tag:blogger.com,1999:blog-13857563925974995822024-03-12T21:25:55.769-07:00Modelos y Teorias de EnfermeriaAnonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-1385756392597499582.post-6886559817566185642012-11-12T19:39:00.002-08:002012-11-12T19:39:41.575-08:00Teorias y Modelos de Enfermería<!--[if gte mso 9]><xml>
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(Teoría Centrada en el medio ambiente)</span></div>
</td>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="mso-bidi-font-weight: bold;">El objetivo fundamental <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>es
conservar la energía vital del paciente y, considerando la acción que ejerce
la naturaleza sobre los individuos, colocarlo en las mejores condiciones
posibles para que ésta actúe sobre él; <span style="mso-spacerun: yes;"> </span>se centró en el medio ambiente. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="mso-bidi-font-weight: bold;">Los 5 puntos esenciales para asegurar
la salubridad de las viviendas: <b>AIRE PURO, AGUA PURA, DESAGÜES EFICACES, LIMPIEZA,
LUZ. </b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Las enfermeras que <span style="mso-bidi-font-weight: bold;">prestan</span>
sus <span style="mso-bidi-font-weight: bold;">servicios </span>en la atención <span style="mso-bidi-font-weight: bold;">a domicilio</span> deben <span style="mso-bidi-font-weight: bold;">enseñar</span> a los <span style="mso-bidi-font-weight: bold;">enfermos y a sus familiares</span> a
ayudarse a sí mismos para <span style="mso-bidi-font-weight: bold;">mantener.<span style="mso-spacerun: yes;"> </span>La práctica de la enfermería implica el uso
adecuado del :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="mso-bidi-font-weight: bold;">aire fresco, la luz, el
calor, la limpieza, la tranquilidad, la oportuna selección y administración
de dietas.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="mso-bidi-font-weight: bold;">Todo ello con el menor gasto
posible de la energía vital del paciente para evitar la enfermedad. </span></div>
</td>
</tr>
<tr style="height: 127.3pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 127.3pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 76.3pt;" valign="top" width="102">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Hildegard
E. Peplau</span><span lang="ES-MX" style="mso-ansi-language: ES-MX;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 127.3pt; 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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Modelo de Relaciones
Interpersonales</span></div>
</td>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">En la relación
interpersonal enfermera-paciente se pueden diferenciar 4 fases: </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Orientación:
búsqueda de asistencia profesional del paciente.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Identificación: se
establece la relación a partir de la identificación del paciente con las
personas que van proporcionándole la ayuda, explorar sus<span style="mso-spacerun: yes;"> </span>sensaciones y reoriente sus sentimientos.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Explotación: el
paciente trata<span style="mso-spacerun: yes;"> </span>de extraer el mayor
partido de la relación establecida. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Para cada etapa se
toman roles: Rol de extraño (identificación), Rol de persona recurso
(preparada para ofrecer respuestas), Rol docente (capacidad del paciente para
recibir información), Rol de liderazgo (cooperación y participación), Rol
sustituto, Rol asesoramiento (papel fundamental). </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 127.3pt; 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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Desarrollar una relación interpersonal entre el paciente y el
profesional de enfermería.<span style="mso-ansi-language: ES-MX;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
El modelo de teoría interpersonal hace hincapié en la relación entre
el paciente y el profesional de enfermería<span style="mso-ansi-language: ES-MX;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></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: 76.3pt;" valign="top" width="102">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Virginia Henderson</span><span lang="ES-MX" style="mso-ansi-language: ES-MX;"></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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">14 Necesidades
Humanas</span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Durante el proceso de
cuidados la enfermera establece una relación<span style="mso-spacerun: yes;">
</span>con el paciente: </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">1.- Nivel de
sustitución (totalmente al paciente)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">2.- Nivel de ayuda
(solo lo que el paciente no puede realizar)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">3.- Nivel de
acompañamiento (tareas de asesoría)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">El equipo de
atención incluye al paciente y su familia, ya que ambos participan en el
proceso de cuidar modificando su participación en función de las condiciones
que se den en cada situación.<span style="mso-spacerun: yes;"> </span></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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Ayudar al paciente a desarrollar independencia lo más rápido posible
(Las 14 necesidades )</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
La relación que establece la enfermera con los demás miembros del
esquipo debe de ser respeto y nunca de subordinación </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: 76.3pt;" valign="top" width="102">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Dorothy E. Johnson</span><span lang="ES-MX" style="mso-ansi-language: ES-MX;"></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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Modelo de Sistemas
Conductuales </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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Identifica 7
subsistemas: 1) de unión –afiliación </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">2) de realización<span style="mso-spacerun: yes;"> </span>3)sexual</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">4) de ingestión </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">5) de eliminación </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">6) agresivo-protector<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">7) de dependencia.
Cada subsistema se puede analizar en virtud de sus necesidades estructurales
(impulso o meta, tendencia o predisposición a un acto, elección o
alternativas de acción y<span style="mso-spacerun: yes;">
</span>conducta)<span style="mso-spacerun: yes;"> </span>y funcionales
(protección, nutrición y estimulo).<span style="mso-spacerun: yes;">
</span>Inestabilidad en el sistema conductual=intervención de enfermería. </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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">La enfermera debe
descubrir la fuente del problema dentro del sistema y emprender las acciones
adecuadas para mantener o restaurar el equilibrio del sistema conductual. </span>Reducir
el estrés de tal forma que el paciente se pueda recuperar lo más rápido
posible.<span style="mso-ansi-language: ES-MX;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Modelo de adaptación basado en siete subsistemas de conducta<span lang="ES-MX" style="mso-ansi-language: ES-MX;">. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<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: 76.3pt;" valign="top" width="102">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Martha E.
Rogers</span><span lang="ES-MX" style="mso-ansi-language: ES-MX;"></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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Teoría de los Seres
Humanos Unitarios </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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Considera que el
proceso de la vida se caracteriza por la integridad, apertura,
unidireccionalidad, modelo y organización, receptividad y pensamiento. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Principios en los
que se basa: 1)complementariedad o devenir mutuo y simultaneo de los campos
humanos y ambientales</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">2) la resonancia,
con modelos ondulantes que pasan de un patrón de baja frecuencia a otro de
frecuencia mayor</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">3) la helícida,
definida por cambios en los campos que se caracterizan por un aumento en la
diversidad de modelos en dichos campos.</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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Ayudar al paciente a alcanzar<span style="mso-spacerun: yes;">
</span>un nivel máximo de bienestar.<span style="mso-ansi-language: ES-MX;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Sus actividades irán encaminadas hacia el mantenimiento y promoción
de la salud, prevención de las enfermedades y rehabilitación de enfermos e
incapacitados.</div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<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: 76.3pt;" valign="top" width="102">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Dorothea
Orem</span><span lang="ES-MX" style="mso-ansi-language: ES-MX;"></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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Teoría General de Enfermería</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">1.- Teoría del
autocuidado</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">2.-Teoría del
déficit de autocuidado</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">3.-Teoría de los
sistemas de enfermería</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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Orem establece la
existencia de 3 tipos de sistemas de enfermería: </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">1) el totalmente
compensador </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">2)el parcialmente
compensador (ayuda a la persona a que actué por si misma</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">3) el de apoyo
educativo </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">*Enfermera como
sustituta: de carencias para ser completo, integro o independiente.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">*Enfermera como
auxiliar del paciente: paciente adquiera o recupere su identidad</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">*Enfermera-Paciente:
un plan de asistencia</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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Se considera que la
enfermera comparte algunas de sus funciones con otros profesionales
sanitarios. </span>Cuidar y ayudar al paciente<span style="mso-spacerun: yes;"> </span>a lograr el auto cuidado.<span style="mso-ansi-language: ES-MX;"> <span style="mso-spacerun: yes;"> </span></span>Hace
necesaria la individualización de los cuidados y la implicación de los
usuarios en el propio plan de cuidados. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<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: 76.3pt;" valign="top" width="102">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Calista
Roy</span><span lang="ES-MX" style="mso-ansi-language: ES-MX;"></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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">Modelo de Adaptación
</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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">La identidad del
hombre y su entorno son fuentes de estímulos focales, residuales y
conceptuales que crean necesidad de adaptación. Los 4 modos de adaptación
son: necesidades fisiológicas, autoconcepto, función de rol e
interdependencia. La adaptación preserva la identidad, las personas están
explorando constantemente el entorno en busca de estímulos a los que poder
responder y adaptarse. </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: 92.15pt;" valign="top" width="123">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;">La enfermera ayuda a
cada persona a adaptarse a través de la manipulación del entorno. </span>Identificar
los tipos de exigencias a que se somete al paciente y la adaptación de este a
las mismas.<span style="mso-ansi-language: ES-MX;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-62762856532059666382012-11-06T15:03:00.002-08:002012-11-06T15:03:55.788-08:00¿PORQUE EL MODELO CONCEPTUAL DE VIRGINIA HENDERSON?<div style="text-align: center;">
<span style="font-size: large;">¿Porque el Modelo de Virginia Henderson?</span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
Es uno de los modelos conceptuales mas conocidos en gran parte a causa de que la definicion de la funcion propia de la enfermera que dio a conocer Henderson fue adoptada por el Consejo Internacional de Enfermeria (CIE), que la ha mantendio hasta la fecha. </div>
<div style="text-align: justify;">
Resulta coherente con nuestros valores culturales y emplea una terminologia de facil comprensión para describir los conceptos, no es un modelo simplista o simplificador, sino que expresa ideas profundas y complejas con un lenguaje sencillo.</div>
<div style="text-align: justify;">
Su construcción teorética es muy abierta, da lugar a diversas interpretaciones que permiten adaptarlo a las variantes culturales y sociales especificas de cada entorno y situacion de cuidados.</div>
<div style="text-align: justify;">
Incluye como parte de la actuación de enfermeria el papel de la colaboracion con otros profesionales de la salud. El modelo de Henderson no solo delimita claramente el campo de actuacion propio, sino que incluye al paciente a seguir su plan terapeutico tal como fue iniciado por el medico, lo que hace su adopción no entre en contradicción con nuestra realidad asistencial.</div>
