMRpADa0tLRwFNEZ6OxYa8JxB+8gIgMDA2NjY5s2bZqampqYmNiwYcO0uTZs2DA+Ps57UA8TExOwpWNjY7xh48aNW7dunZub22yukZERaEoCNJw/IK29oFh6lIreJn0uToLNFruA60S4h8Pd0tIyPj6+ceNGghFcSAyfg44BOGPFYOcgf5EwWZPOzk5CiQxM5PXg4CC/EtwWG0ZpFsuNTwFDiJAJMImPwX2VMKHqUe8AEZIvBwcHDx06dPTo0X379m3fvn3Tpk07duzYsWPHiRMnTpw4MTExAcTBJ1JyE64N4RhuAK2MWJD+g5FF9S6SDPZ+amqKxwY3YA4499PT05s2bZqdnZ2dnUVbjI+PIwFjY2Pd3d3Dw8MEVoj9bN68GbnevHnz1NTU1NTUyMgIqZrCEw0NDV1dXdQ8cvQx1Q0NDT09PYi5fGmYWSFBQSIgYVdXl/xkYLIYWGlB8DJ/SyYOgIMQIHBVmXZyB9CjHACsJ8/OSSAQjUBwFuHNOjo6GMKO3Msy8iyYpL6+PjxSxIhTASYFwOKxS4Ww5SMjI0eOHDl+/DhMKOt81113PfTQQ/Pz8xTHtrW1EQ3lY0kxQdbF+3GWwJE8OGtSUVGxSDLgsAGbwJytW7cCdoCWs7OzMzMzGzZskP6YnJycnJzctGkTKmRqampmZgYx2rp168LCwrZt27Zv344YbdmyZXJysqmpCUQGROCYam+gHWXORUVz3Ds7O/khIsJJRbA4rFh91EZnZydOU19fHwaRn3d3dw8MDAwNDQ0PD3OG+BxSjVBXKBWgFf4XKHt8fJxtmJqa4n6QOXAVYXRsnxLe2FqeFB+BDRCAGx4ebmtrE9GOahEcrjMJuULiyMfk5OQ999xz7NixgwcP7t27d9++fXv27Nm9e/eBAwf27t07Nzd39OjRI0eOHD16dHZ2tra2NhKJSIOSZ4MCZiU5LX19fcPDw0TvFkkGShLJ2LRpE4ceGDEyMrJly5adO3fOzc2xBJIbfsubEYidO3du3759bm4OEZmbm+O3u3fvnp+f7+zsBOPgGWKAARbQUETylGAGbgAWoGY4bRw7TAY2AusDREDt4eDxzELWaAuUIhIJ0kQBAEQ4xDwmtpV1wLwCyABhiA5LNzo6ihXmY8X3YCjFvMn09Pb2suCALfGYivGiPMQFg2qJNOXm5vb3999///3Hjx+/884777zzzj179uzYsePIkSMnT57cu3cvumTv3r0nT57csmULWQdoQQwKZ0ZHi5XEJ4iVjPHxcVTu8PAwuAFtMTU1hdVgs7E4MzMz27dvn5+fn5mZkXrYvHnzzMwMZm9ubm5ubm7nzp179uyZm5ubnZ3dvXv37OxsW1sbx4glYyFYJgw8FoHjjkwMDg6yx4gLjgDAAsEXfgQQQEz19PTgNJFhhDoEUgByobyED+Soa72GhoZQkKwDnyCbggoZGRkBnmNlUBuKcokFUZYkFF9vb+/g4KAwEKIJn4TtFy5RDJmFUtZIcXFxbW3t9u3bT548uW/fvr179+7fv//QoUPHjx8/duzY3r17Z2dn5+fn9+7de/DgwYmJCfnzrAwmWJYFs9LR0SHguEgySMkBQnLWp6enZ2ZmFhYWtmzZMjExgUHZsWMHHsfGjRu3bNmybdu2Xbt2IbDz8/M7d+7ct2/frl27sCMHDx48fPgwb+BFd3c3br3Qfm9vL8vNtqE/OHzINWddngLbgEXAVxoeHiZJk99iNRCmgYEBQjbYMo47eghtx1eDjmWJsKfT09NbtmwRAB8bG5uamtJPxOVs2LBhy5YtmzdvnpycREb1+Rg1rCF6BSVBOGliYmJmZmZiYmJkZGTDhg3Dw8OSJMX6FdTUcimnn9SWzZs3Hz58+MSJE8ePH7/rrrvuuuuukydPnjp16sCBAxs2bOAIcXj4orGxMY43xwZVOjIywlqhHcbHxxdJxv9d/3fFXP8nGf93/ePr/wMWB4coPc7jYwAAAABJRU5ErkJggg==" /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br />
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Conocido como el “Padre de
la Administración científica”. <b style="mso-bidi-font-weight: normal;">Su
interés principal era acrecentar la productividad</b> mediante una mayor
eficacia en la producción y un pago mejor para los trabajadores mediante la
aplicación del método científico. Sus principios recalcaban el uso de la
ciencia, la creación de armonía y cooperación del grupo, el logro de la
producción máxima y el desarrollo de los trabajadores.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">La principal preocupación de
Taylor durante la mayor parte de su vida fue la de acrecentar la eficiencia en
la producción, no sólo disminuir los costos y elevar las utilidades sino
también hacer posible un salario más alto para los obreros gracias a su mayor
productividad. Para Taylor una nación es próspera si su trabajo es productivo.