<div style="text-align: justify;">
Da una imagen de unicidad de la persona al conceptuarlo como un todo compuesto: aspectos biologicos, psicologicos, socioculturales y espirituales que interactuan entre si. </div>
<div style="text-align: justify;">
Reconoce que la persona posee el potencial de cambio, afrontamiento, de interrelación con los demás y con su entorno, y de competencia para ocuparse de sus propios cuidados. </div>
<div style="text-align: justify;">
Propicia la toma de conciencia de las ventajas de desarrollar un estilo de vida sano y de mejorar y de mantener un entorno saludable al afirmar que la persona/familia actúa como agente de sus propios cuidados para alcanzar la independencia en la satisfaccion de las necesidades básicas. Asi la salud deja de ser algo externo que es dado por el sistema sanitario para ser un deber personal y colectivo.</div>
<div style="text-align: justify;">
Propone el metodo de solucion de problemas - Proceso Enfermero-como metodologia de la practica, ventaja que comparten los restantes modelos.</div>
Permite el uso de Taxonomias de diagnosticos de la NANDA para formular los problemas identificados. Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-16658653060286990682012-11-06T14:40:00.001-08:002012-11-06T14:40:16.902-08:00Cuál teoría o modelo te parece el más apropiado para utilizarse como guía del proceso enfermero?
<table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 922px;"><colgroup><col span="3" style="mso-width-source: userset; width: 231pt;" width="307"></col><tbody>
<tr height="60" style="height: 44.87pt; mso-height-source: userset;"><td class="oa1" height="60" style="height: 44.87pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Virginia Henderson (1964)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Ayudar al paciente a desarrollar independencia los mas rápido posible.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Las 14 necesidades básicas de Henderson.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
</tbody></colgroup></table>
<br />
<br />
El Modelo de Virginia Henderson se fundamenta en las necesidades humanas, en una situacion de salud concreta, en un entorno ajeno al habitual, siendo este el modelo que ve a al persona en sus necesidades de independencia y de dependencia, el cual en lo personal es el modelo que utilizo en la practica diaria, ya que se puede aplicar a pacientes de cualquier edad.<br />
<ol>
<li>Necesidad de Oxigenacion</li>
<li>Necesidad de Nutrición e Hidratación</li>
<li>Necesidad de Eliminación</li>
<li>Necesidad de Moverse y mantener una buena postura</li>
<li>Necesidad de Descanso y Sueño</li>
<li>Necesidad de Usar prendas de vestir adecuadas</li>
<li>Necesidad de Termorregulación</li>
<li>Necesidad de Higiene y protección de la piel</li>
<li>Necesidad de Evitar peligros</li>
<li>Necesidad de Comunicacion </li>
<li>Necesidad de vivir segun Creencias y Valores </li>
<li>Necesidad de Trabajar y realizarse</li>
<li>Necesidad de Participar en actividades recreativas</li>
<li>Necesidad de Aprendizaje</li>
</ol>
<br />
PERSONA, SALUD,ENTORNO,ENFERMERIA------------<span style="background-color: red;">14 NECESIDADES</span>-------<span style="background-color: lime;">ASPECTOS:BIOLOGICOS, PSICOLOGICOS, SOCIOCULTURALES,ESPIRITUAL</span>--------<span style="background-color: blue;">INDEPENDENCIA/DEPENDENCIA</span>--------<span style="background-color: #cfe2f3;">FUENTES DE DIFICULTAD</span>---- <span style="background-color: #b6d7a8;">FALTA DE: FUERZA, VOLUNTAD, CONOCIMIENTOS</span>-------<span style="background-color: yellow;">ROL DE ENFERMERIA</span> ---<span style="background-color: magenta;">SUSTITUTO, COMPAÑERO, AYUDA</span>= <span style="background-color: orange;"><span style="font-size: large;">EDUCACION AL PACIENTE Y SU FAMILIA</span>. </span><br />
<br />
<br />
Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-11444119304945622232012-11-06T14:14:00.002-08:002012-11-06T14:14:45.706-08:00Objetivo de Enfermeria
<table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 922px;"><colgroup><col span="3" style="mso-width-source: userset; width: 231pt;" width="307"></col><tbody>
<tr height="15" style="height: 11.22pt; mso-height-source: userset;"><td class="oa1" height="15" style="height: 11.22pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Autor de una teoría </span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"></span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Objetivo de enfermería</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Marco practico</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="75" style="height: 56.08pt; mso-height-source: userset;"><td class="oa1" height="75" style="height: 56.08pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Hildegard Pepiau (1952)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Desarrollar una relación interpersonal entre el paciente y el profesional de enfermería.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">El modelo de teoría interpersonal hace hincapié en la relación entre el paciente y el profesional de enfermería</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="45" style="height: 33.65pt; mso-height-source: userset;"><td class="oa1" height="45" style="height: 33.65pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Faye Abdellah<span style="mso-spacerun: yes;"> </span>(1960)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Proporcionar cuidados de enfermería para persona en conjunto.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Resolución de problemas basada en 21 problemas de enfermería.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="120" style="height: 89.73pt; mso-height-source: userset;"><td class="oa1" height="120" style="height: 89.73pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Ida Orlando (1961)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Dar respuesta al comportamiento del paciente<span style="mso-spacerun: yes;"> </span>en términos de las necesidades perentorias del paciente.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Tres elementos, que incluyen<span style="mso-spacerun: yes;"> </span>la conducta del paciente, la reacción del profesional de enfermería y la actuación de este personal, son los componentes de una situación<span style="mso-spacerun: yes;"> </span>de enfermería.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="60" style="height: 44.87pt; mso-height-source: userset;"><td class="oa1" height="60" style="height: 44.87pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Virginia Henderson (1964)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Ayudar al paciente a desarrollar independencia los mas rápido posible.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Las 14 necesidades básicas de Henderson.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="60" style="height: 44.87pt; mso-height-source: userset;"><td class="oa1" height="60" style="height: 44.87pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Dorothy Jonson (1968)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Reducir el estrés de tal forma que el paciente se pueda recuperar lo mas rápido posible.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Modelo de adaptación basado en siete subsistemas de conducta</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="45" style="height: 33.65pt; mso-height-source: userset;"><td class="oa1" height="45" style="height: 33.65pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Martha Rogers (1970)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Ayudar al paciente a alcanzar<span style="mso-spacerun: yes;"> </span>un nivel máximo de bienestar.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">El hombre unitario evolucionando a lo largo del proceso<span style="mso-spacerun: yes;"> </span>de la vida.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="75" style="height: 56.08pt; mso-height-source: userset;"><td class="oa1" height="75" style="height: 56.08pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Imogene King (1971)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Utilizar la comunicación para ayudar al paciente a restablecer una adaptación positiva al entorno.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">El proceso de enfermería como un estado<span style="mso-spacerun: yes;"> </span>dinámico<span style="mso-spacerun: yes;"> </span>interpersonal entre el profesional de enfermería<span style="mso-spacerun: yes;"> </span>y el paciente.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="45" style="height: 33.65pt; mso-height-source: userset;"><td class="oa1" height="45" style="height: 33.65pt; width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Dorotea Orem (1971)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Cuidar y ayudar al paciente<span style="mso-spacerun: yes;"> </span>a lograr el auto cuidado.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 231pt;" width="307"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Teoría del déficit de auto cuidado.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
</tbody></colgroup></table>
<table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 900px;"><colgroup><col span="3" style="mso-width-source: userset; width: 225pt;" width="300"></col><tbody>
<tr height="129" style="height: 96.98pt; mso-height-source: userset;"><td class="oa1" height="129" style="height: 96.98pt; width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Betty </span><span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Neuman</span><span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> (1972)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Ayudar a los individuos, las familias<span style="mso-spacerun: yes;"> </span>y los grupos a lograr<span style="mso-spacerun: yes;"> </span>y mantener un nivel máximo de bienestar total mediante intervenciones<span style="mso-spacerun: yes;"> </span>determinadas</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Modelo de sistemas de practica de enfermería que tienen como objetivo la disminución del estrés; actuaciones de enfermería en cada uno de los tres niveles: primario, secundario y terciario</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="101" style="height: 75.43pt; mso-height-source: userset;"><td class="oa1" height="101" style="height: 75.43pt; width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Myra Levine ( 1973)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Utilizar actividades de conservación destinadas al uso optimo de los recursos del paciente.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Modelo de adaptación del ser humano como un todo integrado que se basa en los cuatro principios de conservación de enfermería.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="86" style="height: 64.65pt; mso-height-source: userset;"><td class="oa1" height="86" style="height: 64.65pt; width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Callista Roy (1976)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Identificar los tipos de exigencias a que se somete al paciente y la adaptación de este a las mismas.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Modelo de adaptación que se basa en cuatro formas de adaptación: fisiológica, psicológica, sociológica e independencia.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td></tr>
<tr height="72" style="height: 53.88pt; mso-height-source: userset;"><td class="oa1" height="72" style="height: 53.88pt; width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Madeleine Leininger (1978)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Asistir a individuos y grupos con un método cultural<span style="mso-spacerun: yes;"> </span>especifico que se adecue a su estado de salud.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Sensibilidad<span style="mso-spacerun: yes;"> </span>cultural con atención a la estructura social por medio de la asistencia de etno enfermería.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
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<tr height="144" style="height: 107.76pt; mso-height-source: userset;"><td class="oa1" height="144" style="height: 107.76pt; width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Jean Watson<span style="mso-spacerun: yes;"> </span>(1979)</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">Promover la salud, recuperar la salud de los pacientes y prevenir las enfermedades </span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"></span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 14pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;">La filosofía<span style="mso-spacerun: yes;"> </span>y la ciencia de los cuidados: los cuidados constituyen<span style="mso-spacerun: yes;"> </span>un proceso<span style="mso-spacerun: yes;"> </span>interpersonal que consisten<span style="mso-spacerun: yes;"> </span>en actuaciones o intervenciones que conducen a satisfacer<span style="mso-spacerun: yes;"> </span>las necesidades humanas.</span><span style="color: black; font-family: 'Times New Roman'; font-size: 14pt; language: es-MX; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"> </span></div>
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<span style="color: black; font-family: Arial; font-size: 7pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"></span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 7pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"></span></div>
</td><td class="oa1" style="width: 225pt;" width="300"><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Arial; font-size: 7pt; language: es; mso-ascii-font-family: Arial; mso-bidi-font-family: 'Times New Roman'; mso-color-index: 1; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 12.0pt;"></span></div>