El trabajo y la administración científica son los dos factores esenciales para
el mejoramiento de la productividad. Los propuso desarrollar a partir de cuatro
principios:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">A.
La organización científica del trabajo</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Se refiere a las actividades
que deben emprender los administradores para reemplazar los métodos empíricos
de trabajo ineficientes y evitar la simulación sistemática, analizando el mejor
método de trabajo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">B</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">.<b style="mso-bidi-font-weight: normal;">La selección científica y la capacitación
del trabajador.</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Se refiere a <b style="mso-bidi-font-weight: normal;">ubicar al personal adecuado en el trabajo
correspondiente y propiciar la educación y prosperidad del trabajador</b>. A
partir del análisis del trabajo, la administración debe precisar los requisitos
para el desempeño eficiente del cargo. Este paso permite seleccionar a los
aspirantes más aptos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">C</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">. <b style="mso-bidi-font-weight: normal;">Cooperación entre directivos y operarios</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Es
buscar la armonía y la integración</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> mediante una estructura
funcional en donde los jefes tienen mayor conocimiento sobre la actividad y por
consiguiente el derecho a dar órdenes y el estímulo económico con sistemas de
incentivos que remuneran de acuerdo con el rendimiento personal o las unidades
producidas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">D</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">. <b style="mso-bidi-font-weight: normal;">División del trabajo entre administradores
y operarios</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Los gerentes se
responsabilizan de la planeación, del trabajo mental, los operarios de la
ejecución, del trabajo manual.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">Funciones
de la teoría de Taylor</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Estudiar cada trabajo antes
de fijar el modo como deberá ser ejecutado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Seleccionar científicamente
a los trabajadores de acuerdo con las tareas que le sean atribuidas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Dar a los trabajadores
instrucciones técnicas sobre el modo de trabajar, o sea, entrenarlos
adecuadamente.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Separar las funciones de
planeación de las de ejecución, dándoles atribuciones precisas y delimitadas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Especializar y entrenar a
los trabajadores, tanto en la planeación y control del trabajo como en su
ejecución.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Preparar la producción, o
sea, planearla y establecer premios e incentivos para cuando fueren alcanzados
los estándares establecidos, también como otros premios e incentivos mayores
para cuando los patrones fueren superados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Estandarizar los
utensilios, materiales, maquinaria, equipo, métodos y procesos de trabajo a ser
utilizados.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Dividir proporcionalmente
entre la empresa, los accionistas, los trabajadores y los consumidores las
ventajas que resultan del aumento de la producción proporcionado por la
racionalización.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Controlar la ejecución del
trabajo, para mantenerlos en niveles deseados, perfeccionarlo, corregirlo y
premiarlo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;">-Clasificar de forma
práctica y simple los equipos, procesos y materiales a ser empleados o producidos,
de forma que sea fácil su manejo y uso.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-37887985914483806802012-05-24T13:08:00.003-07:002012-06-20T12:28:04.688-07:00<a href="http://www.juegos-flash.org/juego/Super-Mario">http://www.juegos-flash.org/juego/Super-Mario</a>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-56388341613382614692012-05-24T12:08:00.001-07:002012-05-24T12:37:55.713-07:00<div class="separator" style="clear: both; text-align: center;">
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FUNDAMENTO DE ADMINISTRACIONAnonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-87306593782661529822012-05-24T12:00:00.000-07:002012-05-24T12:04:57.165-07:00<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
Tecnologos en Gestión Administrativa</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8mSTzygVtaf5Qg4Fh8SF5zM2R2F_AJ-ZGE8ccERL6s58z3Ke5sT4Wk0gra-hmu24dw_n_zm-F3K_h_56F2Zvu6hVu8laofYGLUNynmH1y_RlzV8WVknJtlDMsQb0GjBQdsNOMi4tu5wQu/s1600/431526_2942893008963_1160346620_32341070_1389508030_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8mSTzygVtaf5Qg4Fh8SF5zM2R2F_AJ-ZGE8ccERL6s58z3Ke5sT4Wk0gra-hmu24dw_n_zm-F3K_h_56F2Zvu6hVu8laofYGLUNynmH1y_RlzV8WVknJtlDMsQb0GjBQdsNOMi4tu5wQu/s400/431526_2942893008963_1160346620_32341070_1389508030_n.jpg" width="400" /></a></div>