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Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-10333899105745554992012-11-06T07:44:00.002-08:002012-11-06T07:44:42.341-08:00<div class="separator" style="clear: both; text-align: center;">
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/o8tZ7ATJYQk?feature=player_embedded' frameborder='0'></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-55526616888739730002012-11-02T15:10:00.000-07:002012-11-02T15:10:37.461-07:00<div class="separator" style="clear: both; text-align: center;">
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No pude encntrar uno en español.... pero esta sencillo y entendible es basicamente lo que se dice en la entrada anterior a el video....Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-9254084339373913482012-11-02T07:41:00.000-07:002012-11-02T07:41:17.996-07:00BETTY NEUMAN “MODELO DE SISTEMAS"<blockquote class="tr_bq">
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<span style="font-size: 20.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"></span></span><span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic"; font-weight: bold;"></span></span></div>
</blockquote>
<span style="font-size: x-small;">Introducci<span style="font-size: x-small;">ón: </span></span> <br />
<blockquote class="tr_bq">
<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic"; font-weight: bold;">Betty Neuman nació en 1924, en una granja
cerca de Lowell, Ohio. Su padre era granjero y su madre ama de casa. Dado que
se crió en el Ohio rural desarrollo un sentimiento de compasión por las
personas necesitadas.</span></span></div>
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<span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic"; font-weight: bold;">
</span></span></div>
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<span style="font-size: x-small;"><span><span style="color: #b13f9a; font-family: "Wingdings 2";"></span></span><span style="color: black; font-family: "Century Gothic"; font-weight: bold;">Trabajó en diversos sitios, como enfermera
de hospital, directora de enfermería, enfermera en una escuela y enfermera de
empresa</span><span style="color: black; font-family: "Century Gothic"; font-weight: bold;">.</span></span></div>
</blockquote>
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<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed;">
<span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"></span></span><span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";">Betty Neuwman es una enfermera que trabajó en Salud
Mental. Fue pionera en salud mental comunitaria en la década de los 60.</span></span><span style="font-size: x-small;"> </span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.3in; margin-top: 6pt; text-align: justify; text-indent: -0.3in; unicode-bidi: embed;">
<span style="font-size: x-small;"><span><span style="color: #b13f9a; font-family: "Wingdings 2";"></span></span><span style="color: black; font-family: "Century Gothic";">Su <span style="font-size: x-small;">Modelo de Sistemas </span>se publica en 1972. Inició el desarrollo de<span style="font-size: x-small;">l </span>modelo mientras era profesora de salud comunitaria en la Universidad de UCLA<span style="font-size: x-small;">, </span>California (Los Ángeles). </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.3in; margin-top: 6pt; text-align: justify; text-indent: -0.3in; unicode-bidi: embed;">
<span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";">
</span></span><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed;">
<span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"></span></span><span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";">El modelo nace como respuesta de la petición de sus
alumnos de post-grado. Posteriormente se doctoró en Psicología en 1985</span><span style="color: black; font-family: "Century Gothic"; font-style: italic;">.</span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es-MX; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"></span><span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";"> </span></span></div>
<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed;">
<span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";">El modelo de </span><span style="color: black; font-family: "Century Gothic"; font-style: italic; font-weight: bold;">Betty Neuman,
organizado alrededor de la reducción de tensión, se ocupa </span><span style="color: black; font-family: "Century Gothic";">primordialmente
</span><span style="color: black; font-family: "Century Gothic"; font-style: italic; font-weight: bold;">de los efectos y de las reacciones ante la
tensión, en el desarrollo y </span><span style="color: black; font-family: "Century Gothic";">mantenimiento de la salud. La persona se describe como
un sistema abierto que interactúa con el medio ambiente para facilitar la
armonía y el equilibrio entre los ambientes interno y externo<span style="font-size: x-small;">.</span></span></span></div>
<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed;">
<span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";"><span style="font-size: x-small;"> </span></span></span><span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";">Este modelo esta basado en la teoría general de sistemas y
refleja la naturaleza de los organismos como sistemas abiertos<span style="font-size: x-small;">,</span> </span><span style="color: black; font-family: "Century Gothic";">sintetiza el conocimiento a partir de varias disciplinas e
incorpora sus propias creencias filosóficas, además de su experiencia como
enfermera, especialmente en el campo de la salud mental.</span></span></div>
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<span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";"> </span></span></div>
<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed;">
<span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";"> </span></span><span style="color: blue;"><span style="font-family: "Monotype Corsiva"; font-size: 38pt; font-variant: normal; font-weight: bold; text-transform: uppercase;">Conceptos</span></span></div>
<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed;">
<ul>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"><span style="font-size: x-small;"><span style="color: #fef7f0;"><span style="font-family: "Monotype Corsiva";"><b> </b></span></span></span>Visión
integral del cliente</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Concepto
integral</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Sistema
abierto</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Entorno</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Entorno
creado</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Contenido</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Estructura
básica</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Proceso o
función</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Entrada y
salida</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Retroalimentación</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"> </span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Negentropía</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> Entropía</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> Estabilidad</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> Elementos
estresantes</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> Bienestar</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> Enfermedad</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> Línea normal
de defensa</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> Línea
flexible de defensa</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Líneas de
resistencia</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> Grado de
reacción</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> Prevención</span></li>
<li><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Reconstitución</span></li>
</ul>
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<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><u><span lang="ES-MX">METAPARADIGMA:</span></u></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<br /></div>
<div class="MsoNormal">
<span lang="ES-MX">Se basa en
consideraciones filosóficas, la teoría de Gestalt, la teoría del estrés de Hans
Selye y la teoría general de sistemas.</span><span lang="ES-MX"> </span><span lang="ES-MX">Se centra en el estrés y la
reducción del mismo</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><b><span lang="ES-MX">Enfermería, rol del cuidado:</span></b><i><span lang="ES-MX"> </span></i><span lang="ES-MX">Es el facilitador que ayuda a un individuo,
familia o comunidad a centrarse en su patrón específico mediante la negociación</span></div>
<div class="MsoNormal" style="margin-left: 36pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span>Enfermería:</div>
<div class="MsoNormal">
<span> </span>“Una
profesión única que se ocupa de todas las variables que afectan a la respuesta
del individuo frente al estrés” </div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><b><span lang="ES-MX">Entorno:</span></b><i><span lang="ES-MX"> </span></i><span lang="ES-MX">Se refiere en general a condicionantes que
influyen en la persona/cliente, tanto internos como externos ó de
relación. La persona/cliente se contempla como un sistema abierto, dinámico, en
interacción constante con el entorno.</span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
Entorno: Se define como los
factores internos y estrenos que rodean o interaccionan con la persona. </div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><b><span lang="ES-MX">Persona:</span></b><span lang="ES-MX"> Se refiere al receptor de los cuidados
enfermeros, lo considera como un sistema abierto donde puede recibir
información del entorno: (positivo ó negativo), de la cual se retroalimenta,
mientras mantiene una tensión dinámica entre lo que recibe y lo que
experimenta. Mantener un equilibrio.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
En este modelo se presenta el concepto de persona como un
cliente que puede ser:</div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal"><u> </u>Individuo</li>
<li class="MsoNormal"> Familia</li>
<li class="MsoNormal"> Grupo</li>
<li class="MsoNormal"> Comunidad</li>
<li class="MsoNormal"> Problema
social</li>
</ol>
<div class="MsoNormal">
<span> </span></div>
<div class="MsoNormal">
<span> </span>La
persona es un compuesto dinámico entre factores.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><b><span lang="ES-MX">Salud:</span></b><i><span lang="ES-MX"> </span></i><span lang="ES-MX">Se refiere a como la persona tras la
retroalimentación ha experimentado el significado que para él representa ó
entiende su grado de bienestar o enfermedad. La conciencia que tiene sobre
ello, es una fusión entre la salud y la enfermedad.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Neuman considera la salud “como un movimiento continuo del
bienestar a la enfermedad y sujeto a un cambio constante”.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Afirmaciones teóricas</b></div>
<div class="MsoNormal" style="margin-left: 18pt;">
Las afirmación teóricas son las
relaciones que se establecen entre los conceptos esenciales del modelo. </div>
<div class="MsoNormal" style="margin-left: 18pt;">
El modelo Neuman describe a la
enfermera como un participante activo junto al cliente y como " preocupada
por todas las variables que intervienen en la respuesta del individuo a los
elementos estresantes“. </div>
<div class="MsoNormal" style="margin-left: 18pt;">
<br /></div>
<div class="MsoNormal">
Une los cuatro conceptos básicos de persona, entorno, salud
y enfermería en sus afirmaciones sobre prevención primaria, secundaria, y
terciaria.</div>
<div class="MsoNormal">
Utilizó la lógica inductiva y deductiva para desarrollar su
modelo. Tal y como ya hemos comentado, el modelo Neuman proviene de otras
teorías y disciplinas. Asimismo es un producto de la filosofía y de las
observaciones de Neuman basadas en la enseñanza de la enfermería de la salud
mental y del asesoramiento clínico.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span>El
modelo Neuman está internacionalmente aceptado y proporciona un marco ideal
para las iniciativas sanitarias. </div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span>El
modelo es<span> </span>transcultural, es decir, que
un gran número de países aplican este modelo a la sanidad pública.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span>Práctica
profesional</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span>El
modelo de sistemas de Neuman es muy importante para la práctica enfermera
actual y futura. El uso de este modelo facilita a las enfermeras la elaboración
de planteamientos totales, unificados y dirigidos a un objetivo para el cuidado
del cliente, aunque también resulta apropiado para un uso multidisciplinario
que evite la fragmentación del cuidado del cliente.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span>La amplitud del este modelo
denominado:</span></div>
<div class="MsoNormal">
<span><span> </span>“Modelo de Sistemas” permite la
aplicación y adaptación en una gran variedad de entornos dentro de la práctica
de la enfermera.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span>Este planteamiento de modelo
hace que sea fácil aplicarlo a clientes que experimentan elementos estresantes.</span></div>
<div class="MsoNormal" style="margin-left: 36pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span>Este modelo aporta
significativamente la relación de la enfermera con el paciente, aportando todos
sus conocimiento adquiridos tanto académico como vivenciales, cooperando tanto
es su cuidado<span> </span>físico y emocional.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES-MX">Crítica externa:</span></b></div>
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: "Wingdings 2";"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><b><span>Epistemología.</span></b><span> </span></div>
<div class="MsoNormal">
<span>Betty
Neuman. Utiliza el modelo de contenido abstracto y de ámbito general. Predice
los efectos de un fenómeno sobre otro. (Teoría predictivas o de relación de
factores), mediante el análisis de la información del cliente; principalmente
diagnóstico, tratamiento e intervención.</span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<span>Utiliza un sistema de prevención primario, secundario
y terciario para reducir los agentes estresantes del paciente/cliente.
</span></div>
<div class="MsoNormal" style="margin-left: 36pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<b><span>Asunción del modelo:</span></b><span> Neuman centra su modelo en
el dinamismo y la globalidad para tratar la interacción entre un cliente y su
entorno.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-MX">BIBLIOGRAFIA:</span><span></span></div>
</span></span></span><div style="text-align: left;">
<span style="color: black; font-family: "Century Gothic";"><span style="color: black; font-family: "Century Gothic";"><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: Symbol;"><span>·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><u><span lang="ES-MX"><a href="http://www1.universia.net/CatalogaXXI/pub/ir.asp?IdURL=160438&IDC=10010&IDP=CL&IDI=1">http://www1.universia.net/CatalogaXXI/pub/ir.asp?IdURL=160438&IDC=10010&IDP=CL&IDI=1</a></span></u><u><span> </span></u><span></span></div>
<div class="MsoListParagraph" style="text-indent: -18pt;">
<span style="font-family: Symbol;"><span>·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><u><span><a href="http://perso.wanadoo.es/aniorte_nic/progr_asignat_teor_metod5.htm">http://perso.wanadoo.es/aniorte_nic/progr_asignat_teor_metod5.htm</a>
</span></u><span></span><span style="font-family: Symbol;"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></div>
<div class="MsoListParagraph" style="text-indent: -18pt;">
<span style="font-family: Symbol;"><span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><u><span>http://www.slideshare.net/laurita_kairos809/teoria-bety-neuman</span></u><span></span></div>
</span></span></div>
<span style="font-size: small;"><span style="color: black; font-family: "Century Gothic";"><span style="color: black; font-family: "Century Gothic";">
</span></span></span>
</div>
<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed;">
<span style="font-size: x-small;"><span style="color: black; font-family: "Century Gothic";"><span style="font-size: x-small;"> </span></span></span>
<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;">
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<div style="direction: ltr; language: es; line-height: 90%; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; text-indent: -.3in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #b13f9a; font-family: "Wingdings 2"; font-size: 73%; mso-color-index: 3; mso-special-format: bullet;"></span></span><span style="color: black; font-family: "Century Gothic"; font-size: 24.0pt; language: es; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"></span></div>
<div style="direction: ltr; language: es; line-height: 90%; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; text-indent: -.3in; unicode-bidi: embed; vertical-align: baseline;">
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</div>
</div>
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<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: .3in; margin-top: 6.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: justify; text-indent: -.3in; text-justify: inter-ideograph; unicode-bidi: embed;">
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Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-1418427385930732352012-11-02T07:08:00.003-07:002012-11-02T07:08:39.042-07:00En Resumen<img alt="" 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" />Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-18448765374236606682012-11-02T07:08:00.000-07:002012-11-02T07:08:10.570-07:00En Resumen<img alt="" src="data:image/png;base64,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" />Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-77771059999511525682012-11-02T07:07:00.002-07:002012-11-02T07:07:40.863-07:00En Resumen<br />
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o+1weOPjF/PXqYM7e1kOhLTkaAjuP0a4EOCP4MFSSBUjnWUY1E/G14Q5wgJjijJGSW74okueJIznuyIJzqheCfU2RoPpMGHhjApdLHFU13w3gZqRLhsfKx9YZJrUbJrYYprUapLUYrT5BSnomTHgq7W4zvJRoeLR3ekR4ZSI8OY/PaSoUHiof70sAB2qJ94kL94UJBsUIh8cIhkSDA7LEw8ogM7KIDpoyK7e4m6eYpyvUQ91ESeL9s/RD4oVD44RD6kg/WQ9vK+AdKeBqaHju6jp3I1RKKrKMlFlOktSvAQBVohDQkaBmmkuJIGBYWpKExBYEoC1EJQEJiCxJQUpqQwBQleBOZNgoIAhQhTikAhwJQiTEOAhnMwcoRHYHoSfEkwiDAfEkwqbavera1vqHpew81xqw5/aRm2g8e/iarnNc3Zyr8pvrz9pMnlMR48/jhoA/YykH/SE5iewAyc1UVDAAshYqy9DIuQQZQci7GGLjYQbw9JjniysyDFBU9yRokOKMEeJdmhJEdIdIZYG9ReAqFSFGMnyPYQ9fWhR3W2mRDvMCnRuTi93eQUl8mpriVZHlOz3UrSnSd1tR0TwY4IoYYFU8OCiaF+ooF6UX8tkacQ9fQQ5roJcl3xdHuUYA1drVBXGzzBQZjiJsrwEqa1wxNs8S5yFCuHODs80QlPdxdlK6juKqqHmu5tYPoHSwaGSPoFsnn+zIBgpm8Ak6kgMr2IvgHSvBBZkjfR0RYPluF+UlzDIBWFKSlQEKAgQSkCBQFeJHhToCAwBQHeIkxBYEoSlASmEGHeQlAJQUNgWhJTiTAV528kMS0JBgL0ItATbc9e5gEyzANS8Ggr8DHmefB4W2gD9vJjMF8G86MwPxICaQiWojAZ6ijBImQ/79SIt//Z5Ep1EaS5ClNdULIzSnJCSU54sgOe7IySXPE4R0Fne0EXJ1GWJz3QRzI6yqEw3bMwzbMw2aM4zXNyuseUTM+pOV7Tu3mWpLsUJjgUxDsUxDtM7Go9JpIdFkj214r6eAt7ueM5zijNEVJtIU4KMSx0FmORLERJIdYGxTmgWBvoJEadxNDZCsXa4YmOeIabIFch6qEicrxF3dTkoPbyMV3tR8U4jOhskx9tNSxSnucv6eUjGd7ZaWQX537B4lwtkegiaC9DBhbUNKYiQcWZViJQijCFCFNwDkMCFCLMS4R5kxzDYQoBphZiatGfVASmJDAViSlpTEH+SS3CNEJMIwSNAGtz9uLBgweP/1W0AXsFsuDPQCCDBbPQXoI6WqFIOYqWQ6wdinVAcU54kjOe4oynuKC0dnh6O0GKM57kgie74KnOeKoTnuKKp7QTJLqIElyJTC+yn4HND5NP6OpclOY5Od1rSopXcZrntG5e07srpnfzLu3mPT3Hc3o379IeqtLuiqnZTpPiZGPD2fwQeqBO1McD7+6K0u1RshxPkOKJUpQkg0RrLMUO0hxQmgOeaI3HiFGMFOLt8CQnQZqrsJtCmGeg+vnQfbREfz96bIzt5EyPyZmKonTPSSnO4xOcxsS6jox2GZfoOj7ReWRnqxFhbA8VEWmN+7JIx4COBgONGUjQCEEpwBQi8CaRFwkKElMSmLcQvISYggClCFQiUAlBJcQUQkxBYCoKVNziGfEnpQhTiTAFz148ePDg0Wq0AXuFshBKY+0ZiJBAlBWKtsVjbVC8LSQ4oQRXSGqHkl3xVCeU6gxprni6qyDVGU92xVOdUYYznu6MUl1Qigue6izI9BD21hNDg5nRkbIJcQ6FKe4lmR7Tsz1Ks71m9VLO7q2e2V0xI8d9Zq5nWS/1nD6q2T3cSzMdpyZaTUuynZXuMC3OuqCDZGwgOVQjHOgpHOgtHKIWDtMKBqsFgxR4njvewxll2qEka5RqDZn2KMtFmONG9FIQfXRUbw3VR0sOCxVPTnOZmWeYmqudmOA8IdZmYrxjcaaitLtmWnfFlGy3iQl24zrLBgYwMQ4ifwb5UODPYqFyCJMhPxLUAsxbBF4k8iaQggCFCLyF4C3AFELMWwgqEaYWYioBeAsxbxEoCVCSoCRAKcQ49lKK/v93Qd/6sODBgweP3znagL06SiFcApESiJZCrBV0sUXx9pBojxKd8JR2KNUNT3ERprjiqa4ozQVluOIZ7fDUdniqK57eTpDqgpJcUXI7QXo7Qba3YEAgPSpSOj7WenKa+8yehjl5eo635vbVzc3Tz+6pKM12LuvmsbCfoXyAekFv14W5Tot7OC3Pc3t3kHLDEPWaPK+lmTbz4piyGPHceOnSLOs1fVyWZjnOihFP6UBNCBTm60RDVES+jhyhpwapRQMUogFKUT+1qLunKNdDONCPKc70nDckpCRbNTJSOiKUHB0hKUppN6uXdlYfdXG2R1Gay5Q0h/xwaaoH0UGOgiUQaQ1dnVBnOzyExfUEKAlMQQIHLwLzJjAFgXmLwFMI3kJQCTGVCLxE4PmzmxE8BaDAQSXC1ASmEfG2Fw8ePHi0Fm3AXhFSiJJhna2gizUWbw/xjijJCaU4cWGc8NR2glRXYUo7PLUdynBBWa4oyx1Pd8cz3PE0d0GKG57aDqW7CzI8ROlewn7+9NgoWWGi/YweqgUDAxYM9F84KHjJ8NBFg33KeipmZrmU5bgs7q9bOTx01WD9qv5u6wd7bR2p2TpcVTFCWzk+oCJfv22A2/bBntsHKXcO9jo0QX+yNPzwpKCK4aqN/TyWp1svSrQpT7JflmG3ONO+NFo8IZAY7SMa4UPkeYtyXfA+StHYaIfpOZrJaV6jo+TDg4hhQdSoTrYl6R7Tc9yLM91KeypLcz3GxVr196dz1GSqlzDDU5DtLUhwFrSXCww0cKtZqp/faMYUFCgo8KaQpwi8RaAQgUKIeQkwLwH8vEImxBQCbgsiaIVtv2uDBw8ePP5X0QbsFSWDzlYQa4sSHCHZFXFewXQXSG2Hkt0E6e3wDBc8zQVPc0UZriirHcpyxzPcUaYHSnfH0z0EmZ54jifezVvYQyMaFESPiZAWxNvN7KmaP8Bvfn//ZcM6rBwdvniItizXdU628zuD9JsnRuwoCN89zr9yrLZyrLZyjHbfWP37Bf6HxvnsGeZ9eKzu9PSI01MjTpe0vzKv65+XZ11blPbxvIST0zrtGuJdMchrX76+cqRqzyj1+jy3eXHyGdHiks6SfB+inxcapBWO6SibnORakuFR0MV2THt2ZHvpiA5WYyJsJkTbTIp3nJTcblxX+/Ex8vGdpfkdxYNC2P7+TF8DleVFdLIT+NGgJjAVhdQ00lCgIkFBIG8OIlAIMZUI49a9OG+hN4l5icDrl530OhHPXjx48ODRWrQBe0XLsS62KN4BT3JGqW54SjtBmjOe4QJpbpDijme0Q1mugiwXYaYLnumKZ7jhGR6CDDdBuhue3g7PcMezvVBPpbCfnhgcQo+KkIyOEE+Ilk3LdJubp5/X36d8gH5xP+XCPLeFvdst66fYPDa0srjTsWmdz5d1vbwg7qNZkaeKQy7Miv50afr5mZ0PjlAdH2f4uCzus0Vp18tTv1rd/daWobe2jrixecgXy7udmBRwZIz2zNSIs6URZ0qjDk0MXtPDZVmO3dJudjO7SEqimGkx0qlxNlOTHaYkOxR2tZnc1a44ud2EaOdhgdKh/vTQYHZImGRomGRUuGxMpHRkR/HoTtbjuziOibbvHyRL8yQjrAQGGilpXEXjahopSVCY9iIKMaUINARoRKAUYioCVARwTkVvASgEoBKAmt+1wYMHDx6tRhuwV5w9SnQSJLvgKS54ejs8w1WQ4YrSXSGtHUpzQ2nuKNNNkN1OmOWGZ7RDGe6CdE9Bmrsw3V2Q7i5Md8O7KfEB/mR+B8mozrKxMbIJsbLiZNvZPZTz+/vO66su6+E+t5vjwl4eywZq1gzR7hwX8EFp548XpX+xqvc/1vf7elPfrzf3/3b7iHt7xt3YOuxyWfy5KeHXF+fc2DDsm01Dv6sY/ejglB8OT310aOp3uyZ8sTznwrROF2d0vTy3y5W5Caend945TLG+n8u6/i7Lezit6OO+ur/Xkl6ec3Pcpqc5TU1yLE13m5GrLEryHBNpPzrSOj9Cnh8lH9fFbky0/dBQybBQuiDBYVo31dQcxfh4l0Eh8nR3soNcqGdxDQ0aGpQkKAjQUEhDIyUFGhppSVARP7/drKRASfxJRXAGGaiFoMJ59uLBgweP1qIN2CvZRZDgLIhzxLva4wmOeKoTnumCMlxQmgtKd8czvYTZHoIcN0G2O57phme6CTI8hOkegjRPYZqHKNNL0EsvGNZePLGL/aQEh6IU+2nZrmW9vBYPC10+KnLRQMOc3ooFeZp3hgavGR68cajm0KSAK4tTv9rY/5ttw++8N/rBwcLHR6c9OTL96bGZT47O/L6y8M7O8d9XTv7h0IzHh2Y9Ozb3p5OLqk+V/3R22U9nl/54rOz2jvF/X9H3enn6p4vSri5KP18Wf2JG7NFp0bvGd9gxOmjn+JCt40I3jgpbNSRgcT/Dgr5+pbmqwiS3KSnuxWluE+KdxsTYTIizLYh3GBNlNTZSUpjgUJyhmJqtmJrtVZjo0t9HHOcgCpPj/mIwMKChQEWBhkYaCikpUDOIi0mvIDGVCNNQmJrClASmFoFGhLQi0PCeQx48ePBoNdpi3csG7yBHwWIIYiFUgsLlKNoaJdhBqhNkeApyFESOhyDbHc/yQJnueKa7INNTmOGJp7njmR6CXBXex1c4oqO0MMGpON11WjePsj6qhQN0y/NDV4+PWTW284r8jmvHx24rTttZ2GXfpI5nZ8V8sSr3mx3D7u0Z9+hgyY/HZz45Xvr8g9kvziyuObe05sKK2ktrX15Y+eLcOy/Or6n9aF3dxXV13N/L6+qubqi9+O7T4/Mf7Jv83Z5Jd3ZPur1r0u3dk75+r+CztYPPzEk7Whp/qDSpsiShorDLhnGdlg9vP7uHblqG98xuymkZngVxzmOjbcZ1tiroYjUpzqYwzm5SnENhomtJhkdprndJhseIMHk3BZHsJox2EIRKUQCL9CxoKExFgpIAFReHngQlialJTE+DhgEVBSoC1ELQEKD5DWJt8ODBg8f/KtqAvXwY0JOgIzANiekI0FPgR0GoGIu2xdLc8GwvUU47PNsNZbrjGe6CLC9hlrcwyxvP8kTdlXhfX9HQ9uz4LrbTstvN7OlV2t17Ti/l4sG+q8dGrS9M2TglY2tJ5r4Fg44uG3F0bu7psuQri1L+tqbHN9uG3tsz7vHhaVXHZz37sPTFqfm1F5bXXVxZ9/GG+k+21F/dWHdlU921HQ2f73r16faGy5saLm2ov7yx4ermhqtb6j5a/fJs+Ysz5c8/nFt1bFbVsZmPj828d6Dkn1vzr63sc3ZB9vFZqUdmpVdOS98yscvqkVFLhnScl+dXmq2YnOwyIdZ2bJR8bJR0bLS0oKvt5BSXqVlupdnuJWntCuKcRodbDQ5gBwSJ8/zYVHdRtC0eIsX1DKgZpKKQlgAdgWkIUIpATWBaGrQMaCnEfcxTQ/K2Fw8ePHi8AdqAvTQEpiUwLYlpCEwtwNRCTCcEHYEFirFYe5TuJszxEOa44ZntUKYbnu0pyPES5CgFuUo8zyAa09lqarbnjB7Kuf205UP8Fg3yWzTQ550RoesnJm0pzt1e2r1y4eAzG6edX194amGPC3MSry1O/vvqnt9sHX5/z8TH7099dmLWizPza88vr7+0qv7j1fVXNjR8uq3h850Nn+9uuL6n4c+7Gz7dWn91U8PVrfVXtjRc3lJ/eVPdhZUvTy/66eTcp0em/nio+MfDU344VPT9gSl390z6v635n6/s83F5twvlPc8s7n9kXt7uGd02FaWtGBG1oK//jFxVUbLzxGircZHSsVGSCdHWJRnus3urZ+Z6T050Hh9jOybKJr+9zYiOVvnh8j4GOs5RGCIVGH72HCINCVoKNATGBd3QkOjn734JQStEOgJ0BOLZiwcPHjxaibaI0ktgevJPegrTikAtwsMKqEQAACAASURBVNQi0ApBI8S0FIRIoas9SnEVpLoK0tuhTDeU7Y7neAq7q4X9AsjRMVYzeykWjwguHxq6cFDw8vwOaybErBwTsWJk2LsTEraV9Nhd1u/42oJLO8s+WjfubHn3j+anfbok88u1fb/dPub7fVN+PDqz+vSCmgvv1F9e9+rapoarGxqubXh1fcerv1S++mL/qz9Xvvq84tW1zQ3Xtjd8urvhk12vrlY0fLKj4ermuktrX55d9vz47KpDxY8PFD7cP+l+ZeGdXZP+uX30F+8OuLa895Xl/T9ePeL0O8MPzh9QMaPX5sK0VaM6lw8JmdvXMDPHqzjRcVKsTVGC88zuqvkD/ObkGaZneU5Jcy1MdB0V7jAwUNpHR6e6EWFyXMfgWgppSVAToCGRlsK0BMY5CXUkGBikp5CBQDoR6EWYoY1sL6PRyH3p6q1g/8Vbbc6+XCRc43/wWySmb13+N6ru7Q6A36dOfp0CfztN/sfa9R+r6K2MuraItSHBwlgsmAJ/AvlQoCNBKwKNEFMRmJbGgsXQUQoRVijWDiU64SnOKNkZz1EKRna2np2nXjYycM34yPWFSeuL0tcVJG4oTN5QlLy2oOvGKRnvze53aMmIs1umX9k586M1I88v7X1+YfbVJd3//u6Qb3aMvbOn6O6eKfcqSx4dnvnkg3nV55bXXlrX8Mnmhs8rXv1596vPd7+6Xvnq810Nn+549fnuV5/vqf+kouHKjvor22o/3vTio3XV59Y8O7Hk8fszHx0seXCg5N6+ybcqJvx9U/6nK/t98k7etdWDP1k38vzqUceWjtq/aPju2X23TMlYOyH+nVEx5UPCZndXTcvwmNVDM39A4KIhwfMH+Jf10s3J85nRXTsy0j5XRXd1FIRKkJ4GJQ1qCjQkpiFALUJaEnQkaAlMS4KWQjoatBToSKQjMD2JvWmM+StfPeQ+utjoI15NDqOWQ5KbZ/k3g5f/FnfLf/4zjKbPyrQSqw5/afzl+8hvXXVtOI/8isHQtrPYfx17tVJj/3Xs9dp2/beyV6INxFpBlAQiaOhAQyADfhToSVBToKZAR2I+JOZPQ7AY2ktQuBwirCDFDR8f57h8ZNiGotgtJfHvzc7dPW/A9hndt0/P3lXWu2JuXsXc/nsXDnl/+cgzG4oubpz00fKB5xfmnCpLvrgw56/rht/aVfjdgel39hTfrph0d1fhvd0F9/dOfnRoVvXp5XWXNzVc3dzwyfZXn+1u+Gznq8+2G/+8u/7ajpeX1lWfW/nkw/IHB2d/t7fku70l3+0p+W5fyf0DU7/bV3xn7+RbFQV/eXfYlaV9rq7o++nawZ+sHXZx7dhTawuOvDPuYPmIvXMHbJ3W/d1J6avHJyzLjywfErp0ePvl+VFL86PKh7ZfMDB0ybCOc/sFjOrkkOFFdrDCfRnQ0khJgZrANCSmJkBDIB0FGhrUJKhJ0NCgYzANhWkJ0BGgJTHdm7DX8Wt3a+sbuOGy/+ItcwL7FcOoDUfeb3Fb/v6NCe5J4t/8VMrvkL3eeu3/dez1e2sXb3s1Ky6X0hxQigNKcMDjrfEucuhkBeEyFCwGXxbTM6ClMT2J+ZKYD43pKfClUCALCS74hDjHFWMjtpVm7JiZtXNGVsXsnjtn9d5V1mvv/LzKhQP3L84/sDT/0NJhx1eMPL1ixNnynufmZ5yalfzRgux/bB3z8P05P55Y/PiDxY+PLag6vuDJB/N/PD7/h2Pzqj5Y+OzEwp9OLqq9uL7h052vPt3ccHVd3ZUN1edWPj2z7MnpZY+Pzft+X/G9XePv7Sr4bk/h/QPTHx6de//wrNv7Sm/uKrq+dtCl8u5XlvX8ZEXvK6v6f7xu9PkNhcdWTjy0ZMyhJSP3LBiybUavzVNzNxVnry9KXVuQsGps13dGd1k2MmppfuSS4R1m99SOjrLL1VBRDkI/KdKyoKQwDYlpKUxDgY5Beho0NKaiMDUBWhp0LKahMS2J6UjQEqBvxnPI+c0aPfs0+ijil7efmD5CzxkBXBaTq800traf+pqz2B5UvWjUj1y93JV3H1WbzJ0rXz3krIrtp75+UPXCaDRWv6xr5MTjiq2tb7h5/5lJfsu6LLM0+q+58Fx7TbI1J78pl9Fo5GQ2FVL9sm7/xVvc9SbttbIE7mnAVHv1yzquhOqXdZbNqXpew3WTqRZzBX55+wmnQFMrzOeUJlVnWW8jCS1vQ/MrG80jRqPxy9tPLIdEo4yrDn/J9a9581+r9iY7i2tIywPAUoBfMZxMXmXT6G1Zb40OmxzSRgv2eqPuMGVppJw3aleTXdbKXnjTiiyztzASmus186FiqdJG3dRWaAP26u6Gd/MQZnmK0t2E6a54qpsw0VnYyRqFyVGAFNczoKMwA4HpaNDT4EOCHw3RDviISJvyISFbpme8N6dXxezuFWU9K8r67JyZvWN6xu6yXvvLhx9cOurA4mEHy4ceXTTgzKLcS0tyLy3u8emqgd/uKX54eM63laXXtxRdXjfu080FX7037f7RBc/Pr3x+bsWjQ1Mf7Z1YfXJ+/ZX19ZfffXl20ZNjs344Uvb0/OqfLm14cqL8fuWU2zvH39lV8l1l6aP3y56eXv7kzIrvjyz4Z0XBtZV9LpXnXlmae2VJ9pXlPS6vGnx+zdjjK8YfKB9xYPGIg0vH7F04rKJs4I6ZfbeV9to8tfvagpQV47qsHN1peX54+dCg0lyv/HCbbmqmszPhL0d6BlPToKKA269hYJCBAQOL6WjQUaBnQS/GtDSmoUBDgZoEbTO2l6nXzR/tjf86Q5nPhsZfXFhXvnpoWrwxXX/3UTX3w3zwmZfG/T5+7a4pr2kU3n1UzVHmla8eNpqPHlS94G5j87ulybpMaE4SruTrNx6b2msuXnO5zJepjEbj3UfV3DXVL+tWHf7SvLRWlmDujOWa3Jxptf3U11yTb95/xtWbWnqySQUam2KvJlVnWW8jCS1hfqUle1kOCcuMdx9Vm+Rv5bD5FZ3VguS/YjgZjcbj1+62rI1GPWt+2OSQtmSv1neHeV5L5bxRuyy7rPW98EYVWWZvYSQ012vmQ6VJlTbZTf8m2oC9BmiIvlqqt47sqSZyvUS5CjLbQxTviEfZ4iFy3ECDlgAdBXox7ivGAxjkz0CUHeofJCnNVa2dlLhrft89C/J2z++7a27e1qkZWyYn7ZiaXjGr1665A3aV9d01o/f+Gd3OzM+5uiLvi3WD/m/byNu7Jny9YfhnKwYdm99/+9Ts3TN7nCwf/Ne1Q+5sG3Fv19hvNg++tXHgD5UFz4/NeXas7FFlwbebhny7fdyjw2UP9hXf2jH+z+tHny3vf6Qs7/icgZ+sHP7t7sIfPljwwwfltyunfbFuyCfLe11b3uPa0uxPlnW/tKTPqSWD3188fP+CwfsWDjmweNT+8tF75g2rmNl3+/TeW6f12lCcs35KxrsFyStGRi0ZGjSrl3JoR9tEN7qDrTBAhhsY4F5JVpOYmgQdibQkaCnQ0qCmMB2LGSSgY0BDgZrCVBRoqab3HLaGvY5fu2vOXuZUZHlTmVKTzkbT79r6hlWHv+Se10z/Mq0GNRLSdNiIRy3rshw/