<br />
<br />Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-2470835709951278492012-05-24T11:42:00.000-07:002012-06-12T11:53:13.519-07:00<span style="background-color: #0b5394; font-family: Arial,sans-serif; font-size: 12pt;"><span style="color: #ffd966;"><b>COMPETENCIA:</b> </span></span><br />
<span style="background-color: #0b5394; font-family: Arial,sans-serif; font-size: 12pt;"><span style="color: #ffd966;">INTERVENIR EN EL DESARROLLO DE LOS PROGRAMAS DE MEJORAMIENTO ORGANIZACIONAL QUE SE DERIVEN DE LA FUNCION ADMINISTRATIVA.</span></span>Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0tag:blogger.com,1999:blog-7158016955039868042.post-89457665619377156192012-05-24T11:07:00.002-07:002012-06-12T12:36:03.977-07:00administracion<br />
<h1>
Fundamentos De Administración </h1>
<h1>
Importancia De La Administración </h1>
La administración es una actividad de máxima importancia dentro del
que hacer de cualquier empresa, ya que se refiere al establecimiento,
búsqueda y logro de objetivos. Todos somos administradores de nuestras
propias vidas, y la práctica de la administración se encuentra en cada
una de las facetas de la actividad humana, negocios, escuelas, gobierno,
familia, etc. <br />
El establecimiento y logro de objetivos, son tareas retadoras y
productivas para cualquier tamaño de empresa, y descubriremos que los
obstáculos administrativos que se nos presentan para lograr nuestro
éxito, son muy similares en todo tipo de actividad empresarial. <br />
<h2>
Definición de Administración </h2>
La administración es un proceso consistente en la distribución y
asignación correcta de recursos de la empresa para poder alcanzar
eficientemente los objetivos establecidos por medio de las actividades
de Plantación, Organización, Dirección, Control. <br />
Es el conjunto de actividades por medio de las cuales se logra y
se asegura la máxima prosperidad tanto para el patrón como para cada uno
de los empleados de manera estable. <br />
<h1>
<a href="http://www.blogger.com/blogger.g?blogID=7158016955039868042" id="Administrador" name="Administrador"></a>Función del Administrador </h1>
La tarea principal de un buen administrador consiste en fijar
objetivos y al mismo tiempo administrar los recursos humanos,
materiales, monetarios y de mercado, para lograr los resultados deseados
dentro de las limitantes de tiempo, esfuerzo y costos predeterminados.<br />
<br />
Para poder cumplir a cabalidad con la función principal del
administrador y/o empresario, es necesario conocer las actitudes y
caracteristicas que lo guien al cumplimiento de su objetivo. <br />
Estas caracteristicas son: <br />
<ol>
<li>Dedicación a la empresa </li>
<li>Persistencia </li>
<li>Carácter enérgico </li>
<li>Independencia </li>
<li>Competitivo </li>
<li>Objetivos realistas </li>
<li>Aplicacion de la Ética </li>
<li>Innovacion y creativismo </li>
<li>Analítico. </li>
</ol>
<h3>
Requisitos Técnicos, Humanos, Organizativos Del Administrador </h3>
Los administradores de cualquier tamaño de negocio que triunfan,
son aquellos que están especializados en las tareas técnicas, humanas y
organizativas de la empresa. <br />
<ol type="a">
<li>Los conocimientos y habilidades técnicas incluyen entender y ser
expertos en una actividad especifica. La habilidad técnica, capacita a
una persona a desempeñar la mecánica necesaria para un trabajo
particular, esto puede ser, saber como operar y reparar una maquina
impresora, etc. </li>
<li>El conocimiento y habilidad humana, incluye la habilidad para
trabajar con otros y generar la operación de las personas o grupo de
trabajo, Esto quiere decir, por ejemplo, saber que hacer y poder
comunicar ideas y convicciones a otros y entender los pensamientos que
los demás tratan de trasmitir. </li>
<li>Los conocimientos y habilidades organizativas incluyen tener la
habilidad para visualizar la empresa en conjunto y al mismo tiempo todas
las funciones comprendidas en una situación o circunstancias
particulares. La aplicación de este requisito puede implicar tomar por
ejemplo, la decisión de ofrecer otro producto o servicio adicional a los
ya establecidos. </li>
</ol>
<h3>
CLAVES PARA ADMINISTRAR EFICIENTEMENTE UNA EMPRESA </h3>
<ul>
<li>Definir claramente los objetivos de la empresa; </li>
<li>Dedicar tiempo a los asuntos de verdadera importancia; </li>
<li>Planear y seguir los programas; </li>
<li>Aprender a hablar y a escuchar con efectividad; </li>
<li>Ser un líder involucrándose en la acción; </li>
<li>Asegurarse que cada miembro del equipo este asignado al trabajo mejor adaptado para sus conocimientos y experiencias; </li>
<li>Fomentar que los miembros del equipo de trabajo, asuman responsabilidades; </li>
<li>Evaluar lo que se ha logrado y si es necesario, emprender una acción correctiva; </li>
<li>Llegar a ser efectivo en la toma de decisiones; </li>
<li>Aumentar los conocimientos personales. </li>
</ul>
El listado antes mencionado únicamente pretende dar una visión más
amplia de los aspectos generales que se deben reforzar para administrar
de manera más eficiente la empresa.Anonymoushttp://www.blogger.com/profile/01594544778646900036noreply@blogger.com0