TUrSqBxz8VqW3/zwQdUL7prXSmVZAvev7ae+rnpe02S/mPDl7Sfcrc71gklFTSqwydZZqs6yXqPF9NH6K5scEm+UsQ07qwXJf8Vwuvuo2nwufm2jLA8th7TRgr1a3x2WeV/b168dkK288t+sqLlObHSmuV4zb7ilSht1U1uhDdirv57sb6AG+FIDdFQfJdHDm8xxEyY64VG2KFgOPmJMR4KORnoGNzDIn0VBLB5jj/L86EkpLouHd9w4NWvrjG675vXdu3hIRVnv7dOytk1J3jQ5dWNR6qai1M0TkvZMiruwIPevG0ffrJhw+70x324ffnP9wBubR/5966RP1o35bMOorzaPvblh6D9XdPvLooTr8+O+Wtnz/o4xP+wpurd97D9X97u+MO2vS3K+WdP/xvJu/1iV99eN484tH7ZverfK4m5nynKuL8u+uXX4gwMl3x+c9vWOcV+s7f/Zil6fLu9+uTznTFnq4ZnZlWX9KucOqlwwpHLB0L3zh+4uG7h9es8tJd03T+2xqaTHxqk9NxTnrh4fv3hoyMweqqEd7JLcqQh7PMQK+bFISwFnWqlI0BKgJkFJgZIEFQkaGrRipGWQhkRaEjQU6JphryY9h9Uv68yngy9vP7E0s7itBC2MrSZvadPvm/effXn7yZe3n5gPdO6Heckt3y0t7H1oWZIWJsSW5Tc/bI69WlMCl9G0oNjC+oHp8YJL5g5DSwW2cqKxrNdyQmn9lU0OiTfK2Iad1YLkv244cWYuN/5f2yjLw1SLIW20YKDWd4dl3taQSgu6bSRY63vhTStqJXs112vmDbdUaaNuaiu0AXvlegr6eAsGKIWDVaIB3sIe7sIMV1GCk6CTLQqVg58EDAzS00hHgZbEfGgIZlFnG8jxFo6Ksp7VW7dsdNS7Rck75/TavXDA9hndNxalbCxM3DApYe24mDVjY9cOD39vbPjlJb1uVEy6u3/q9wen/3Bk1tMP5j4/ubD6zDs/nVv505kl1ScW/Hhwxq1N+X8uz/p8QfqNdUN+OFD646HZd7ZN/NuK/p8tyPjzosyba/vf2zz0+x2jH1UW39s/7cauyTcqir7ZNvLGuj431ve9vW3Ed7vH39414R+bh19f1e/K4h7n5ya/XxS+c1zkzuLs92b02TW7366yvjumdd9e0mPb1B5bp/bYOq33luIeG4qyN0zOendSwuJhQdOyPYaHW2cqyVhnQYS9IFiGDCzSsEjN4CoSdBRomV/ia1BIzSA1C2qG25SI1CSoyTd434sz803Drra+wWSYG818DpbOkAdVL8wXzEz/tfQickYD53nj/mUiA5O1YULV8xpLT0WTdZnQnCQt30st57JsrOWd1soSTOzFaaZJt16qhb118/4zk6VlqUDTnW9eWpOqs6y3BfZ67ZVNDgnLjA+qXjTnL3qjzjKNpZYHQAu6fdPhdOWrh9xlr9VGo8Mmh3ST7NXK7miZvVrfria7rPW98EYVWWZvYSQ012uWN53lLGHqprZCG7BXphPq6QT9nNEAFzzPRdDNBc9oJ0xtR3R1FoTbIH8x6GnQ0qClMS0JPhQKFqMIaxTvKOiuokdG2U/NVpQP67BmYpd1hQnrCtPWju/67vjodROjV43quHRI0NK+2h2jQj9e2uvGzokPDs18cmLxTxdW115cV3tpfe3lTXVXttZ9vP7lhdU/HJ7zzeaxX60d9s/1o7/fO+PZiXeef7js+73TbmwZ+9X6oX9fM/CbLaMfH5pe/eHCmrMrai+9W3d1Y83l9S/OL3/+4dzHh2fc3zv57u7CO3sm36yY8Nd1Qy4tyvlwesyuUX5rB/psGNNlc0HKpolJW4rSNhakbJiQtKUoY9vU7tum99o6tdvGotQNhUnrJsWWD/MvSnPtFyZN8BJFOgo62AuDrHEfCa4R4yoGV1G4lsa1DNLQ3He/kIrG1QyoaVBTSE2BksIU1JvtmOcIzGg0Vr+sM186Nv6y3tvkQrS54W+yCa7feGz8xTNpfls22qFgvurb6CFu+6mvOQOx0SqxZV3mWSz/+1r2ajlXczdSc06513oOTYbv3UfVXAmNdHL3UbX5RnmuIpPaq57XWG4xsNSS5UnLepubLltzpdFsG0ujhXTzjJaaaXnYNNlZ5mOp5QFgKcCvGE7coWlKfa02Gh02OaQtGaj13dEye71Ruyy7rPW98EYVNZm9uZHQXK+ZD5UmVWreTW2FNmCvdFuUZYNyrFGODcqwxZMdUJKzIMlV2NVVEOkgCJEhAw0aEtOSHHtBEAsdrFCUDYqxRvFOgmwVM7i947gu7YqzlPMHd3xnVOTKUWHv5IcsGeK3sK9qUQ/3rSOCLi3u8+17xT++P+fZ8bnPP5jz4uSi2vOrai+srjm3sub04ufHyh7sLb5TUfRtxeTvdk99cmzxi7PvVp9c8bByxq2dBd9UFN7aOfHOjnGPD0z96fSy2ovr6q9sbLi2vf6TbQ1XtzRc3VJ7eWP12VWPjs6/XTntnzsmfr5qwLm5KYcmddgySLWyr2b10A5r86PWDgtZl99hzajI1fkdNxUkbJ/abdu07C0l6ZsmJ6+flLBqXPS8AX7j4hyztHS4gzBQLvCX4b5ygU4u0EiQmgE1jbQ00tKgoUBFg5IGDY20DGhoUFNIxb0WRv+GsTaau9l4/KZ4UPWizX39vwJ87//Xge+y1qAN2KurDMVKIEYMsRKIlaJOVqizNYq2RVH2eIS9oL21wF+MawhMI/qThsAMFObPQogMOlpBeykWwmLtZaiTnSDRRdjbXzIhsd30HMXcXsoFedoF/QyLB2jfyfPenh/60cK8b3dO/mFf6Q97i37cM+HZgeKXHy6oPbWk5sTCl8fLfjo2q+pI2fcHy77bO/2HAzN/OrG85tzaFyfe+WHf7JtbJny9peD7/aU/Hi59enh69fH5L08sqTm1tO7CmrqP1tVfWFv/8ea6q1trLm18enLFvQOz/75xzEfzcj6c1qVyfMjWofrNIwLfHdp+5cDgVQMNqwf7rRwWtHp4yOaJsduL07YUJW8siN9YmLR2Ylz5sA4zctWjomwT3YlACe7D4gYG6RikFuNqFtQ0KClQU6ClQEcjLY1UNGgYpBNjWgY0FNJQoCNBR/5WcQ6Nr9uuxuO3APf8+9bFSOWnwv9C8F3WGrQBe4VLUAcW68BgESxESlGEHI+2QTG2qJMdHumAd7DBAyQ4F2NCR4CBAl8GC5RAqAwPkeGhMhRiBcEyaC9DiW5kv0Dp6E62xSlOs7op5vf1WTLEsH54QGVh3LmFfb5aP/L2lnH3toz8YeeYp/tKXhxbUHtqRe3pZbWnFteeWVJ1fOHdyrJ7e2Y+Pbqo9vy6uotba86se3ak/Pb2Sf94d9SdncVPj82tObu07uzK2pMraj5YXHtiWe2pd2o+LK85ubzm3Jqfzq168uGy+/vLrq8edqo06diUzvsL2lcWRO6dFL1peIcVeYYV/dSrh/ivHx2xZWKXrRNjK0rSd8/ssW5i/MJBHab38B2f7Dk0wj5HK+5gK9KzyFeC+0pwLYOraKRmkJpBSu4jKRyBUaChkEaM66SgEyMdjXQU6EisuR3zPHjw4MHDEm3AXsESFMpCewY6SCBcjkda4zH2gi72eIyDINoZj7TDQ6UogAFfCjOQyEAhAwM+YhQoE4TIhe2t8DAbFCxHgRIUIsNjHEW99ez4KOviRNeZOd5ze6u2TYw9tbDvR+V9r6/o/4+V/e5uGPZkT9FPh2fVnlhWf35Dw8UN9edX1pxe8vj9+d/tnf195ewnRxfVXNhQd/W9mgubnx5ddO+9KTc3jb25cczD3ZNrTpW/urS+4dKWugvra0+vqjux/OXRudWHZj07Mrfq+Pwfjsy7vWf6J0sHfDgt8WhJp0OTIw5Ojt1bEL11RNjavrrlvT1XDjZsGhe1taDr5nGddk/PPrx0+JqJCcNj2qWoxbHuVJQTGSQX6hhcI0Y+ckGAFeEnJ3QSgVYq0IpxFQkqCqlp0DCgY0BDIxWD1GLQsEhDg47CDCSme5NdGzx48ODxB0cbsFcAg4IYCKYhmIUQMQqT4uHWgggbPMIa72SHd7IXRNqgcCsIlYG/GPkwYGBAL0E+MjxIiofK8GA58pciXxb0NPgxEGMv7KUih4dIx3a2K81WH5jf7+rGCReX5F1b0vvvy/t8tzn/aWXxy8Oz6k6903Bpy6vL2xoura8/v+rFieVVRxc9Pjzvx6Pznn649OmJFT8eLX9UWfpg15Tvd035ftfkqgPTa0/MbTi/ouHqjvqrFfUXNtafWvHy6Nyn+4sf7S68v2fy/X3Tvqkourqk38kZKcemdjlYFHtkeurhackVYzuuylPPy3Ja2Md7xbCAlcOCVw0JfHdM1LpJSVNz/ZJUrK8U6VkwsLiewTUkaBgwyAS+csJHJtJLBToprhEjFYXUNK5lQMdiGhbUJKhIUDGYhgENCVry54gbPHvx4MGDRyvRBuwVxEKAGPzFuD+LAlgIEEOgFAXKULAUhcmhvTXqaI0i7SDCFoXKcX8J+EhAL0N6KfKT4oES3E+CfCTIwICeAi2F+YtRuBzv6iJKU1H50e7rJ2cfXTLg9Lxun5T3/mrloHtbxz6pnPLy0Iy6E+UNH62tv7Sh/uMN9ZfW151/98W51T+dWfni3Krqs6ufnXznyQdLnx1fVH18wfMPFv10orz29OL6c4sbzi9/dXlLw9UdDRc21J9Y+vL9WU8rJ9/fNurW5pHf7iz4v81jrizudXp2xrGpKe+X5lxcN/HMO0M35YeVZbgVJ9pNz3Ke1d1rbi/t/F76olSvwRFOqVpZiJ1IL8F1EqQTIx339WQG6aS4VoyraKSikYrFVAymoEBDIS2NaRhMRWMqGqkZXM2ChgUNhWlopBaDlv1dsNf+Nw+v3sK7UG0OY1PrAU2e5MGDx/822sJzKEOBEuQnw32lKFACAVLwEyN/CQqQQqAMBUohWAKhMmhvhTpY4SHWuJ8caWVIK0UGKe4jRQYpGKSgZzAtBRoS9DTyocGPhRBrFOdBDQh1nJ3ru29y3NVFvf65buSD9yY/3T+9+uC0l0dn1Z1eXHtuec35lS8vvPvywrsvP1pX89G79Vc2v/qsouHz9xo+rWi4srHu0traS+vqPlpdf35lw0fvNJxfVn9+Zf2F1fWnV9YcX/jToWlVeyfe3TL05oZhN7eO/8vqwRfmZp2elXGkJPX0ooHX35t1eH6/ud10BTEO4zpbj4uRjYuxnhTvPLKTc7K3ONQK+cmQXirQSgQaKa6RIA2DK2lcyeJqiUDNIhWNKWhQ0KBiQcEgFY20DFIzoGQwpQTXSARqFqlZ0NCgZZFGgmvF+O+BvV4bXt1y2+t/gL3MI+nx7MWDB4/UNmGvQCkKYMFfivwkKECKB8pQgBQFSiBQCkFyCJKhIDEEshAowUPkKMxGEGyN+0hxrQTpxMggRnop6CVIx4KGBg0FOhr5MODHYgEyCLGGTjZYno9k7eDgK4vzvtky4VHl9KeHZlYfKn35waza0wtfnFrw5OjMHyqnP9he9HB7YdWu4qeVM58fWlB9ZHH1kSXPD89/dnju0yPznx6Z99OH5TWnF9eemFd3Yn7dqQW1H8z76dCMJ3smPqoY9d22Ebc2j/x6w6hPFnU/PTPlaEnc1vwO703J3j+n76KBYYXJiolxbqOibPIj5SM7WQ8KlSV5kAFiXEeBjgUNt7FQKtCIcTWDK2mBgsWVYlzFgJLBFAyoaKRhkUqM1AzSMNzueUzFIA2DNBx1cWCQ9rfcMf+bgre9ePDg8Z9HG7CXvwT8xMhPgvuwyIcFHwn4yyBQCgFSFCiHYBkES1GQFA+WCUNkgvbWeISDINweD7RCWjHSiUEvxbRi0LKgpkFFg4YBA4v5suDLIj8xCpagLs6CaenK84t6f7uz8OG+aU8Pz3x5fG79+aUNF1f8dHLOD3sn3Fk39OtZGTeKk+6UdftuXo8783rend/nztzet8tyb83KujGn263lgx7unPj0UMnLD2bXnVlUf3ZB7Qeznu0v/mHn6EfvjXu0v+RuReHfVw25NDfrw+mJm4YFFXR1GhnjMTHec1SMQ0GKV0m2piDJbXyCy4gYxzQlE2KFG1hcSyM1y22+wDVSgZoVeNPgTeMKVqBgkYIGbxq86Z+tLhWDNGKkEYNajGnEoGZAzSKtFGlZpGWQlkE6BnQ01kr2MrYYQ91UiCmwWHMBno0W4bcbZTQ2E5vc/LVEyzcim4tD31yBrQlKbTR7CfSNIujz4MHjfxVtwF5+EvCVgK8Y+bDgw2AGBnwlyE8CvmLwl0KQDIVZoTBr1N5K0MFGGG4r6Ows6OIu6OQi9LUSaKRIIwEN+8uruwxoGdAzoGeRlkF6CvxoCJVB/xC7ypLUGxVT7u0teVxZ/PLDhQ2X1zdcWf/Th2VV+woeVoy/u3LgnXm97s/v+/28PvfKen5X1uvOjG7fTk27WZx4Y1bGtysHPtw55umhwpqzCxour2m4uLzu5Jxn+6c8qhhXdWj60w8Xfbe75IsVg8+VZe0eGz4t0S1HTae5od5q4ZBg6ZgYp8Jkz4Ikt2FRDhl6SZidUM+ClkVqCpQ0qFhQi5FKjFQM8qbBi0HeYlwhBgWNeVPgTWFeDHhR4E2BmkYaFjQSTC0BpQSpJbhGhjQS0LKgYZGGQVqmtetexhZjqJtgHg+7yQDPxmbeAzPP2EK4+ubiWDcXh765AlsTlLoRezUnUiuDmvPgweN/AG2x51CM/MXgK0Y+YuTHYr405isGXzH4schfigKlECJFYVaog40gwk4UZS/s5Ih3cRcmeJORroSPlUAtRlox6Fhcx4KOAS0Jegp0YqSVgI4FXwYCWIh1JkozfT5+Z/i3u6fc3zXp2QcL6z5eV/vRiufHSp+8P/XpsVlPj8x+un/G0/emPts25emWoqqtk6u2FFZtHv/j5lGPd4z9cd+UqgOTnx8urj235NW1TQ0fr6k9teBJ5ZQfdk9+9sGiJx8suLFl7KW53fZNjF6Zpx/VwSbdk+zmIeyrpvoamD6+kjw/WQ+DpKs7HWQjMEhxHYu0DFKToKYwzl5UipGSQQoKPCnwZpFKgpQ0eJOYFwWeNHhRmIIENY10LOjEoGJAwSKVGGmlSCfDdSyuYZCaQVqmtZ5Dc/5oORISd7K5AM9GY+OoOS0E0jaVb04k3JnmIoFaNqS5Al8blNq80pZFMiXL0EQ8ePD4X0IbsFeIBA+SoCAJHiBB/mLwZ8BPgvyl4CdF/nLkL0WBYhQig3AbPNJO1NmRiHUlurQjkxVUipLp6EDoJUgnRnox0ot/3nmoJ5GeAb0E6SVgYMGPhUAxZCglm0Z2+WrL2DvvfluQdAAAIABJREFUFfzw/qyfzi6tPrng6fFZT0/Mqz5d/vLc8przK2vOr6w9u6Lm1PKak8tffrj45QdzXxyb8dORGc/fn/HkwJQn+4tefjiv4eM19R+vfnFy4Y/7Sn48MOvZh4vv7S66trDb4QnR20a0X9lfNzrKNtWbyPAU5ngQWR5Ecjuyi4Mo3Br3kyAdy/n6QMuAlgYNbQq5i6so5E2Apwh50kjJ4ioGKSjkRYE3hSloUFKgoXE9F4CDAjWN1Cz4WAsD7GidWKSikIaG1q97tcxeTQaBbjLAcyP2aiGQdnMRuLkzTQa3toxD30KBTWYxl9mSvVofQZ8HDx7/k2gD9gqVohAZhMhQiBwFycBfgvzFKECK/GXgJwF/CQqUoFApt29eEOMsSvRikhV0ipLK1IhjXSl/Ga5jQE+DgQE9jfQk8qVxHxp0LOhYZGCRH4P8GWhvhU/s6n1uUc+b28d+t6fowcGpDw9Nf3x0zrOT5S/Pr6y/vKnh6vb6T3c0fLaz4erWhkub6y+sqzu7vPbM4ppT5dXH5jw5PP3HA5OfHZ5ec3rxy7OLnx6Z8UNl8eNDs77fX/rFO4NOFyceKUo4NCV+x5iQgq7OCe6iGCeU4CxIdBHFOgjDpLgfA3oW07KgZUDLgkYCGhZT06BmkZoBNQkqEaYiMDUFCga8KVAxuIoVKGikYkDFIAWNNBSuI5GGRioKaShcw4LeSuhnRegYgYpCauYN4hy+lr2aDAJtGeDZkr0sA2m3EK6+uTjWzUWYbq7A1gSlNjblOWxlBH0ePHj8T6ItbC85hMhQsBSFyPEQKxQkQ4FSCJCAvwTzF0OgDAXLUagctbfBIx2EsS6iJG8yQ0dn6dlMnaSrBxVkjetZpGeRQYJ0LNIzuA8r0DFITWMaGvQs+LDIl0G+DCR5sssGhHy2dsit9yZ/vW38V5vyb+8qfHp8Xs2FNQ3XKl59Xtnw5wOv/nrw1fW9rz55r+HKjvorm+ovb6i7sLr6w0U/Hp55f9f473dNfHpk9tMjsx/vK3lUWfxgX8lX6/Mvzul5eVG/z1YMvVTe+/2SLgtyFT192WgnFGOPxzmLohyE/hKkZ0EvAa2Ec3KCVoI0YlCzSCvBNSwEyoVZfu3GZUaUDEwp6BPfI0oT4sIoWPBiQCVGahZX0TgX4VDzyzdT1CxSS5CaBg0FGgapaKQhW7tjvmX2ajIetrGpAM+N2KvJjJaBro1mWySajGPdXBz65gpsTVBqc/Z60wj6jZrJgweP/w20xfteVihYggKlHFHhIXJB8M8chvzlECRHIXI81Brv6ExEuJKdnYk4D1GqhsrSidO14ngFHeYo1ElwnRjXS3GdFDeIBT5iXCvGf96RKEEGMW6gQc9ggRLo4Wu1aVzsnzeM/sfWCV+8O/yrzfmPDk+rOb+y4eqOV9f2vLq+/9VfDrz6y/5X1ysbPtv76vOKhk+3111c9+T4grvvFXy9fuidneOrDs94cnBm1aGyx4dn39w27urC3p8tG3SrovDm9gmfrxx4ak56xdj283ppB0a6xLkx0Y5EpCMRIBMYJKCXgZYFFYmpCFCRoKZAwyAtiwKsBIM76Q4vm/jPc9vufHbwm08OnNoxd2q/mDi9g48toaAxJQlqBulYXMfiWhZpWaRicaUY14gRZ7ppuQ30v79IUW0+7/NEwoMHj7ZCW9heVihIivvLkb8UD5IKguUo2AoPluPBcjzQCgVK8SAJHmqLR7gSUa5ElIuoi4coRUFma9luBkmmTtzJnfKR4zoW6cVIJ0E6FhkY0IuRjxQ3SP8fe28eHkWx/f//6KrqSchMrzMJQZbrdSGZ3mfCviMIIhJlE1AUcUFBEGQTo1dAUVkVUSMCKioXVFRUVFAWQQiLgGxXw74EEAExCBFCEub3R8f+zmeWziQEMug5z+vhGWa6q2vreqeqq89BCos0BqkuSmEo3YWaudGgtv/+evJ9ez4as2f+6L3zRx5e8MRvX4w7882UP5e//ufy7D9XvH5uzczCnLcKc94+v2ZWwXev//7VxLx5o3LffGjP7AHHP87K/2Ls75+PO/X5+CMfZG1/9YGtr/U/vCDrxOdPH5o3ZMvr96ya0HX5+Du+fL7Hu8/ePaRr/bbXJrWsmdAsxdFAQBpDaUy1Ntc6OqlMq2sTM9xYZSjZSbWslTDpoQ57l846v29F8eF1RYfW//G/b35a/ObC15584dFe/Ts266Re6xMTZReSXVhyYsmJvAzxciSdQWlJVHpSNW91SnIiOSkufG2ENDGoFwAA8UmlzL2wn0cGjw0O+zjs4ym/gDJ4lMGj+jyVwaEMATX0oCY1SMtU+qZadIdrEzJvrN5TTurr5+7LEDqnsxkeWnZRkpNKd1WTnNWUJEpNQiqDFRYpTqSZHxjKSKKaCGhQB2npW0/v/GLKjneH7fvgibyPRh+Y+/i+9x8/vOCZXz997vgnz5744sVTX076ffHU3xdPPfHF84fmjcqd8dDOmQ8emT/85CdP/vrRiKPzHz/wzmP/e/X+n2YMOLbw2dPfTDj5xTN584f++Opd66b23JL9wI9vD9n2+csfTHi0b6N/ta2R2K6mo00qbl2L7tWQn9C/3uzR/hfvuWFAa7HjdY5GXLWbUsmAlv+eMbTj2rlPntr++fndywt2fHlh38rCYz/+sjvn+49fy+rTrlltRnUhhUGSC0ksJZseOlwovXppyGlvdcob8455AAAAoDLeVhawwSGdQxqPdR7pLGXwyMdTPg5lsFR9nsoQqAwRNfDgpimkdQp9c62ETtcldPcm9vWzDzdx36lzDWvQkgt5ncjrpOQkSq2OtOpYZYjqwloS0l1I45DiQnoSdct1zGsj79z1/byfv562alq/Tdn9D8wbdfCD0TvfG753ftbxryblL8s+/d3MMytnn10z58+cd/KXv3xo3rCdb9x/eO5jJz998vjHo47Of/zAnEdys/vtnPnor5+PL1gx7cy3E377bMzB9wdvmX73thkP7Pnv8P2fTT787Uc/TH/pzdu7PqXVH1TvuntuEIbcVPe/Yzutm9N/zaR7v3zktnd7NH2uqTQ4vc4go84THfSxd/hn3nfT+pezDn6Wnbck+9e17/7+01d/7Fuz7cuZz/Zt3dXgOqdVb1eXbpGKGiVjnae9DPEySHIiJQkpSZRUnfK64m7lEAAAIG6pjLeVecrgsM5jhUcaj3Se0gXK4JHOUT4B+TnkY5GPQxkibuQhLZNJ22sct17n6OpNvNtg7m/IdVWSGtYgCo8VAassUl1IcyLdhXWWqAxSk5DupAwW6Qz2s+juxrW/mv3UiZ+/3fn1Syun3bNicu9NMx7e/8HovE+e2f/h00c/e+6P714vXD+naPMHJVsXlGye9+f30w/Pf3zPzP7HPhqV/9W4U1+MObZg9KH/Dj303+EnFr1Q8N1rf6585czSiae+GHPgvUE/z3xgz/uP7X07a++M7F8+Wnx03le7Jr29fuD4zzs/MOem2z7u3f3HF57cO2v6pqzxK+8ZmTPg6Zxh41Y8MnTVfwZv/fiNTW+/uWzQqKV3P7ryocHfD3ts3bgRayYOXzqp/7sjOj9x2w0PtWDva+js5k249d+keSrROCy5sMxSEkN5naXuNiRXXPg5BAAAuCqoHE9RmgspDNZ4bPBY45HCUipDaQJluCmdQwaDfCyuz5PGImmZgtvVJrdc57itXuLtaUmdb6zepq6jvgcbbmIkE0PEOot1F9IYrHNYZZHipDRnNZWhDBY34PH9ra5fMe/5U7u//fnLCWuz+6559d7vX+m77a3BeZ+OO/DJuF3vj8j7+OnTy6b+ufqNwrWzz62Zkf/NhEP/Hbb3rUHHPn7q9JIX879+/vjCMSc+f/b0N5P/XDn9/Pevn1s1vWDly/nfTDyy4Mnts/r/OOORbZNGbXn8ud3PvXX09QWHp879edjUDT2Gb+g2ZEO3x364c9iup7L3vPDupkcnbR0+dedzb+5+7tXjC947t2ltwcoff1vw3Z6p89c9Mv67HsNW935q/p33PtMhbdjNtYa0v/bh1rV76Fy7fzma1MCGgEr3pLDVJKaaN4lKT0LepKvYzyEAAMCVpzJ8bbBIT8Kak+gM1likcEhyUbITaRxliMhULz+L/Cyuz+PGHty0Bm5eEzdLJY1r0A08xC9iXUA6j30CNnisu4iSRBQnUllKZSktCanVKdlVTXUhP4t6NayzaGbWiZ3LNn064dPxXb+delfOa/02zhiwe/5TBxc+v+u/o3fPHXlk4biTiyflf/tK/tJpJ796/shHow/NHf7rwrH5SyblL570++LJZ5ZNP7f6jfNrXj+3+rU/vnvll68n/PzB0ytfe/TDsT2XvDJo65vPrx8yav2DT/08avrOJ1/9ceBzOT0ez7n9sbWdBqy5+aEdD7145LXP9k3676b+4zf0zdo+4oW8N94+8sq8vEmfnJz73fEFy/ZOfW/n6Jn/Gznjq8HDZg7p/f74Rz5/PevTV5/KHtHv0Vb+m69hfBySGaIwWGEomaFkJyVVp7xJSI7Z1wYAAABQGeolYoPFhgvrDFJYpHBIdVFKElIYpAvY58Y+gWTw2MdhXUAGTxkcMnikc0jlkMZSOkspHFZYrHNIZ5HqxIqLmK43FBelVUdaElJYpDBIZ6iON7KvPdF7z/qFW5bMfHX4bc/2zfjk2Tu2zRm694OnDn487tAnz+2d//TeD54++PG4owufP/nVhJOLJ574auLxz5/77auJp5e+cmZFdsHKmX+unv3HqpmHvpi4+e2RX0+8f/bw21/s12pcnzbvjhnwv2/n/vTFrK8f67/yvmF7XpxzYPr83DEztjz0/Poeo9d1Hp7T7uGNtw3d/8y7v8xctPPJ7G0PT9r77FsHxr+9/YEXN/V4btvDr+wa99ahVz888urHPz0/ZW3W0PUTxua+/9bhLz87lbP60FdLFg0e/R8jo2OKS2OxymDJRXmdlJREpSdR6UlIhrkXAABAzFTGyqEb6wJROaKxWOOQJiCNQxqDNBZpIjLcxCfSPpEYbqzySGEozYVUDqsC0gSk80hnkcohmcM6j3UBawzSGKSwWGaJzCC5OlKTsMpglcM+DjVPIf3bpn/91rhDW75c+GbWwNvSn+iS9vkLvbbOGbFr/n8OfDz+wIJxe+b/Z9+HYw4vfPa3xRNPr3jlj1UzznyXfea77DMrZ5xZNfvY4le2vP/0Zy/cP61/m1Gd5X5N6vRqWHNEj6bvZj3241tv/bp4yZa33vz2iawfhr/40xOv7Bjy0vYHp/zYa8z6O4au7zR0fdtH1rV+YMudT+0Y+OK2h8dt7vfM9sET/zdo8oY7RuV0Gr7l4Sl7Js7fP3XetpEvrHngkTUPDto4/Pntz2b/9MLsIx8sObl4/eanZsxr3fuRa6+tz2OZQxKLpNKwKcibRCkw9wL+LzGGnqlwhJpA9BcYKhCk9HIX86q+InA5qIy5lxtpAlY4rLHY4IkuYsNNDB7rPNIEbAjI4LAuYN2NVAFpAtY5oopE9WBNQBpnvqRMSTySOaRyWHUh1dzFwCCJRVISlqsj2Yk0Fvl53FDAHa53PdX3plWfTv9p9YcfTh/xn36txvRtMqV/6+mPtH3zsVveHXHbeyM6vz/yjk/H3bXqlYd3vD96zyfjd3743Ka3n1j+6qOfTXjgjUG3juys9Gvxr94NU+9t8a/Rd900bfR9H7+alfPOqzumzfrff17fOOzl7c/MOvDSBz+NmL6p59jtD0zdMXDKDz2Grm3bb8NN923MHLjtgXE7Hp20Y+jk7SOmbhzwzPpewzb1eup/w17d/9IHeyfP3/jwc8s69FnWru+6u8dsGf7axkFT1/cfvzf7o6MLV/7wxPRFtwya2qBjZu1UjUMKR8kMkpJMKKU8sZXN6CHBQ0/2olzT80WVdykbgvMc7vvjEhOsALl5p8NTMGvyyo9uFQ77eTnUyyZIaaU0XAXyH5zbS5QfUK+/B5Ux9xIpnUMqi3UOZQg4w0N8bmKIWBeRIWIfj3wsMnikC9gQic9DGyLR3ERzE43DqkgrHloSsMRjiUFeBkkuLDuR7KQkFyUzlOJEqotSnZTmQn4ON/KQVrUTbpXE4T2bffbmM5u+mbX2y+zP3n5uyuPdRvRoOKizck+za3rVT+6ZUePuBtcMbnfdmO7ahL5NJj/Y6tl7Gg2+rd6jmerjXRoNvEUb98Ct700e/sG04Uvff2Hzkne/zX7248cGfTfg6a2Dp+5++v2jryz67d3lh1/6eNfwNw+99MmBl+Zt6ffU+lseWN/27k09Bu4bN+PYm5//MnvRsXe+2Tt17pYBY3ePfv3U+yt+mfHl5ocmfHvTPd+26LG63aB1t2fldB29ouPQ9fc/f3DWot2vf7S87xNLu4/+9t4Xpt1y/32S/6aagsEh2YlkJ5ZdSGbKMfcKBAJHThaYHv9M9h87E+LYMA65RLGp3ATzzxYu2XQkPAXT/1Y81GQVqlccFhPUCwihMuZeAtJZZHC0T6QbiKiBG/sErPPIcGOfG/kEys8jn4AMnvgF4hOJLiLNg3QR6zzRPERNphWRKDw2X+aVmVK3hzKDZAapZswwF6W6kMHhhh7SPNXR8hpH+xtc97SqN3Hw7Ss+mLz1u7mrFkxb/tG0BTOenjy82+QRdz436PZhPRo/+1CH5/rfPKpXg2mjerw3eeCEIZ2nP3Xv4v9O/fSNpz9/46lNS+YsfufZacO7vTqk10eDH10xeNzWZ2bsf+mDE28vyZ+38sSMr/c99dauIa/uH/furlGvb71r9JY7H/2h672b+j689/mXD097/8ALb+977u3cJ1/d8mDW/jHZZ/678pfJCzf3HrO8Vc+VrfvktB2wut3AnNtHbntset7sxUfeX7Z28Isfd+zz9X1Prxkx+8t+E6e1va/fjVJjPkFOomQn8jqxFOV9L8v9YPAfvIFAwBx5rW8uFJcEf2MlFRxqMjgWZfaiXDMmZOAvl4A2gSUDUcJU2ge3DLlEcCfL/L/e4mPJScH5oogBw0LG3/BsRAvOGTGFDTtP5Oadjji6BYICY1ptETEeZsQShR8WLQJnxLCf4eWKFh20zAtFLFFws9pXoE3DlavyY89/eEuFhAQKP8WmsWK5YkjfDilFxP4Z8YrAZaUy1IvDfhZnCA6/25EhYBPzDTCfiDI8yO/GhoB0DhtC6cZCw419bqLzWBOQJhKVwyqHFRbLDFJcSEmi5CTKdBMlJ1FqojkDQzpLMkTSxEO3qpnY6hpH05r4lhvZh9rJo3o1f2HAHW9PGDLrxYEzxt33xVvPfPja8Oyn7lw0c/TnM0e/NKzLOy8M/HLOc689fe/EIXfOfn7IlOG9R/VqNvquVo/e5rtdT+4m1/jPzTfNe2jwl8P/8+2osWtHPr9r/OyDL87/aeDLm7s/sfGOwVt6Ddk5IGv/sy8ceP3lowveObns818/mLdn7KRtA57Z2GfYhi6P/NR/3P4nXs3tP3lj58dX39RnTduHcm5+bE3nJ37s//LeSfO2vvTmwv4jXm7a/klNH92yXVbbOx5veNN96b6OtVLrcw6lOiUnIW91Kr165JVD67YJXhU07+QjJwusMWL/sTMRx9zgUJPBTzKOnCwIcehuE1gyECUmpH1wy/BLBA9A1udy5SS8E0abPZQZnDM8hexFuQXnizKj/G1uDXDBsUAjxsOMWKLwwwJRInBGDPsZXq5o0UHLvJB9s5ZZgTYNV67Kjz3/1nVDzL7I4Y1VrhoLrpCQUkSLpxp+ReCyUhkrhxzyi8Qv0n6R9ovEL5IMkfh4YrDYJ6AGKaS+h/bxWOeQj0eGgDUeGSLxm6uLAtIErPBE4YjMIpmhJCeSqyOpOlIZpDJIrk7JiZSSROlJlM5gn0AaeujmNRNa105oVTuhWSrd1IOaJlMtaiV0SONvU913Nrimf3vlgbbevs2vffx2/7Au9e9p+u/eTa6/p3V61wa1bkkXb7nR3f46rk0dR+vadJtrk9rdwN18HXPbjeJD/hueadU8u+c9Xz/69MZBE3b9Z/beZ9/b3v/57Q+NODhl0qmvFpzd9n3h0e0lZ/ZePH+w6Mjmk5+8t3P0ixvvfWrj3U/tHDV99zPTN9/7zKqbH1zW6s7Vtzy6oeuz63tM+OHuqSt6jZ7WstV9/069tQbTOjmhaXJiA3eCTyAqi7xsNS9DyUlINn1tlF+9zAhYmWOXHc8/t2TTEfsYlSEDffi4H4geWDJEdSKmUOYVw9MJDzhZZk7CO2HIubEH5wxP4cjJAnOQiqZe5pEh8cwss/FqH/Ewmwic5jdlNmj4YbFcyL5Zy6xAm4YrV+XHnv/w3MbeBBGDz5W3BcNrILx/RrwicFmpFE9RyCcig8c+gfjcxHATn0AMDuss0kTsSyZ+N23wWGewwSKNxyqPNQEbIvZ5sC5iRcCKgFUGKy7kdVHpSZTkxJITK05khnNUWKJwWGOQziKDRw2SSdOajua16Za1HM1qOpqm0E2TSZNU0rSmo1lqQrMadJNk0tSDW3hwq1TcqiZqeQ3drGZC41RH09qOFnWSWtZ0ta7lal2neqs6ia1qO1vXSWpdN7F1ncTuaTWfa9/+k0FPbJ78zs/Pvrt96LTdz7x5NPvD/G+XFR7cVvLn/ovFhy8WHQ4UHb5YnHfxt5/yv/ps15OvbB/y6t4pC47PX3bw9Y82PDj225v7Lm7R9buOD63vPS6n57NLOgyb0zDz8RvqtnOT+izl47DBIY2rpvCUyiGZp9I55GWw+bZytPe9oq0cmrfKheKShTkHw2cMNqEmQ1II/sb8EB5Y0jo4YkzIGK+YGTZc2qhXtJyEd8KQc2MPzhkxSyEWvHMh2oAYMRCMjR4HEy0Cp/lrmQ0aflgsF7Jv1jIr0KbhylX55cp/yOVib4JY1CuWFgypgfD+Cep15akE9coQkcFTOosNnvjctOHGBod0FmkcUt1I9yCfiHw88rFEY4nGY10guoB1EftEpPNYFZDKY5XDCoO9pY++kMxghUGqE6kM8nnojBSHLmCNRTpLNRBwIw/dNJVuWZM0T6WbXeNoXotuWZtuVSuxeWpS8xqJzWsktqyR0DI1sXWtxNa1HK3rJrSq62x+jbNF7cSWdZPa1Gba/ou56V/OVrUcrWomtKqZ0KpuYqu61Tv9WxjRQn69W+uPH7x3/ehJmwZO2fjAuF3TZxzN+Sr/wMYLf+wuObe35PSOiyfXlxz7rjh30W8fvXNgUvaRtxac/GLpL/MW5Y6ftfb+J7/rOui7LoPX9B75w8CJOUOmftx7yKw2ncfoWmZNrgGHfTzRWKwySOaQKmCFL91XaQb9UtlyeIqybhXzcVQsMSpDbsjj+edCln1sokQGbGNCRrti+CUCgUD4n/Dlykm0erDJhkl4cM5oKWSWZ+4VMR5mxBJFC5sZHoEzYtjP8HJFiw5a5oXsm7XMCrRpuHJVfnnzH029Ip4SsbFiv2LEXmGVImL/BPW68lSCetUXsMEijcUaR3SB6CLROWK4sMYh3WM+4kKGiDSeKBxReKwJRBewKmKNJ4ZANBHLHFZ4ovBE5syXlLHCIo3HGos1F/Jx2C8SQyQai3SG8vO4vkg3SibNapBmNR3Naye0qJvYslZC61qJLWtWb17D0awG3TQloWlKYvOaiS2vSWhZJ6F5naRm1zhb1kpsXSepTR1X27rOm+oktb7G0bpmQutaia3rVm9VJzGznmNAS+eoW9gx7VKyOzea163L3MxO79zVZv7w2zfMGf977oqLJzddPPztxb2fXNz1YfGOeX+uevuPxe8UrPnst2/eP7rgrWNfLDg0571dE9/aNWn+3pcX7H75oy0T5iwc/PT0DpkjZblTKufnsS5ijccKg70s8jLIyyBvEiU7KdlZTWaQxtMVUK+5y/dafzwG3zYRQ01GW+gL31kQ8tdowDZMZbQrhl/C3LthPRGxihBLTqLt2giptHIF5wy24LLErl4R42FGLFHEsJmBSBE4I4b9jFi9EaODlnmh4BKFh/osswJtGi72yi9X/sP7W5lNEK2xYq+xkIWK4FJEi6cacbYX7bkscOlUhnqJxGCxwiGVRwaPdZHWBNpgkI/HPg8xBGKIRBWwKmBZQDKPFZ7W3ERxE1WgdTdWPUgWsSzQskBkHssMlp1IclEyi2WWqE6iuZDKIIXDCoM0FzI4bAjE76YbuOlGHtI4hW6SmtC4hqNpzYRmqQmNPaRBMm7ophu5HU1SEprVTGx6TULDmgkNUhObpCY2T01qUSOpee3qzWtXb56a0DI1sUVq9ea1EjvWqz6wQ8qL/W+c8ui/x/QUR7d3Zd3EPdGSHdGq+sTu16967YnTu1dePPnDxbxvSvZ/eXHf1xcPLis5+G3x7i+L9i798+cv/tzyceHOJac3f3ng0zk/vvlKztTxq8ePXvXc4/99rNdjTaQONZjGgsPgiLlqqnJIdiFvEvIylNeFpCTkTcISQ1SOhAzE8QPchAAAxBuVsXLoxn4eaQLSzJ3xItEFYvDYx5leNmhDJJqIdTfW3FjlicrTmgerHqIJtCYiNQWpNWgtOUF107JIFB6pLkp2IonFEodlJ1adSGWRwmOFwaoLaSzWeKyLxOCJ6XTKJyC/G/tTSH03yRBpXzKdIdAZPN3AQxomk4xk4vPQvmRHRoojw+3IEOn6KY6MGo4GHtLIQ9f3OOrXcNx0bWKvRp5Hb/vXk3fVyerlGXaba1AbekAzPKxj9Sn3Xb/slYEntnxRfHxD4PjGi0dyLu5fXvjz1wU7vrxwdMPFP/dePLe75Nj6s9s+3f3VlC8n9Zw5yMjun/be4/7FUzM/mdJpQMc69d3IYLGPIRpDVBYpLiQlIcmJJI6SWMrrxGkuWmJphQH1AgAAiJXKed/LxyNdIBqPdb7U07wumBpDG27a78E+D/Z5iO4mmojN1cXSF5ZFpCYjPZXWUx1aCq2JtMbRBoN5Yk5MAAAgAElEQVR1F1I5rAlEZYnGmakRjSUKg1Qe6W6su4kuYJVDKktpLKVzlM4jH4d8AjFEh8HROksbAva7kU9EvmTan5roq0nryebzNmK4iZGM/cnYSCZGDdrvphu4HU1SHR1udNzVILFfs8R+DR3313cMu5V5+dEbPhx308o3+2379MndS6Yc/m7Wr6ve/mXxa3lfTDu1bfG5kz+dPr7jxK6Vu758+ZupPd8YWG/iPfz0AalzsrSlM+9c9s5dT/S+sVENrDFIdyGNRRqDlCTKm4QlFnsFc/GQeBniZYgXPEUBAADETGWoF490FqssUTmsskhlkc5hjccqjzQeGwLtF4nPQ/s8tCZgnccGT1SBVkSiuGnVjbVkotVwaCkJqsehC7QhJOgcURmkc7h0GpeMjRq0LtIaR8z1SVXEmoA1gcgsVhikcUjjkM4gg0U6RzSeaBwxY6yYOxuNGg5/aoK/JtGTie52+NwJfg9tpNCGx+FzO4waxOeh/UJC05qOTNlxbyPHvY1IHz++WycDbmImD/Bmj9CmPFT3jcHeJS/1+vmzCYeXzzy26t1fV757KufDExs+Wb/g5XnP3v/6w41eeeDa6Q9fM/2RmrOG3zhzhHfOU/XfGNXgnuYev4AUhlKZ0jfYFBeSXUTmiMQTicGSE8kM8SbhdIitDAAAEDOV8twL+TisMVhhkcJRMoc0Fmkc0gSs88TgsJ/DGSLtT6Y1kWg81jlseIhRg9Y9tOYmajJRUxx6coIq0KpAdIGoPFZYrAvEJ9CGQPwpxF/TYSQ7VIFWeKzwSOGRyiGVwxKLZHNno4ANjtJ5SuWQwiCVRZqT0hlsCET3EDWF1lNIRgr2uWlDTMxIdtZPrZ6RmuD3JBqCQxWJyhNDoNv8K+GB1s7hXZnBtyUNaOd4uBV5pE3ikFuEoR24IR2c0x+p/+N7T/++bt65n78pOri+aM+q81u/zF83f+N7Y2YMbjvuzhue7pr6RCY34jb+yW6po7okD2rP3N3E1aKOQ+WQ8lfsaYXFCoO8DE53IYlFEktJLkp2YdPVIagXAABAjFSCejV0kwyBGBzRWaxxSOZwqX6Ym+N5ZLDIzxGfm+hC6TJg/VRHg2scvhq07iaaiBQRqzxRWFzqJoqlFB5rAm0ItMFjH491kagirXBEZojMYoXDKoc1UyZ5pItIE5EuUJpAqSylOCnFWU1xUhqDDRFrHqx4sOrGhgf53NjwODJqOBukJjWo4chITtAFogpI4bAh0C3rJPRr5XqiFz/iTnZ4V+eoLkkjbncNuCnxwSbo8faJ741qe+iLlwvXzSvcuLBkz/cXD+UU7/vuws5v/tj2xd7V769aMGHSoPZdVFerOrhVHdLqX6RZLexPRpqIFQHLPGV5FZEYlO7C6QyRBFO9kMpihcVKFE9RAAAAQDiVMfdyEz9PDJ4YLDEdRGk80nisiURzY0OkDA4bvOnhkOg8MdzEn+rw1XD4konPQ+serIqlS2pSEiU7kcIj1U10j8Nw0wZH+xha44jK0RpDVBdWWCSzSOGRLiCDJzqHdYHSRWQIWOWQxiCVxSqDFBbrPDFEZLiRIiKZx6XO7z0JvpRE3e0wROJz05pINA/RPbhhjYRMJWlopvjcg9dMHPTvlx6Xpj3unTr4xnH31Rl5BzO6a1L2EN/m+WPO/LCgcNPCou2Lz/70zakdi//4+Zszu5f/unPF8gWvDunSrMk1iSqPZQ7LDCUzyMtSEockHks80kSsibTGEZkhEuuQBVr2YMWMVMkSmSUKV473vQAAAP7hVMaeQw/ReaJyWGOxzmGDow2B1gWiiURLJpqIdJbovPmGMjJErLuJnkJrbloXiOHGqocobqwJWBeQKiCFx7qbGCkOX40En5v2iwl+MUHnic7ROk+rHJIZJDFI5nHpUzQB6SIy3NgQiMZglSUqT1SOaByt88R8JCazlMyaj8pon5BgCA6ZwzKHNd7MJG2IpFkq3aeJ84lenuceue6VUQ3eHNP69awm04YZ4x+sNyTTc3/rpPtbu8c/ePNnr4xe/+FL6+dN/mD8wDlj+n/8yqj5U4e+PKrP/e2NZjWTdB5rbqKKWBOQwiFTurwckTmkCkThiMJhhSMyT0siLQlYYpHsIpKrdCER1AsAACBGKmXuhXwirQq0xiGdQyqDDY42eGIIRE8mqoh0Hhs8NgSi/7V9w/DQhpvoAtYFpLixLGJdxL5krKcQzUMMN+3zOPyptC+ZGG5iuGmNw7pADDet8VhhKZmlFB6pPNZ5pItIF7FPIH6e+Hii8UTlscYRjXfoHNE5rHJYZiiFR6qIVR5rHK1xtMJhicUSi2UOKTxWWZzB47bXJWT6nN2auHu3vObulrXualqjZ6PkLpp48/VJTa6h6yfjFnWZznqd+27S72ujdaznufl6oZN6Tft0T/Pa1f0i0sxNGQKluilZQOks5WXNiReWOaywtMwRmScKj2UeSTyWOORlKJnBMku8DEovT3wvAACAfziVMffiqQwRGyJtbkmQGKRwuHTboRtrIjbc2PAQ3U1rHoeR7PC7HT6R6CJWeaRwSBGQIhBdJIab6B5aFWldILrg0JMdajIxVUoTiMbTukDrPFE4LLNI4bAqIF2gdAEZbuL30Blu4ncTXaQ1N1FFh8rRKotML8AqjzUPUd1E4ZDXhb0skTha4rCXQxKLZA7LLFZYWuUcGk9UEcs8JbGU4qIUF1KSsOwkMkcUHkkc5XVVk13VZKaawlST2GpprmoSQ6ks0liiCkThkMxTkkh5eVSPRWkc5RWQLGCZxTJDFB4rIpZ5JHHIyxNJJBKLZAbLLC2xRCmPpygAAIB/OJUSnRIZItIFrLBYZrHMYtVEIKqbGCL2CVhzE9lNy25ac9O66NDdtBmOWWaRwiFzaqWLRBOIKtCaQOu8Q+UdMo8VDqs81t1E42mVc2gcrQpE5rDCYpXHqrlsmEz7UojPjXwiMQSiu4nmTtA4WmMp85GYuVapuInCYtlFvAxJZ4nEE1nAikBkgXgZLHNEExNU3qEIRBaxlycSh70sklmssEQRsCJiRUCKiBUeKRylCsgrIkkoFVeVwzJHZA5LApJE5BVQOovSOCqNxRJDZAarLFFYLHNI5oksOCTBIYlE4pDkQpILe53Yz8PKIQAAQKxUhnq5sWZuVWCJymONRzpnvq1F6+bSH4dLwyiLtCbQukBUN9FErJnTLxZpPNHdRBNoXSSG6dJQICpHFIZoLK3xRBWw+V/VhRUOSxyRGaRwSOORISKfmxge4nMjv4B9HNZ4rAm0xtM6jwxTWT1E8xBNNB010QpLyyyRS/0uEpnDXhZJLFJEWhFpc5OFxGGJJ5J5LY7IHDYFTPUQzY1VASlu5P1rzVMVsMJSEoNkFskCJYnIy1ESg9IZlOYiXieWnVhhaNlFZAarHC3zDokjEovSGeR1UV4n8iZhPw9zLwAAgFiplAgpWDN3zbFY47AqmO42iE+kDU/pFgZz97zKmxJFKx6iuJEuUqpAKTxSeKwIRBFoXaR9btrnNudhWGWxxtAaRys8UViiMlhjkMxirwsrLqSySOUpcyeIIWK/G2UIyGCxxiGdN6+FDQFrAtLcRHfThofWBFphHSpHKzyWOSKzWGKRl6ckAZUKlYC9Ak7nkJfDEke8PEnnTfVCsoBkkShuoiUT1YNlAXs5078wlgUsc9jLlr5/5uVROkuZO+PTXDidMVUKexkis0RhiJfBXgZ5WSrNSaUnUV4XSnMhFXxtAAAAxEwlqJfOIdWFVQZrHNJ4pPFIZ5HOYp0n5mMn3Y01AZkv7So8VgQsu4ksYI2nNB4pHJJZLLFE44nBE52jDYH2iQ6/26FztObCmgurLiwzWGOQziFVoCWWlkvVy3zTC+s8MgTKxyGDwyqHNPMNKtMxB49UkWgibbhpg3f8NZkjCk9knsgclgVTfojE07JAFJF4BexlsczgdB7X47HEIoVDsoC9IpFFrIpEEbHEoXRz9yNjPjwjMke8DPaa+wxN9XLiNMbcHkJ5nSjNZT5pw14Gm0emuai0JMqbRKU7KTlKdEoAAAAgnIqrl3VmzxY+xYUUJ9FYbG6L13lKF4gu0LqADQEZAtYFrJq7J1hK5aopIlIEovFEY0vf35LZUsccOkP7ODpDTPCLiTrr0F1Ed2LFhWUGaQzSeEpzE1VwqHypWOoi1nii81jnKIOhdHNFkcWKCytJSHFRMosUnpgbFM0HbObTNVUgCo81HqkiUd20LBAvSxRThFjsdWHZibwsqsdir4uSWOQVcLqbSAKWWSxxSOJQOoPTXeaOD0plsc4ShcEyh2UOeZlqXieVnoTSXUhmkMJg2Umlu5CXpdIZKo1B6QzxslhyYdmJvUnVJCeVIVYvLCwE9QIAAIiFiqvXqh3HzAPGDx2gObHiwhpL6zytCuZ7waV+NDQR6zzSeaSJSOGJzmJDQLobqR5adTtKn2mJRBNozXxPi03QOYch0DpHawzxuYjPRTSuNNyXKiBZwBJPVIGoDFIYyvxJF7HOYcOFdBfWWKyxRHESpTpSqlNeJ/JyWBGQxlNmfpS/NoOoAlJFpIlE4WiJwekuLLHYy6B0J/K6iOTCXtMvhhN5WUoSsSSa21KQxFIyhyQeSQxSOaQKSOORxmGFIyqPFR57eSQxKN2cb7mwzBKFQZKLkliUzlL1GJTmwmkMMrcayi5KdqE7G/vN+sw7YRePEQAAAMi8FPWatXiXecDn/51juLDGII0lOk80wXw3i2gerLmR7iaGG/sEpItI5YnO0z43rYtYdRNVIJqANTfWPLTudqgCUQSicLTOEZ0nhoANkfhY2u/CBos1nqgsVjmk8EjisMJhhaFkllI5SjOPFIjBYYPBOkdUhsgMlhlKqU7JSSidQek8UgRKFcypEtI4pP71lE5xE9lF0qujNGfpW8NeFnkZLDlRupNKcyFvEpJdSOaRzGOJoWSOUjhKYpHEUQqDFI5SBKTx5vonNl8sU9xE4bGXxWkulOZCEmvOwCiZRearXRJDSRzlNXdpMlhy4pezRpj1uWzL0SrvFgAAAHFOxdUra85m84DC8+duz5A0Buk8MUSiuWlNpA0P8aXQPg/tT3ZkJDvqu0mGm/YJDkNM0N0OM5KyxhNdNDe403rpXA1rHPaxWGeJJhDdTXSO6C6suZDCYJnBpptElScaS8ygX6Yne40jPgH7RKLzROOxxpkgnUWKC6W7UD0GeRnzWRSSGEoxX7RiiCwSyUMrHPG6cL2/nOd6BezlkOxCkgulO7E3CcsMlgUsi0TiUDpDSS7zPS0ku0p3amjmszGWyDyReWK9+pbGonQWeRlKYZDGItWF5SQkJSHZhSSekjmkMER2YUNI+uXQAbM+Zy3eVeXdAgAAIM6puHp1H78i70SBeczWH9bpHPaJxO+mfSkOPZn2pdD+Ggm+5AS/x5Eh0n6B+ARaF2jd7TDcDl2gNYHoHofpZl5zO3S3QxexISDTX6LGloZjVlmkOZHqohQnkhjzNS+iCrTGYq00Dgs244oZAva5iSaaWw2JzmKDQ7qAZI7yspS5w8JUI8mFJCdKd6J0Fkkikd0OVaBljqSzyMsiicNeDks80kWiiaYXDOxlsSQi2UMUAZvpmC+3SS6icEjhsMog2YUlhpYEWuJLL+F1oXQWSRySWaRyROWw7iKKE3udyMuidIGSGKQkYSkJz5z8olmTZ88V9Z3yfZV3CwAAgDin4uqVOXbZyNk/WKflLFtys7d2hof2JzuMlAQj2aEn03oy7Usmfre5XR6rItZF4hOI300MN+1LdhhuoglYEYkq0ppASuOBCQm6SGtiaagUlUUKSykuSjYlgSEyR6sc1likcpTCI1Uwd4tgw030UjeDWGeJzmJdRJqAZAHJPFEE7OVQurnfz4UlF5JYLAvEK9BehsgckQXi5bGXQWkuXM9lnkJ7GZzmxOksSuexlydeHsssljmsiEThiMRglaPMt9bSGZLOEclNZBFJLOVlkJdB6SySOayyWDd9KrJYduF6TpTmQl62mteJ/KJz5pQJ58+VNsO0hT9VeZ8AAACIfy5JvTLHLluw+oB15h/5v099aljfDs19bofupg0P8afQpeuHIm2IxOchGW7i44nPjX0e2udx6B6iilh3E3+KI8ND6zwxBLp+cmKGx+ETzAArxOCxKiBzLU5mKJnFMkurPNE5pJirdgLWBGLw2JdM+1Icukg0jugc8fHYLyLDjRU3VkSiukmpY1yeSLwZtZlWRDqdx/WcSGKx6nEoAi0zWOKIxJpvZZF0F0lPQpKL8pqPrBjkZZHMU6qAFY6Y64cKT2kilt1YErAiEPMNAZmhvObBHFLNrSUeoruJwiJvEpKqo1v96VkP99u3M9eqwO37T1V5hwAAALgquFT16j5+xbItRwNg5bTC8+dDvsnNO917wsoq7xAAAABXBWWr14PT1pSZyti5W06dKbzcI/7f1c6eK8pelFvlXQEAAOAqInwsDVWvkbN/iCWh3hNWzlq8a9WOY9ZWDjB7O3WmcN3Px99duge2aQAAAJQXcyC1pCoQrl4wLQAAAADiCuuVrQjqZVlu3ukqzygAAAAAWHy98bCdelnfwjZuAAAAIE6wJl4hFjr3CgQChUUlsezdAAAAAIDLSvfxK6zdhsETr1D1sn7LzTsNmwsAAACAKqT7+BWWg/gQ6Yow97KOOHuuCJYQAQAAgCph5Owf7Pe0R1g5DLZNu0+OnbulyosBAAAA/EMYMmP95+sORZxWla1eEQ/NzTu9ff8pAAAAALgchE+2IopRGXMvm3PAwMDAwMAut9nLUBkrhxcvXgQZAwMDAwO7Yhaj7pShXmBgYGBgYHFooF5gYGBgYFefgXqBgYGBgV19BuoFBgYGBnb1GagXGBgYGNjVZ6BeYGBgYGBXn4F6gYGBgYFdfQbqBQYGBgZ29VnZ6nURDAwMDAzsCtqlqleMSYCBgYGBgVWulSlA5fDSCwYGBgYGdiXNRowiqFfw0afOFH698fDYuVuy5myGeJUAAADA5SNrzuasOZvnfbcv2Nl8NAGLGp0yEAis+/l47wkrq7w8AAAAwD+Ned/tsxew/6NeFyGwMgAAABAfjJz9w6+/n4smYJGfe01esKPK8w0AAAD8wxkyY31hUUkZK4eWsq3acazKcwwAAAAAmUFLiCHTr9C516kzhfCs6x9IIBC4UFxS5dm4TKzacaxKSnehuAT+FgSAS6T7+BX7fjkTde5ladqC1QeqPK//ZC4U/785cv7Zwq37Tl2Z65pXvJTT41n8juefy807HfzN1n2nIuZ5w84TBeeLAoFAwfmiEOHJXpR75GSB1TTBP+0/dsZsuAvFJfuPnbG+z807fTz/XJUXHwCudqYt/Cl8+hWqXmPnbqnyjP6TCVaRDTtPhA+UlXih4LH70tXrUk6/rGQvyg0EAnOX7zX/uzDnoKlP4Xk2K9zUOVOolmw6Yv1acL6o4HyRmY6VWsiRSzYdCQQClmLNXb43EAhkL8qt8koAgKua3hNWlq1eD05bE2NyD05b8/wH2xasPrB9/6nwOR1YsG3ff+rzdYemLfxp4Gtr7WvVPN76rzlFuByrTyEXCvnvJaYWV2zYeSJEp/cfO2PqSkieTVUzPy/MORgIBI6cLLASidYQ9jV5obhkw84TVV4JAHC1E753I1S9uo9fUWYq3cev+Hzdococ3f9Jlpt32kbDzGOs/5qDbPDq06odx8xB9kJxSfC6onlYyIKYzcHBZn2zZNMR8/jj+efMGcP+Y2cKzheF5DB4RhIx2/aZtFbngss1d/ne4/nnzFOCRaICSYVw5GRBxF9D8hz+TXBNmnmLmL6ZAbO6zHle8OWO55+zJBAAgApjbZ23LFS9ykxi5Owfgt+CBquAFRaVvLt0T8TqNQ+I9o25MGUubeXmnQ4EAtaAbh5mLjOaI6nNweEXMv9rPrMxTzTHXPOztVAWbftDuTIZfpXMscsKzhddKC4xc259WbGkQig4XxTx8aF9VYf817qc+XwrRHcvFJfkny2cu3xv/tnCkJXerftOhcg/AAAV4FLVK2vO5uCT/zh7/uDR/O27f1237fCqTQeBiORsydu669eDR/NP/v5ncO1F3CBjP6Tmny0MGV6tsdI8LPgRi83B4Rey+e+F4hJry8ORkwXBuxIqlsmIZwUCgfBRvmJJhectRvUyn2CZC32rdhwLVy/zJ3MVMVgsF+YctLbbhExMzdlwpdy9APBP5pLUq/v4Fdb5hReKt+/+tcqF4arjx9xjBecuWLU/cvYPIZVsr172o7/NiZfy39y806aumMti4cuGFc5kyFUCYTv9KpZUeN5iVK/Mv1YIA4HA/mNnAkErhzaXs3ZqZC/KNeU2uAigXgBQKVySen298bB5TOGF4pwteVWuBFcpq3889MfZ82ZN5p0oCHnQGNIKIc+9qkS9zDwszDkYsv0h2rUqLDkLcw6a4mFN9a68eoUcYE2wzKlVxHPDn3sF1xKoFwBUChVXr4GvrbXOgVnXJbLpp19KSkorPMQpV0grhOw5jH0lzf7g8OPt/5t/tnD/sTP5ZwtD3poKPt4asi9xuS/4y0pZOYz9uVcwIZsMTVm1nv/FnhN47gUAlULF1ct6WezU6XNVPvr/DTj86x9mfX6+7lBwPQe3grlFIvj5iilmwbsYrHW88OazOTgzaHe4OWmwH4LNWVfw8B2MOTmz8hl7JoP/a55uJmUN9xVLKoTj+edi3HNoJW7WfMhWz8Bfm0TMRUXrYFPYTJ0LPsz6FfYcAsClU3H1spYN9x/5vcqH/r8B23f/atZnyGwmxNdG+KtCW/edMo8Jf0QUvqwX7eDMoJ3oplSEnB6yUJYZZVdF5l8aYL3GW65MBl/Fyo+5ee9Skgoh/H2vELPKZbnSiDhds6nMaL42MuF9LwCoJCquXpabqa27YNmwEsjZkmfWZ2FRSZV3i1gIed3qKsKcz0WcNV6ZS4OvDQC4dCquXtYJsF+jsrCqtMq7RZmYC2JX7yhs88TuspKbd/oyOfoCgH8alaBeVT7o/224itQrmruKqwXwMQ8AVzugXnHEVaReAAAAVQuoVxwB6gUAABAjoF5xBKgXAABAjIB6xRGgXgAAADEC6hVHgHoBAADECKhXHAHqBQAAECOgXnEEqBcAAECMgHrFEaBeAAAAMQLqFUeAegEAAMQIqFccAeoFAAAQI6BecQSoFwAAQIyAesURoF4AAAAxAuoVR1SKegUCgYU5B6uqPy3MOVjp6mt61A1cwZgmC3MOXlZP8JejlsK5TD2hvJVTKYWNWJYr3zEuE1V7z169gHrFEeVSrw07T5jBG0PibEW8E+xdmwefcolO0C/HuHzlwznmny2MPfiL1WohUTQrt5Yq0C4VGxPLPKtclRN7Ye2vG61X/z3ifFaWel2xThIngHrFEbGr15JNRy4Ul5jdbmHOwWABq0B3rMQefDnUK85vMCt7R04WRAw2fWVqqbLqrdJr+/KpV5x3jCqs86vi0pcOqFccEVG9zOWRkL+qQoIr5uadtsbNQCBghqW/UFxiTQWsPjp3+V5zxmZF5wpue+vIIycLrL9qN+w8Yca2n7t87/H8c4FAoOB8Ucgkw0z2QnHJ/mNnrPyHXyv8lJBfgzNvltfKW7T8W2cFAgEzz1YiBeeLFuYcNI+3ai/GFMy/BqyrF5wvMlMoOF8UUhwrb1v3nbIve8Rask4PHuWzF+WaVR2cE/OwkKzaFypkYIp4mLX+FmLh1yrz9Ap3ifDrhlR7eFnCO0Z45yxXxwi/aJnFidh2Fev2waULBAK5eafDb+GQ7Nl0kvLeXGbm7XMe0tD2B18ZQL3iiOCeZGH1mOBoiiHdPfjmMfto5thlG3aesJ5PBILmB+aH4Fs0ODXz85JNR6xzreHgyMkCUzI37DwR0mWP558zB4jgezvitSyi5cRMeeu+U1Z5g7MX7azgJzGBQODIyQLzmILzRdmLcoNTizGF4MVYs8jRolkG161VLRGvErGWIo6AR04WmEUIv0pIVu0LFTLiRztsyaYjEbtWyLViOb3CXSI8t8HVHvHXkI4R3jnL1THs2/p4/jnz3FjargLdPkS9wm/h8OzZdJJKvLmCEw9uaPuDrwygXnFEhdVryaYj4XeU+Tnky+CWjrjYaH2+UFySvSjX/AvL+sl64BGSSeu/IToafq3w/hMxJyHpBGfPPv/B/z2ef848psxchadg/jR3+d78s4UR2yW8IMHLhtGuErGW7Isc3oIRx/EyCxXtMHPB0+ZPmXKdXuEuEXyt8GqPVurgrIZ3znJ1DPu2tm+myur2EcsVe50EYrvNy3VzWYT3E5uDrwygXnFExDsn4sphwfmi4B6Tm3c6fJqVvSg3vI8G3+TR7hbz8/5jZ3LzTufmnQ4ffINTDvkp5MawebxvnxObG8w+/5llDVIxpmCeaD1QtHl4Y52bf7YwuK4iXiViLVWKepVZKJsWMafaZheK2BliP73CXSL4WuHVHq3U4aN8xG4fS8ewb2v7Zqqsbh/y3+CyxFInMd7m5bq5bPpJuTbvXA5AveKIiOoVEXPub/XFC8Ul1qQ+ELTsELyEYt23wQ/MrF/D//Q2Z13mAov5k3XP5+adDlmyyD9bGL5MFPFaFtFyYn+D2Z8VXtjw8SjGFCz1MmsmuFw2ebbmxxGvErGWrFEppOpsVg7Dx/FYCmXfIht2nrDGxGgrWrGcXuEuEXzd8GovU70ids7yqpdNW+efLTRvq1jarsLd3vpv+C0cnj2bTlKumyt4Zdsm5yENHcvBlxtQrzgidvXK/EvAAoFAwfmi4Af4gb8e+YY8vrY0yVp/sCYK5naD8AcMITsUgp/ThvzZNXf5XnOCGPKIPvxawaeE/1qmetmfFX4P2y8QlblyaE18j5wsMFOw2bWRGfSwJ+JVItaSdQn7qrNXr1gKZXOY2frmKBatM8R4eoW7RPB1w6s9Ytee2f8AACAASURBVKlDOkZ45yxXxwi/aJnFibHtyttSgaDdJdYtHJ49m04S+80VXO32OQ9paPuDrwygXnGEVaWV3swRb34AAMqLzRpyZQF3a4yAesURl0m9ApF2qQEAUAFAveIHUK844vLNvQAAAP5mgHrFEaBeAAAAMQLqFUeAegEAAMQIqFcccYXV6wqs4F9JAvHxtGBh+f3TX8mGiFhLcVJ1AFAuQL3iCFCvSyFOhuAyXbCHby6/Ag0R7NoO1Av4ewDqFUeAel0KV+8QDHMvAKgAoF5xRIzqFYjigjr8VcRyeTo3LcRnXSAGL+M2vq5DXjoOz3aMHt9D8haI5Gc9EPSqZjRf+IFyehmP5kA99nzatFQ0L+zRMm9Th+GnhOTcumignCEIACBuAfWKI2JXLxsv8sGCEbunc4sQB9uBGLyM2/i6DlGv8GzH4vE9PG8RD7AuauMLP1BOL+OBKA7UY8+nTUtF88IeLfM2dRjRvXpEz/H2WYoHx+EAECOgXnFE7OoV7pw0mmBYZu/pPJqD7UAg1IdNxASjeQu18Qcae4Ll9TgesPWFH6MTKfPLaA7UK5DP8HqI2BA2mbdJMPyUaJ7jy8xSeHMAQHwC6hVHhItHtJoPd0EdTTBi9HQezcF2uHrF6MvcRr1Csl1mguX1OG4lHtEXvr2f1vAvIzpQL28+o/n7D28Im8zbJBjxlIie48vMUpU7DgeAGAH1iiNiV6+ILqhjdHcdzdN5RAfbIQN0xATDfV1HzEzEbMficru8HsdtfOGXqV4RKyHcgXrs+bTx9x/NC3u0zNvUYbRTgj3Hh68cxhiCAADiE1CvOKJc6hXNBXWZ7q7tvWWHONgOGaCjJRjyZcTMRMx2LC63y+tx3MYXvr16RbxQIJID9djzGV7k4HxGbLJombepw4ju1YNzHqxe5Q1BELG2AaDKAfWKI2JXr6txNLlKsx1XRf4H1iEARAPUK44A9fqbAeoFAJcPUK84Ikb1AgAAAEC94ghQLwAAgBgB9YojQL0AAABiBNQrjgD1AgAAiBFQrzgC1AsAACBGQL3iCFAvAACAGAH1iiNAva4wZYYmCZRzh/qlxzq58mFrKhBOs7zVEoelvmJUel1dAa6W5gD1iiNiVy8z+EXwXZG9KNd03FDlXcqG4DxHc2BRLi6xHv4e6lXeTIbUfJnhNC/9ileg3sqFfd+r3NLFklqMzlyuGKBewGVUr0AgcORkgemwzmT/sTMRI57EFZV+N15iPfwz1atSqv2qVq8rWbpLSQ3Uyx5QrzgionpZ3vNCgkYu2XQk+MgLxSXB31hJRYvoGB5S0j6oY8Qoi/axGUMuEdzJgu/MGHNScL4oYrwr+3qImFS0sJAR42RaDgBtgkbGnmC01okxZGh4Q4TXqn0rlFmoQFD4SpvQMBFDXIZcOjxCZiyltq9qm5ayyXa0WJ3hSYXUp324zmjJhoe1C6mraCcGfx9LTgKVGm21vN24ygH1iiOCO6uF1dtCgkYuzDl45GSB1Sn3HzsT8S+maBEdw0NK2gd1jBjS0D42o03UyuDP5cpJeCe0r4eISUULCxkemDE4kzZZij3BaHUVY8jQaA0R/hd6LK0QLayl+Tli3E6b/hAxtxFje9qXuszWj9ZSNtkORInVad/oZTZitGTD1Su8yaLFDo34vU1WKzHaaoW7cVUB6hVHlFe9zABOZrdbsunIQttAiyFjXPiQF4ghqGPwTyEpxBJDMqJ6lSsn4Z3Qvh4iJmV9CDnSsnD36vZZij1Bm7oKT6G84S7L2wrRKid8CI5Y7SEnlhnbM8ZSl9n69i0VMds2sTptkrJvRJtkQ4oTXlfRToz2fZlZraxoq+XqxlUOqFccEdzPLKKtHJq99kJxiblikBkWqso+omMg0qBmfrAJ6hgxpGGMVwy/G23UK1pOwjuhfT1ETCraXWoTJ9M+S7EnaFNX4SmUN9xleVshWuXErl7BJ5YZ2zPGUpfZ+vYtFS3b0WJ12gdHtWlEm2QjqlcssUNtvrfPamVFWy1XN65yQL3iiIjqFa3yzV5rPgWJJdBiyCgWHlLSPqijTUjDaFcMv0Tg/y7KWzde7Dkpbz1ETCpaWEibOJn2WYo9wWh1FWPI0GgNYdVqjK1gU6gY1StifFT72J4xlrrM1rdvKZtsh8fqjJaUVZ+xhOsMLmCMQVmj5Sf8e/uclKle5Yq2Wt5uXOWAesURFVCvucv3Wn8cBXfcMiM6hschtA/qaBNlMdoVwy9h7t2wluCtIsSSk2i7NuzrIWJS0cJC2gRmtA8aGXuCNnUVS8jQiA0RXKuxtIJ9oWJUr/AQl2XG9oyx1PZVXWZLRcx2SE5s+l5Ifdo0ok0BQ9QrYjjQiPkJ+b7MnARs1au80VbL242rHFCvOMKq0irvFuFtHbL6BFQJ0BAAYAHqFUeAegH2QEMAgAWoVxwRt+oFAAAQb4B6xRGgXgAAADEC6hVHgHoBAADECKhXHAHqBQAAECOgXnHElVQvm/3QAAAA8Q+oVxwR5+oVgA1vAADEDaBecQSoFwAAQIyAesURMapXjCFFApFiRkSLxBHup6DM+CamxaHnaQAA/gmAesURMapXjCFFApFiRkQMghBRvezjm1hYwRcAAACuJKBecUSM6hWuIoGYQ11YHyK6wY4W2SH8m/DgCwAAAFcSUK844lLUy/xQZqiLylKviA7dAQAArhigXnFEjOoVY0iRiJoULRJHeGQH+/gm0YIvAAAAXBkqrl7WmZt++qXKx/2/Aat/PFRSUkadm8QYUiSietlH4rCPjGAfiSN8rgYAAHD5qLh6rdpxzDxg98Hfqnzo/xuw6adfzPrMO2EXjxEAAADIvBT1mrV4l3nAsZNnq3zo/xuwN690V/qyLUervFsAAADEORVXr6w5m80DSkoubvzf0Sof/a9qVv946FxhkVmfsxbvqvJuAQAAEOdUXL26j1+Rd6LAPOaPs+erXACuag79ctqsybPnivpO+b7KuwUAAECcU3H1yhy7bOTsH6zTTp0+t27b4SqXgauO1T8eOvTLaWu/xrSFP1V5nwAAAIh/Lkm9MscuW7D6gHVmUXHJ3rxTP+Yeq3JJuCrY+L+jOw+cLDh3warA7ftPVXmHAAAAuCq4VPXqPn7Fsi1HA2DlNGuyZVlu3uneE1ZWeYcAAAC4KihbvR6ctqbMVMbO3XLqTGEArEJ29lyR9ZIWAAAAEAvhY2moeo2c/UMsCfWesHLW4l2rdhyztnKA2dupM4Xrfj7+7tI9sE0DAACgvJgDqSVVgXD1gmkBAAAAEFdYr2xFUC/LzNAbAAAAABAnfL3xsJ16Wd/CNm4AAAAgTrAmXiEWOvcKBAKFRSWx7N0AAAAAgMtK9/ErrN2GwROvUPWyfsvNOw2bCwAAAIAqpPv4FZaD+BDpijD3so44e64IlhABAACAKmHk7B/s97RHWDkMtk27T46du6XKiwEAAAD8QxgyY/3n6w5FnFaVrV4RD83NO719/ykAAAAAuByET7YiilEZcy+bc8DAwMDAwC632ctQGSuHFy9eBBkDAwMDA7tiFqPulKFeYGBgYGBgcWigXmBgYGBgV5+BeoGBgYGBXX0G6gUGBgYGdvUZqBcYGBgY2NVnoF5gYGBgYFefgXqBgYGBgV19BuoFBgYGBnb1WUzqdTG6lZSU2PwKZlpJSQlUFBgYGFiMdqnqFWMSYGBgYGBglWtlClA5vPSCgYGBgYFdSbMRowjqFXx0YVHJsi1Hn/9gW9aczWbA5SEz1oe4Ab54MVBy8WLJxYvFJZdKUXGJ9cGGwgtFZwv+PPnbqb379m/+cUvO2nWr1+SsXpOz6vvVK75b+c23S5d88+3SZctXfb96Tc7a1Wtyctau27J124GDh3479fuZswXnCy+EXMX6HPyhUjBrJqT+z54rgrgzAAAAwXQfvyJrzuasOZs/X3fo1JnCMgUsanTKQCCQm3d64GtrQ1K3gjRfYSssLDx58uTu3btzcnIWLFiQnZ09adKkUaNG9enT5/bbb7/jjjt69Ohx55139uzZs0ePHt27d+/evXuvXr169ep1++23Z2Zm3nfffVlZWZMmTXrttdc+/vjjtWvX7tmz5/fffy8uLq6a4hSVmH8NAAAAACH0nrBy2Zaj1oAZUcD+j3pZRxQWlby7dE94il9vPHxZx/SQLJaUlJw5c+bgwYNr16798MMPJ06c+Oijj3bp0qVx48bp6emSJMmyXLdu3eTk5Fq1at1www1paWler1eSJFVVNU1TFEWSpDp16tSoUeP6669XFCU9PT09Pb1Zs2ZdunQZOHDglClTFixYsG7dury8vD///NO6euyPDS/Ftu8/VeVdBAAAIG4ZO3eLNQkLH5MjP/fKXpQbnlDWnM2Xdzj/K38XL148e/bsnj17li5dOmvWrKysrDvvvLNJkyb16tWrVatWzZo1a9euXbt27WuvvfbGG2+8/vrr69ate/3111uipet6w4YNW7Ro0bRp0/r165vfNGvWrGnTppqmqaqqKMp1111Xt27d9PT0Ro0adenSZdSoUXPmzFmzZs3BgwfPnbtyk8uI9QwAAACYDJmxvrCoJOL4+f/Uy1K23LzTEVMJj3p5KWbNb4K3SF64cOHXX3/dsGHDW2+9NWTIkC5dujRv3vyGG27weDwsy7pcLoZhOI5LSUmpW7futddem5aWlpGR0aJFi44dO95xxx2dO3e+9dZbb7nllttuu61bt25dunRp06ZNgwYNmjZt2qlTp86dO7dr1659+/adOnVq375948aN09LS6tSpk5qaWrdu3YyMjG7dumVlZc2fP3/Lli2//fZb8KJicG4rsRIKi0r6Tvm+yvsHAABA3DLvu33WOBw8fobOvQqLSkKedZmMnP1D6fmVMWpfDHtR7MKFCwcPHvziiy/Gjx/fp0+fhg0b3njjjWlpaddddx3P8zRNE0IIITRNJyYm1qlTp3Hjxq1bt+7YseNdd9318MMPDx06dNiwYUOHDh00aFC/fv26det2++239+nTp3fv3h07duzYsWOPHj169uzZrVu3zp07d+zYsXPnzt26devQoYPP5zPnYdddd11aWpqmaa1atbr//vunTZu2bNmyw4cPFxUVmTk0M2z+G16P5bXiktLTq2r6FQgELhSXVHm/vBys2nGsSop2obhk1Y5jVV58APib0X38in2/nAkfRf8/S07MD19vPBzx/AWrD5gHnL9QOdscgnXrwIEDixYtysrKatu2raZpGRkZfr8/LS2tVq1aDMM4HI6EhIQaNWrUq1dPluVGjRp17ty5b9++ffr0sbZpdO3atVu3buaHTp06NWvWLCMjo127dr17937ggQcefPDBe++995577nnooYf69OnTtm3bxo0bt23btmfPnpmZmYZhpKenZ2RkNG/evEGDBpIkKYrSuHHj2267bcyYMUuXLj127FhxcXGwhgUuWb3Oni8yP4Q8/bpQXBIIBArOF4U3Qf7ZwkDlSY559Yqda2bStILzRVv3xdcDvOP550LWD7buOxWx6jbsPFFwvsgsRbDwRGwy69clm46YZ4XIVW7e6eP556q8+ADw92Pawp8s4bBuyVD1iraTe/v+U+YBf/x54VJGbcsuXrxYXFx89OjRxYsXP/PMM7feequ5z6Jp06atW7c2DCMlJaV69eoul8vclOH3+2+55ZZOnTp16dKla9euN998c8OGDf1+f6NGjVq0aNGuXbtbbrmlTZs29evX9/v9LVq0uPXWWzt06NCmTZtu3br169evV69ePXr0eOSRR8zJWY8ePVq1atW+ffs+ffq0b99eluUGDRq0a9euRYsW9evXb9iwYcOGDWVZ1nW9S5cukydPXrdu3e+//16Bt8Gj2e9nSx9FnjpTGFzP5pcXiks27DwR/P2STUcszahY8wf+7/B9iUlZ55rCsP/YmSrv3ybZi3IDgcDc5XvN/y7MOVjw1x8KIeXdsPP/Z++rw6Lauv9tDGy91+5ubFBAkO6QHunuEhDpZijpEEEEpAUBaRARSQVBhVFERC+ohA7dzu+P9fM8584MAyre977v9+zn8/AMM/vss/N8zlp77bU6Sd/15G1dAyQSKfdp22QFIrQUW9RMIpHaugaQq9LKWtE/YXuZGDDMOGTdHyLEgSxncvaazIwb2fRCHrs/lCgdgQwODtbU1Hh4eIiKip46der48eMXL17E4XCSkpKHDh1aunTpvHnzFi1atHbt2k2bNm3duvXgwYPHjx8/evQoAwPD4cOHN27cuGLFijVr1uzcufPo0aOnT59mYmJiZGQ8c+YMJyentLQ0DocTERFhZmZmZGRkZ2fn4ODg4uKSkJDQ09Ozt7f38PAwMjKC7TEZGRkWFpazZ8+ysrKe+57Y2Ng4OTmZmJiOHTvGzMysoqJy8+bNhoYGsOn4dfb60jeCKA/R/QzftHzqI/b/jdXaugZaPvVR5p8+yK79lxQ146h61UlG0i2f+oBXyCoJrAaf08paSd85iQyEDz0kFLHBKABjUV5F+dqBAQOGGQGl7QY5e0k4P6B6JWK2+KV3+Cce1uiNromJic+fP2dkZOjq6p47d46BgYGRkZGXl1dLS8ve3l5SUnLt2rULFixYuHAhHR3dokWLFi9evHbt2s2bN69atWrZsmUbNmxYv3794sWL586du2DBAnp6+uXLl4Mpx7Zt2/bu3cvCwiIlJSUoKHj69GnQEJ47d+7MmTOsrKwcHBwSEhKWlpbh4eHR0dF4PN7MzMzMzExWVpaFhYWZmZmDg4OPj4+Dg4OdnZ2Pj4+bm/vChQvnz58/deoUOzu7qalpXl5ed3c3pfLwR8nsS98IIsWi+xm+yX3aRvr7WzyJRIJnJTp/bFEzvP6TSKQO4hAicMC/aHUZ2d3RN4KHeAdxCLndZMWSVRL9L5owSl58QhRrZEpFpFh0TYT/rotDlH6UrYgtau4gDpEoVHZkt6CqvpusqydrBYLR8Qm0Ihf0t+ir0L92EIeoUiAGDBh+EZRHjcnZa8oru3+WvSD19vY+ffrUz89PQkKCkZGRkZGRhYWFjY1NUFDQ1NTU1dWVk5Nz4cKFCxYsoKOjmzdv3ty5c+fOnbtkyZJly5YtWLBgwYIFYHw4b9682bNnz5o1a9asWbNnz4Y8q1evXr9+/c6dO0+fPs3FxcXIyHjgwAEmJiYeHh4BAQEpKSkREREODg5FRcXAwMCcnJycnJy4uLiAgAA9PT1BQUGwS+Tl5b148SIHBwc3NzcHB8fFixe5uLjY2dnPnj179uxZWVnZkJCQ58+fDw4OortuZtlL+O9v8cAHwhQP3A7iEFoIQMQ1yAb/IpxEdi38Cxo/IEvksTtZsZSVFP4uiyAsBUUBA4HUgvzUQRxCiiL2jyAcA5dAtpIXn5DLKVsxMDw2Oj4Bnycjicn24Wh09WQZkPqgC6R9Vd3bL1T3LDFgwPCL+M+wFyJ4ffr0KSEhQVlZ+dy5c7DPxM3NzczMzMTEdPHiRS0tLQsLC0ZGxvnz5wMhzZ8/f968eXPmzJkzZ87s2bORLyHNnTsXCGzBggXLli1bunTp4sWL16xZs23btq1btx4/fpybm/vUqVOHDx/m5ubG4XDq6uoKCgoCAgJycnJubm6pqan379+Pjo728PDQ0NAQFhbm4+O7ePHihQsXYIONh4eHi4uLm5ubm5ubj4+Pn5+fk5Pz3LlzXFxcZmZmRUVFvb29pL8rRaffJ1OyF+FDD/IcJPaPoB/oVAcI/RN8JtuAIbuW9r+0vydrC1pXRimaoDkVoQGQqKheMjo+gZYXyQTQKbmB9HeyodEQEASh8sBSlC0lq9uU/YZuFwYMGGYQ/zHZa3R0tKmpyd/fn4eHZ//+/UePHj1//jzsRbGxsV24cIGHh0dSUlJOTo6VlXXVqlWzZs2a8z3Nnj0bYS9Ic+bMQcSyhQsXbtiw4eDBg/v379+zZ8+ZM2d4eXlZWVlPnjzJw8MjIyMjLi4uJCQkJCQkKioKHqSUlZXNzMwCAwNjY2Pd3d2VlZU5OTkZGBgOHDhw6NAh8MQhKSkpICDAx8cnICDAz88vICAgLCwsJiYmKCjIzs7OxsamoaGRlpbW1dVF+vuRtWmmKdkLtmpii5rRZghk+YMzCWS6OLJCqJY85b+TFUs1M7F/BC2c0Sh2MtmLymxBsRf6viDMkdkHUtZtmuwFVYLvQYIk0xyC6ElmkEK7GzH2woDhN+GfYy/0SeTBwcGqqiorKysWFpaDBw+eOHGCkZGRiYnp/PnzcGZLXFxcUlISyExQUHDr1q2gD6RMs2bNmjdv3pIlS5YuXbp8+fLNmzefPn1aVFRUUVFRRUXF0NDQ1dU1KCjI3d3d2NjYzMzMx8fHx8fn2rVrYGooLy+vpqamra1tYmLi7++fkJDg7e2Nw+EYGRl37doF7qbOnTsnKCgoKSkpKioqICAgIiIiJiYGp8QEBQWBCPn4+NjY2KSlpaOiotrb29FbemQ9MFmakr2E7QsHhscIH3rq3n4hUwkimeHhC1o+9E9Uh5L2Yxf972TFUs0M5IrQCY1iwRQFvmnrGphMpTlZDQFpZa1QvcnO1JN+hL3IMpBpI9EGGgjQth7CfxcuhTH2woDht+EfYi+0Mq2/v7+kpERfX//06dPHjh0D0oK/Fy5c4OfnB55gZWVlYGCQkZFRVVXdsWMHsBeIXHPnzqWnp9+wYcOePXsOHDgAB7l4eXn5+PgUFBTs7e3Dw8Pj4+PT0tIePHhQU1PT2NhYX1//6NGjkpKSqqqqx48f5+fnZ2RkJCQkREZG3rhxIyQkJDIyMiMjo7CwMDExEc5HMzMzHzt27Ny5c+CtQ1RUVFZWVlhYWFRUFIfDSUhI8PHx8fLyIlb7/Pz84MLD39+/ubkZDoSRHcGm0UXTYS9QHg4MjyGqORrcMNlnqplntqi2rgG0UEWa5OFOmsSaHC6h/InGhKTx0/T3vdAA63m0SAesTKmoRFvJUwpn2L4XBgy/Cf8ce8FzvL+/v6ioSFNTE8zZWVhYLly4wM7ODibsgoKCCgoKKioqLCwsf/75565du7S0tNTV1Tdt2oTYYqxevZqJiUlRUdHY2PjatWsuLi7+/v4RERERERE3b96Mj4/Pz89/+vTp69ev29vbu7u7+/r6hoeHh4aGent7e3p6iERiZ2dne3v7+/fvW1tbm5qaXrx4UV9f/+zZs2fPnlVUVOTl5cXHx7u5ueFwOFZWVhYWFhYWljNnzvDw8KirqysrK4uJieFwODgixsfHBzth/Pz8QkJCPDw8TExMnJyczs7OdXV1w8PD6BPNv85eiJ33ZGIKyAGxRc1k2zZUhxIRGqA0sjzofycrlmpm4e+bRqDbBOEDbbWB2JojajoSiTQ6PtHWNQCXgNUGYvSYVtYKhEd5a5CNoFsmI4kO4tA0bQ6RioFvDrKroCGUKkq0lTwwGdomE7M5xIDhN+GfYC/k8d3X11dUVKStrc3IyMjKysrFxQXUJSAgICgoyM/PLyIioqCgoKioePLkSXp6+h07doiKinJwcKxcuXL27Nnz58/fuXOnsrJyXFxcXV1dY2NjbW1tfX39q1evXr161dDQ8OLFi4aGhpaWls7Ozv7+/tHR0bGxMUR3B/wxPj4+NjY2OjoKlNbf39/X19fb29vR0fH27duqqqrs7Oy0tLTIyEhDQ0NWVtZdu3b98ccfa9asYWBgUFdXt7OzMzIyUldX19DQUFRUFBUVhUPQXFxcPDw8II0xMzOzsrIaGRmVlJT09/f/Onuhd18GhsfIjhOh88cWNQPTgJk4CcVelMbfiCE7Yr6IzoMuebJiJ6skXI6o8urefkE8hqCf/ojlpLB9YXAmgdg/gvyb+7QNrVRElJZkd0GaQOwfobTjB1Ce9yJLyE2RvT2q4loHcWgytybAdnAh2QFn7LwXBgy/Cf+c7NXf319QUKCpqXnhwgUuLi4RERHYKwLrDCEhITY2Ntjl4uTkPHDgwLp16zZu3Lh3796tW7cuXLhw9uzZ27ZtMzExKSsrgyhcExMTw8PDAwMDAwMDfX19IFf19PQMDQ2B1g59d0rmAFJBeGV4ePjz5891dXV5eXkpKSlRUVFOTk4qKipCQkJMTExbt25dt27dhQsXrKysbty44eXlpaurKycnJyUlJSEhISgoePHiRXZ2dk5OTn5+fmFh4QsXLpw4cUJdXf3x48cjIyPTseCYjL3+h0F2/Os3bREh1i7/fAMxXxsYMPw+/Bb2Qq5FPgwODj58+FBLSwsMC8G3k6CgIC8vr7i4uKysLBsbGxMTk4SEhLCw8OnTp48ePbp///41a9YsX7582bJl8+bNW7FiBQ6HKy0tpYxXgvAQwkaU3ICuEtUM4+PjEDmssrIyIyMjOjo6MDDQw8PDxcXFxsZGV1eXlZV1586dnJycPj4+qampzs7OMjIy0tLSysrKUlJS4FPq/Pnz7OzsQkJCgoKC4LbK3Nz8xYsXiFNEsspg7EXsH4GHe3AmYWB47Df5l0IOGPzDIHzooTwbhwEDhhnBzLMX2WP627dvo6Oj1dXVxsbG7OzsYOMAAgoY8oH+7ejRo8ePHweP73Bm+fDhw2vXrl2yZAkdHd38+fNPnToVFRX19etXdMk/eiJ4sgT8Nzo6SiQSW1pagMCioqICAwNdXFwcHByCgoJ8fHwUFBRYWFjk5eXDw8PDwsLU1NTAuFFRUVFYWBg8IjIxMcFpMPDowcHBgcfj3759i1YeYuwFQLvwQGsaZxyYj3kMGP738Bs1h/CwHhsba2hosLW15eDgEBISkpOTA52hoKCguLi4srKyhoYGFxfX5s2b165du3v37r17927btm379u0bN26kp6eHs8nr1683NTUlEAiwiTUZDfw0pSGlAYG9e/cONsDi4uK8vLxsbGx8fHxiYmJu3LhhYWEhIyOjo6ODx+NNTU3FxMSEhYUlJSXhNBiIX2AAycvLy8/Pz87OzQSmSQAAIABJREFULigoGB4e3tHRQbuG/wfZCwMGDBh+Gr9RcwiP6dbW1uvXr/Pw8ICrXElJSfBhwcPDIyEhoaampqSkxMbGtmbNmjlz5syfPx8kLTo6Ojo6OvCdQU9PLy4uXlRUhPjDnUxD+CvsBVchElhra+uzZ8+KiooSEhJCQ0NDQkJu3759586diIgIZ2dnfX19IyMjHR0dSUlJsNoQFha+dOmSgIAAnFED8w1wNAXnwBITE798+UKaXHWJsRcGDBgwTB+/RXOIaMm6urqioqLExMQ4OTlFRUUvXboEB355eXnhG0VFRRERkaNHj65evXru3LlgFj9r1qyFCxf++eefq1evXrFiBRcXV3JyMpFIJKMoShr4RfZCao5IYNXV1dnZ2Xfu3AkLC4uMjExKSkpNTY2Pj/fw8DA0NARHU6KiolxcXPz8/KKiorCTB2fCQPyCL5mZmeXl5fPy8sAXIsZeGDBgwPCL+F2y17dv34aGhvLz8xUUFNjY2MTExC5duiQsLAyeKeApLyIioqKiIisre/To0RUrVixYsADcZ8ybNw9cZhw5ckRAQCAhIQGkFnThpMmFmJ9O31DWHyMjI93d3Q0NDTk5Obdu3fL09HRycgoODk5KSkpOTvby8tLR0TE0NLS1tTUwMLh06RI4BwGZUlxcXEpKSlhYGM4AiIuL8/DwsLKyXrlypa6ubnx8nESNaDH2woABA4bp43ex18TExKtXr+zt7Xl5eYWEhCQkJERERAQFBeGor4yMjIiIiJycnL6+vr6+PgcHxx9//AEu5GfPnk1HR7dx48ZDhw5JSEgkJSWhqet3J7Tg2N/f//bt24cPH8bExODxeCsrK1dX19DQ0Ojo6LCwMGtrawsLCx8fn+vXrxsbGyspKcnLy4NwKSUldfnyZXDMISgoKCoqKi4uDq5A/Pz82tvbSdQ8+WLshQEDBgzTx+9ir+7u7piYGPCohMPhwD5eVFRURUVFT09PRUUF4ho7OztbWlqKiIjs2LGDnp5+wYIF4G935cqVHBwcsbGx3d3dpN8gZlEmMpHu27dvAwMD7969q6ysvHv3ro+Pj6mpqY6OjomJibu7+507d5KTk4ODg729vf38/FxcXPT19eXl5aWlpeXk5BQUFNTU1HR0dGRlZWH3S1xcXEJCgouLS0ZGJj09fWBggHL3DmMvDBgwYJg+Zoy90MLE8PBwcXGxlpaWkJCQgoKCsrKytLS0sLCwtLS0qqqqrKysqKiomJiYlpaWr6+vt7e3oqIiAwPDqlWrQPaip6fn4uK6c+dOZ2cnmlp+K4GRbX2Nj4/39PQ0NzdXVFRkZGSEhITo6+vz8vJCNEsjI6PQ0NB79+4lJyeHhYW5u7ubmpoqKiqCx3o5OTlFRUUtLS01NTVwQi8uLi4tLS0mJsbGxmZoaFhXV0fpfQNjLwwYMGCYPn4Le71588ba2vrixYvIcSgcDnfp0iVZWVkcDnfx4sVjx46dPHmSj4/P2NjYxsZGRkZm//799PT0c+bMWbhwIQsLS3R0NEhdJGpKtpllLBJKYYg0fHx8nEgkvn79+tGjR+np6bdu3bK3t1dQUODl5T179uzx48fFxcX9/f3z8/OTk5NdXFyMjIwMDQ21tLRwOBwOh1NUVATaVlRUlJOTw+FwsrKykpKS4JIjMDAQDOjR/YyxFwYMGDBMHzPDXuin/8DAQFJSkrCwMBcX1+XLl+Xl5XE43OXLl+Xk5OTl5dXV1cXFxY8dO7Zt27Y9e/acOnXq7Nmzu3fvXrZs2dy5cxcsWMDAwODt7d3a2ooc7SKrzwymiYkJ8Dg1Pj4+OjqK+JeC5gwODv71119VVVWZmZk3b950cnKysLDQ19cXFxfn5OQUExNTV1d3cHAICQlxcXExNDQ0NTU1Nzc3MjICqUtVVVVJSQncNqqrq1++fBkMEU+fPi0jI1NUVDQyMoJmUIy9MGDAgGH6mHnZq6GhwdTUlJOT8/Lly6qqqpcvX758+bKioqKSkpKqqqqurq6urq6UlNT58+d37NixdOlSOI8MTnh3795tbm5eXV0Nzm3/AfYCd72QxsbG0FtfY2NjX79+bWhoyM3NvXnzppWVlba2tqGh4ZUrV65cuWJsbCwuLs7CwqKhoeHh4WFqaionJ6eurm5lZWVlZaWpqamkpKSsrCwrKwtCp7S0tJCQkICAwIULF86fP4/H49HmGxh7YcCAAcMPYYbZq6+vLzo6GhxB6ejoqKmpKSoqqqmpqampKSgoyMvLKykpaWhoaGtry8jIHD58eOHChXDGi46Obs+ePVpaWpmZma2trYgzQ7RybwZ5C+EnxM/v8PAw4o0QZK/x8fH+/v7m5ubCwsLIyEgrKyvQAYKSUFlZmY+P79ixY4KCgng83tnZGURMa2trPz8/Ozs7JSUlcOMrICAAx5aFhYXFxcX5+flPnz59+fLlx48fI9bzGHthwIABww9hJtlrYmLi+fPnBgYGHBwc6urqRkZGampqKioqWlpampqasPsFBKCkpHTp0qV9+/YtXLgQZK+VK1eKi4vHxsbW19f/9ddffX198GRH880PMRPtrbJv3x0bQpyUwcFBhL3QJYyMjHz+/LmqqiomJsbBwUFJSUlcXPzSpUv8/PwQ2evEiROsrKzm5uahoaHOzs6GhoY2NjbBwcGhoaHu7u7Xrl0Dy0MI/SUmJqagoCAjI3Pu3LmzZ8/6+vp2dXVh7IUBAwYMP4GZZK/e3t7o6GghISFJSUnQrUFsSU1NTW1tbQ0NDWVlZZDAwDPvkSNH1q1bt2rVqsWLF2/fvt3ExKS0tLS1tfXTp089PT2jo6No7iFTIZLxE5qoKNlrsp8mJiYg1hcktOz17bvjqKGhoXfv3hUUFISGhpqYmAgLC588eXL79u0HDx48f/78sWPHduzYwc7O7uzsfPPmTVdX12vXroFfxKSkpNzc3JSUlODgYAsLCykpKTExMXl5eRUVFVFRUQYGBhwOV15ejohf3b3DvQMzwF4kitD1/yQgVOPMlolEz/rHopwg8TD/izrtPzvuvwn/k4363c3/h2ev8O9Z9dPBTJ73amhoMDY25uPj09PTu3r1qomJCTgDBPbS0tICQwZFRUU473Xy5MktW7asXbt25cqVp0+f9vLyevnyJURDHhoaGh0dRfvkJSOq6UhXZBnISkB4a2RkBIJYwvcQvnJwcLC3t7e3t5dIJP7111/Pnj1LSUmxtraWkpK6cOHC1q1bV69eferUKV5e3pMnTx45ckRdXT04ONjBwQF8R8nJyeHx+IcPH7548eLJkye5ubne3t4qKioSEhKXL19WV1cHB76hoaHgNf8n2KvqVScEZiSLkkV1xtN2do6+5Bfdov+OefzPB3hE4rZMieBMAolE+sXALv829vqJOfCbaOZ/jL1+tGN/rvm0Z+/viHvwX89eIyMj6enpEhISMjIyYLlw9epVc3NzAwMDXV1d+AvbYMrKyioqKhwcHJs2baKnp1+yZAk9PT0jI2NQUFBTU1N/fz9wCdqEnVLGQuhnfHwcLAaBhODz8PDwyMjI8PDw4ODg4ODg0NDQyMhIf39/e3s7gUCora0tLS3NycnJycl59OhRWVlZcXFxYWFhUVFRdnb23bt3ExMTo6KigoKCgoODIyIiIiIiwsPDISIlnEcWERE5c+YMIyMjNzc3GGVoa2tbW1vr6OiAU0cmJiZxcXF3d/f4+PiUlJT09PTY2FhLS0sZGRlJSUltbW0VFRVmZmYtLa0XL15AN/6Q5jD3advo+ATM7LSyVjSB/cSMn8FnxO+Yx//mRxi8Q/xi+JV/G3v9e+7+bx76/95enXH817NXe3u7h4eHqKiogYGBnZ2dtbW1jY2NpaWlqampsbGxiYkJHIdSVVXV1NS8fPnykSNHFi5cCH7l582bd+DAAQ8PDwKBgN7xItMcAjONjo4ODQ0RicSOjo7Pnz93d3cTicSvX79++fKlt7d3YGCgp6enu7u7u7u7s7Pz48eP7e3tHz9+fPXqVWpqqq2traKiopSUlKioKDs7Ozs7Ozhg5ObmZmVlZWFhgbNczMzMFy5cOHTo0O7du5mYmDg4ONjZ2bm5uS9evMjIyHj69Glubm44fczOzi4hIWFtbe3o6GhkZKShoaGpqamjo4PD4fj4+Pj4+C5dugSGHhDlUlVVVVpaWktLS09P7+LFi/z8/JmZmaOjo9CNVGUv0JuRvTGRhVskfOhBwtuDKACXIKo2ZBnEFjWDxNZBHEJ+QhKSs61rABF3ql51gmwRW9TcQRwikUgDw2NkSjwodnR8ouVTH1J/yntRXkL2K7ry0F6kbpPVH7mKRCJBnZFCBobH0spaIT/Se9MsAd4GkLsPDI9BCQPDY+gLif0jMEBI+eiuI3zoga5D6o9e51Q7jfKOZHWjkY3sSUcikQgfeihnAtmFwZkEGFZ0q6fsbapjBK2gPe6UFZhOo6hWkmpHoStW8uIT2fyZZvdS1ply+ChvR3YJ5a+0FxfVrqYcUxpzm6x18F6LTNTcp23oMqdcJpMt9l9Z9TOLmWGviYmJJ0+eGBgYyMvLOzg4ODo62tjY2NnZ2draXrt2zczMzNTUVF9fX1dX19jY+MqVK5cuXdq8eTMYys+ZM2fOnDnbt2+3t7d/8eLF169fkR2vsbGx7u5uAoHw+PHjvLy8zMzM7OzsysrKxsbGhoaGZ8+e1dXVNTY2vn379v3793/99dfnz5+B0j58+PDmzZvGxsYXL17U1tY+ePDAzc2NnZ19y5YtK1euXLly5Z49ew4dOrR///79+/fv2rVr8+bNW7ZsWbdu3aJFi+bPn79hw4YDBw5s2bJlw4YNhw8fPnXq1NGjRyHy5N69e5cuXbpq1aojR46ws7Pz8/MrKCjY2tqCyQYcUgYHvlJSUseOHdu4ceOmTZvOnTunpqZmbW1tZmamrKysqalpaGgoIiJy/vx5Nze3T58+kSZnL9jyIZFI6Bd8smlNuahgYSDqbyR/W9cAfEA/O9Clwefcp23Itcj0besaAMqsetVJNjU7iEOwINHzmOq9EExWEyi57u0XpL3o6k12FVrRTyKR2roGIM/A8FhwJgFd2jRLQCtjocmUAlZsUTM0tuVTH9xR2L6QatdRffxR7TTKO5LVjUY2qk86splAeWFb1wBS+WnOlp8YIxo1n06jKCtJNTNlxYS/Kyp+rnvJWke20Kjebspemmxx0V6YyDc05jZl6+D9qepVJ9J7aPaivUwmW+wIfmLVzyxmhr0GBgYSEhLk5OT09PQ8PDzc3NycnJycnJwcHR3t7e2trKwsLCzMzMwsLCzs7e2tra1FREQ2bNgwZ86cWbNmAYdt377dzc2tpaVlYGBgfHx8eHj4w4cPJSUlgYGBGhoaPDw8586dY2JiYmNjU1BQ8PHxuXv37v3797OzswsLCysqKl68ePH69et379799ddfbW1tTU1NNTU15eXlmZmZXl5eqqqqZ86c2bJly7Fjx9jY2M6cOcPFxaWiogKnssC1rqKiory8/MWLFyHK8+nTp0+fPi0kJGRgYGBlZWVra4vH4wMCAszNzU+dOrVo0aK5c+cuXbr00KFDly9fNjEx0dbWBpsUiIcCtd2/f/+yZcsWLly4a9cuQUHBq1evuru7m5mZ6ejoaGlpSUlJMTExqamp1dbW0tj3mg575T5tQy8qNBVRTlkkUVU2Ip9HxyeCMwnwJoX8hOjTySqJ/Eu2vCnvhb6ERk3IykFXj3b90f92EIcgz5S1oiwBfootaib2jyD5yZpA+NAD6x/6H+kcql1HtV2UnUZ5R8pH2DSzUZ0JP3ThDI4RjZpPp1GUlaSRmUyRhd43nWb3Us5VGk2mqjejfQnVGTLltJxyblPtW5CuqA4u7WUy2WJHF0U5gWmP/sxiZtirvb3d09NTWlr62rVrXl5eeDzew8MDj8e7ubm5uLg4Ozu7urri8XgvLy8IVSwlJbV79246OjokoNeuXbv8/Pw6Ozthx+vdu3dRUVGampqnT59esWLF/Pnz6enp169fv27duq1bt/Lz8zs6OkZGRkZERNy4cSMxMfHRo0f19fVNTU0fPnz466+/Ghoa8vPzAwMDlZWVz549e+LEiQsXLvDy8l6+fNnIyEhbW1tHR8fOzs7T09PX19fDw8PBwQGPx/v6+rq7u1tbW1+5ckVDQ0NBQcHNza24uLi+vr6+vv7Vq1efP39++/bt9evXjx8/DpVfsWIFIyOjqKiopKSknp6emZmZlJTUoUOH1q5du3bt2tWrV9PT0+/cuRPM5TU0NOzs7K5du6anpwdUBw74k5KSBgcHf0hzODA8hp4ZhA89lGIWGBRQTlnKHV2yRw98bvnUR/jQQ/jQg15L8AFdMu15TGP3mHZNaDwZadf/h5YljRLgQmRDkeoTCnmxgIRWGFJ23TTZi/KOVB+v08lGdSb80IUzOEY0aj6dRlFWkkZmdMmEDz1o0WGa3ftDTf4J9qK6uKacllPObap9C8o9NBVNk72EJ1ns6MpQTmDaoz+zmBn2qq6u1tPTU1NT8/HxAT7w8vLy9fX19/f39/e/fv26j49PcHBwVFRUZGSkvb29iIjIrl27Fi9eDOw1e/bsjRs36unppaamgt2Em5sb2Kbv2bNnw4YN69at2717NwMDw969ezdt2nT48GERERFtbW1dXV0tLS17e/uEhISKioqmpqbW1taWlpaXL1/GxcXJy8sfPXqUgYFBVFRUV1fX0NBQX1/f1NT06tWrNjY2Li4u169fv3nzZnR0dHBwsIeHh6enZ2BgIJhpeHh4uLi4xMfHP3v2rKmpqbGx8c2bN0QicWRkpLS0VENDY9euXXBYbdWqVQcPHuTl5QVC4uPjY2Bg2LBhAz09PR0d3ZYtW8TFxU1MTHR0dGDPD/xIKSgoqKioiIiIMDMze3l5dXV1/ZDNIcj4yPIYHZ8Apbbw3/VF6M0tZKaiN8yQXymVFfBiCCoF+AmZ5YjMgYDYP0KpQ6B6LwST1YT2k5H2VZSNpVyW0ywBYS/oGUrlHpm81fKpD3nDpew65LGCLodqp1HecTL2mjIb1ZlAeWEHcWgyzeEPjREyhWiPO40updEoykrSyIxUDFS76G2baXYvZZ0ph+9X2Ivq4ppyWk45tylbB3tsVB8FUy6TyRY7gp9Y9TOLmWGvrKwsHA5namoKwlBAQMD169e9vb0DAwPDw8ODgoK8vLwCAgISExNTUlKcnZ1FRESOHTu2du3aefPmzZs3b9GiRcuWLdu1a9fZs2fPnDlz+vTpU6dOnT59mouLS1paGlwuqaurq6qqiouLc3FxsbGxnT17lpGRkZ2dnYuLS1ZW1snJKS0t7dmzZ69evXr58mVFRUVYWJiSkhJIRZcvX9bV1TUxMTEwMFBUVLx06ZKUlJSCgoKurq6NjY2npyeE7zIzM7O0tHRzc/P29nZwcHBwcAgICLh9+3ZSUlJWVlZ1dXVnZ2dfX192draWlhYLC8vGjRvp6OiWL1++ffv2Y8eOnT59+tChQzt37ty5c+fatWvp6ek3bNjAzMysp6fn5eXl6empr6+vpKSkqamprq6upKSkoqIiLS3NxcXl4ODw/v37Hz2tDARGIpEGhsfI9vNhrx693YpeNohuAXnvq3v7hfRdM4leMGQWCuj9WLLXq9iiZhAQyfZvKe+FvoTy1ynZi/ZV01nh0ywBfkIE37auASgB6ZO2rgG0oTzcAulwYv8IuuuQcsj6h/JLyjtSfbxOJxsJtS2PVIzyQsoOoT1bqI4RegrRHnfKCkynUZRl0siMVAxqNc2raIDq8P0Ke1FdXFNOyynnNlnr0BtsYF4kPG32orHY0XX+0VU/s5gB9mrrICYmJmpqauLx+JiYmMjIyBs3bvj7+zs6Orq4uPj5+fn4+Dg6Ol67ds3Pzy8hIcHb21tTU1NMTOzw4cP09PQrV67csmXL8uXLwdXhpk2bmJmZZWVlTU1N3d3dAwMDg4KCAgMDAwMDfXx8rKys9PT05OXlubm5+fj4FBQUJCUlIWqJtbX13bt36+vrq6qqbt++DQo6U1NTVVVVERERYWFhAQEBZmbm/fv3b9y4cd26dZs3b967d++5c+cgZqaQkBA3N7egoKCGhoaFhYWRkZGurq6enp6RkZGtrW1YWNiDBw/a29u/fv0aExPDwcGxb9++HTt2/PHHH6tXr167du3OnTuPHz9+8ODBtWvXLlmyZNGiRWvXrj1y5AgHB4e2tnZoaGhkZOTVq1dB+NPV1dXQ0FBXV1dRUeHj41NRUamoqPitvjams0QxzCA6iEO/e8t6SmCDjuF/GzPAXs9eNrm6umpoaISEhNy5c+f27du3bt0KCwvD4/F2dnZXr141MjLS19cHJ7awE2ZkZKSkpMTExLRixYrly5dv3Lhx9erVy5Yt2717Nz8/v76+vq2trYuLi7u7u729PdgramhoQLBHZmZmBgaGPXv2nDlzRl5eXktLi5eX98yZM4KCgt7e3nV1dbW1tb6+vjgcTkVFxdHR8cqVK0JCQseOHVu3bt2KFSs2bdq0e/fu1atXQxjMZcuWrV69Ghho9erVGzZsYGFhgcgm4BRKUVHR3Nw8KCiooKDgw4cPXV1d4eHhhw4dWrx4MezDLVq0aOHChVu3bj1z5szZs2c3bdoEAuUff/yxf//+EydOiIiI2NjYhISE4PF4c3NzPT09MKwHIYyLi4ubmzs9Pf33sRdpGlZVGGYQ8E76H68Gxl4Y/rcxA+xV/LgaznJFRUUlJiYmJCQkJCTExcXdunXLy8tLQ0NDREREUlKSn5+fm5tbRkZGWloaxKC9e/euWrVq0aJFS5Ys2bJlCyMjI4hBOBxOTU1NQkKCnZ395MmTBw4c2L9//44dO9auXbt06dKFCxfOnTt31qxZsKt04cIFTk7OEydOcHNzBwcHt7S0dHV15eTkgBGgn5+fv7+/qqrq8ePHt23bxsTEJC8vr6+vLyYmdujQoe3bt+/bt2/Pnj2rVq2CMhcsWLB7925wA3/+/HlxcXFjY2MvL6+YmJiioqKWlpampiZbW9tNmzaBznDRokWzZ8+eN28ePT395s2b9+/fv379ejo6Ojo6utWrV4NkdubMGWNj44CAAC8vLxMTE1VVVVVVVXA+oq6uLioqKiQkdPfu3a6eIczPIQYMGDBMEzPAXkWPKm1sbOzt7WFbKzk5OSUlJSUlJTU1NTIy0sTERExMjJub+8SJE/v379+3b9/mzZvXrFmzfv36w4cP79+/f/ny5QsXLty7dy8Oh9PU1OTm5oY9rT179qxYsYKOjm7evHnz589fsGABHR3dkiVL/vjjj507dx44cGDXrl2bNm06cuQI2KaLiIjk5eUNDg5++/atra3t9u3b4DD35s2btra2ampq6urqZmZmcDbLwcFBV1f38uXLYENx9uzZlStXLlq0aMuWLcjem5iYmKmpqY+PT0xMTGpq6oMHD54/f56bmyslJUVPTz9//vz58+eDwST8XbJkydq1a1etWrVq1aqNGzeuX79+8eLFy5Yt4+bmdnJy8vLysrOzMzc319XVVVdX19HR0dHR0dbWxuFwwsLCISEhbz98xtgLAwYMGKaJGWCv7IISZ2dnPz+/jIyMe/fupaWlpaampqamZmRkpKSk+Pv7W1pa4nC4Y8eOrVq1io6ODva3Dh48CAo9EF82btyIw+Gsra3l5eVPnDixbt068MQxa9YsELPWr1+/b9++U6dOCQgIKCoqamlpKSoqgt9bCQmJffv2SUlJ1dTUQJUGBwcbGxtjY2O9vb19fHwCAgIiIyMjIyO9vb1tbW2tra1dXFxcXV0dHBzAtlBeXv748eN79+5lZ2eXlZWVlZXV1dXF4/GhoaHR0dHJycmpqalZWVl5eXk+Pj5MTEwLFiyAc9YIdc2ZM2fBggWLFi1aunTpxo0bt2/fvnr16uXLl587d87MzMzNzc3c3FxfX//KlSuGhobq6uoaGho6Ojpgx8HMzKyvr1/x9DnGXhgwYMAwTcwAewWH3zY2Ng4JCcnJycn8njIyMrKysrKysuLi4nx8fAwNDdnZ2VetWgVstGjRosOHD58/f379+vXw9F+5cqWwsLCzs7OlpaWAgMDGjRvnzJkzd+7cRYsWgbDFxMR06dIlFRUVPT09Y2Njc3PzK1eu6OnpWVhY6OjoXLx40cjIqKGhAWo+MjLS3d1dWlrq7e1tZ2cXHh6enZ2dlZV1584dsIH09/cPDAwMCAiAM15GRkYiIiKcnJw4HM7ExASPx8fGxqalpSUnJycmJiYmJsJ+XkhIiIGBweHDh+fPn4/Y+kOC2tLR0S1btmzlypX09PQrVqxgZWW1t7f39fW9cuUKnIbW1NTU09MD+0ktLS0DAwMNDY1z587JyckVPCyfJnth+xkYMGDAMAPsZWHtqKysHBERUVBQcP/+/czMzNzc3Pz8/Ly8vIKCgnv37vn6+hoZGfHw8Pz555/AXvPmzVu5cuWff/65bNmyefPmQXRKVlZWZ2dnb29vfX19fn5+ZmZmNjY2Dg4OISEhaWlpVVXVq1evOjg4gOcOKysrR0dHNzc3PB5vaWmpr68fERHR0tICUU5GR0eJRCKBQEhKSnJxccHj8Xfu3CksLCwuLs7Nzc3IyEhOTo6Pj799+3ZoaKinp6eVlZWBgYG+vj4oGzMzMx8+fFhQUJCZmZmSkgKc5+PjY2Njg8Ph9u3bt2DBAoS9wFcIfFiwYMHixYtBw3nq1Cl7e/vY2FgXFxcw05eWllZWVoZoZ4j4paGhwcXFpaamVlhS8Svs9TtcR092LwwYMGD4j2MG2MvcysHIyCgpKenhw4dAWkVFRSUlJcXFxUVFRfn5+QkJCQEBAXp6eocOHZo3bx4Q2Jw5c+jo6BYvXgy7R+Dq0NTUNCEhITIy0s/PLyAgIDg42MvLC4wPfXx8AgMDQ0JCwHo+NDQ0Pj4exCknJyf4p+tfAAAgAElEQVR/f/+qqqrPnz+PjIyQSKTR0dEvX768f/++oaEhNzcXj8ebmpp6eXmlpKQUFRVVVVXV1tZWV1eXlJRACK6oqKioqKj4+Pj09PTS0tKampqKiorCwsLMzMzExMTIyEh/f39nZ2cLCwsZGZndu3cjshc4aURLYHPmzFm+fPmePXtERUVdXFy8vLy0tbWlpKTAFb2amhp4+gBnURoaGqqqqmJiYleuXCkpf/ovlL0w9sKAAcO/EzPAXg6uXq6urjk5OWVlZSUlJQ8fPnz48GFpaWlpaenDhw+BwLKzs2/cuCEtLb1t27YlS5ZAPGXQtiFP/0WLFomLi2dmZlZWVubm5qalpaWkpMTHx8fExNy5cyc+Pj4xMfHu3bvp6ekZGRn3798vLS0tKyu7fv26rq5ufHz8x48f+/r6wF/7+Ph4X1/f58+fP3/+3N7e/vDhQzc3Ny0tLR0dHUdHx7i4uKKiosePH5eWlgLFFhQUwDc1NTX19fVPnz59/PhxTk7O3bt34+LiwsPDvb29nZycbGxs5OXld+/eDfIikoCPEQJbsWLF/v37OTk5wZUiDoeTkZGRl5dXU1PT19cHIQ/+QlJQULh27Vrx4+rps9cPeZEnu4S2t3UkFCRZEkZ5MPsh/9wYMGDA8DswA+zl4uHr4+Pz4MGDqqqqx48fP3r0CHilrKwMoYfi4uKsrCx/f38VFRUGBoalS5cCaaF3j+bMmXP+/PmEhISXL18WFxenpqZCZCzYRYNYXDU1NS9fvnzx4kV9ff2zZ8+SkpK0tLTMzc2rqqoGBgbQAS1HRkZ6eno6vqempqa0tDQ7OzsDAwMTExMzMzNra2tXV1dfX9/IyMikpKT79+8XFhY+fPjwwYMHhYWFeXl5aWlpCQkJd+7cCQ0N9fHxcXd3t7OzU1FROXToEGgOofL09PRbt27dtGnTwoULoSFLly5lYGAQExOTkZGRkpKSlZVVUFBQV1eHs8+GhoYGBgYGBgaGhoZXrlwxNzdXVVU1MTHJKXw0TU9RpJ/yIk/p8XqynIjTKeFJZK8f8s+NAQMGDL8DM8Bebl7+/v7+JSUlT58+raioqKioePLkydOnT6urqysrKysqKkAOe/z4cXFxcXJy8rVr15iYmJYuXUpm+DBr1qzDhw8HBgZWVVXl5OSA5X1GRkZeXt7Dhw+fPn3a1NT06dOnr1+/fv78mUAgFBQUBAQEuLq6ZmVlffz4cWRkBImPDOz15cuXDx8+tLS0tLW1dXV1dXV1NTU1PX78ODU1NSwsLCgoCJwcJiQkgEiHTqmpqYmJiXFxcbGxsYGBgR4eHh4eHvb29pqamufOnVuzZs3KlSvXrl27fv16dnb2q1evXrly5dSpUwsXLpw/f/6+fftwOBxE+RIXF5eTk4MDXoaGhsbfk5GREfDo1atX1dXVDQwMMnMfTJ+90B5Ryb5Ej+WUHpgoc7Z1DUwWo+Hn/HNjwIABw+/ADLCXp29wWFhYRUVFXV3d06dPnz59+uzZs/r6+rq6upqampqamurq6orvqbKy8sGDBwEBARISErt27VqyZAmawLZt22Zra1tQUJCQkBAUFOTr6xsaGnrv3r3y8vK6uroXL168evXq1atXdXV1QIRpaWmPHj2qq6trbW0dGhoioQIx9/f3t7a2gt/e9+/fEwiElpaW/v7+iYmJoaGhr1+/Ap9BMLDXr1/X1dVVVlaCWUdWVlZ6enpSUlJ8fHxsbGxQUJC7uzsej3dyctLT0xMSEjp58iREsLxw4YKRkRGYI/Ly8i5dunTz5s3CwsJaWlrKysqysrIyMjLKyso6OjoGBgZXrlyxsLCwsLAwNzc3Nzc3NTU1MTGxtLTU1NQ0MjL6Cfb6CS/y0/EGDe7RQKhC89PP+efGgAEDht+BGWAvL7+QyMjI2tpaAoEApPXy5ctXr14RCATQ8tXV1T158qS8vPzx48fV1dXwb0ZGhouLi5SU1IkTJ9asWQOuLlasWKGkpHT37t3Y2FigCl1dXScnp5s3b4LlenJy8v3794uLi6urqxsaGkCWys7ObmxsHB4eRqr97du33t7elpaW9+/f9/T0fP36lUAgPHnypKWlBUgOnb59+zY8PPz161cIDPbs2bPy8vIHDx5kZWWlpqYmJSXdunXLz8/P29sbjm2pqKjIyMhoa2tramqKi4srKyubmppKS0vv3Llzw4YN/Pz8urq6ysrKMjIyOBxOUVFRQ0PDwMAArPyvXbt27do1C1SysrLS0tIyNja+n1f8E5rD6XuRp2QvGt6gq151IvyEyGE/558bAwYMGH4HZoC9vP1Db9++/fLly3fv3r1586apqendu3cQqeTt27dv3759/fr1y5cvYaeqrq6uvr7++fPnDQ0NNTU1+fn5N27c0NbWZmZm3rFjx4oVK1hYWIKCguLi4tzd3Y2NjWG7yN7ePjg4OD4+Pj8/v76+vq2trbe3d2RkpLm5OSYmJj4+/v3792i14bdv34aGhiDUMpFIbGtre/HiRWlpaUVFxcePH8GqHkkkEml8fHxgYKCrq6u9vb2lpaWxsbG6uvrBgwf3799PS0tLSkqKiooKDQ318/Nzd3cHb/S2trY2NjawiaWjo3PhwoU9e/ZcvHgRBClVVVUFBQVFRUUlJSVtbW0TExPY4rKysrK2trawsDA1NQXqsrOzA/bKLiiZPnv9qBd5quw1WU4SiYQQFdp3+JT+uTEyw4ABwz+GmZG9oqKiCATCp0+fPn78+PHjR/jQ1tbW1tbW3t7+119/tba2tra2Ar0RCISGhoaXL182NjZCQJOSkpL4+HhPT08VFRUpKSlXV9eYmJjQ0FAIDxYREZGRkfH48WMCgdDV1TU6Ovrt27eJiYne3t6ysjJ/f/87d+60traOfU/ASQMDA62trfX19fn5+REREXFxcXCAuqGhYXBwkITSMZJIpLGxsb6+vq6urk+fPn348OHt27cvX76srKyEI19g/ZiUlHTnzp3IyMjr1687Ojo6Ojq6u7sHBQUFBASYmJgICgqKioqqq6uDHTwkOJWsp6d39XuysbGxtbW1tLQ0Nze3sLCwsbFxdHTU09OztrYuelQ5/fheGDBgwPB/HDNjcxgSEkIgELq7u798+UIkEr98+dLd3d3Z2dnZ2QnbS52dnR0dHWC/3tra2tzc/Pr1awKB0NjYSCAQXr161dTU1Nzc/PTpU7D0S0pKun37dnx8fE5OzpMnT96+ffvx48fu7u6hoaGxsbHR0dH+/v63b99CtDA7O7ugoKCMjAzEuKO5ubmmpiYzM9PPz09OTo6FhUVTUxO20Gpra7u7uxGSQ7NXd3c3bIOBvFhXV1daWgr2h/n5+UVFRWCRGBgYCC4zrK2tLS0t9fT05OTkpKSkNDQ0DA0N4QCyhoaGtra2np6etra2kZGRlZWVpaUl0JW9vb2NjY2lpeW1a9cgipihoSEejy9/Uo+xFwYMGDBMEzPAXlb2rng8vrGxsb+/v6+vb2BgYHBwcGBgoK+vr6+vr7e3t7e3Fz4AsYGIAwLZu3fvQM344cOHz58/t7W1FRcXR0dH37lzJyEhISMjo7y8vKGhoaWl5cOHDx8/fvz69WtfXx+RSGxvb3/y5ElMTExgYKC1tTUXF9fZs2dFREQ0NDQsLS3t7OxAR6enp8fDw8PKyqqsrOzv719UVPTmzZuurq7BwcGxsbHx8XGwsIfzYZ2dnR8/fnz//n1zczPYhlRUVJSXl1dXV9fU1Dx//vzdu3evX792d3c/ceLEkSNHzp49e/DgQUZGRkVFRUNDQ1NTUzMzM/BkqKenB3tdYFgIlbG0tLS3t3d2dnZ0dLSzs3NwcHB1dbWzs9PW1nZ3d6+qfYn5OcSAAQOGaWIG2MvS1tne3r6hoWF8fHx0dBQOXU1MTICQNDIyMjw8DN8PDQ0NDg729/f39vYiVn9dXV0gtPX19bW3t9+9e9fNzS0iIiI9PT03N7eqqgqsM5qbm9+/f9/e3v758+dPnz41NzeXl5cXFBTU1tY+evTI0NDw2LFju3fv3rZt27Zt2/bv33/u3Dl1dXU8Hg8eOiIiIrKysl69etXT0zM0NAQ1GRgYGB4eHh4e7u/vh00voK6Ghobnz5+Dxw0Q5v766y/gvKamJj09vRUrVsBR65UrV/Ly8lpaWjo4OID/X0iWlpZmZmZmZmYmJibGxsbW1tYODg52dnZOTk4uLi7gI9jNzQ3OkCkoKFhZWZVV12HshQEDBgzTxAywV0BopIeHx/Pnz5HNJKQs+BexpwBWA5IDVkPS0NDQ6Ojo4OBgc3NzVVUVWP0VFhaWl5eD3AN2jM3NzW/fvm1paYH9s3fv3vX39w8ODtbW1kZERJibmwsICDAxMbGwsLCxsSkrK4eEhOTl5ZWVldXU1DQ3N/f09IDJBqgKv3z58uXLF0Tkevv2bWNjY21tbVVVVWVlZXl5eUVFRWNjY2dn59DQEFxYU1MjISEBp5XnzZt3+PBhbW1tBwcHJycnR0dHW1tbW1tbJycne3t7MC+Eo2DXrl2zt7d3dHR0cnJydnZ2dXXF4/HAXra2trKysnZ2dk/qGjH2woABA4ZpYgbYKzP3wc2bN+vr69EXktEYWULnQRMbpG/fvn39+vXZs2fgdKq4uPjx48dVVVXPnz8HQ/zXr19DmOOBgYHx8XESiTQ2Ntbd3V1fX5+amhoVFXXjxg1LS0tdXV0/P7+8vLwnT540Nzd//foVtrtIJNLExMTAwEBHRwdswgEXwpEv8M8LLn2fPHny/v37oaEhpC0VFRUCAgJz586dP3/+zp07paWlbWxsHBwcHB0dXVxcQMCCnS1bW1vgMzAsRKQu8Brs4eHh5ubm4eFhbW2toqISERGBxffCgAEDhuljBtjrQWlVeHh4eXk54qVpMtKindBkNjIy8v79+/LycnAJn52d/fDhQ3AT9erVq5aWlvb2diKRCPaHiNV7X1/fp0+f2tvb3717V1RUFBMTc//+/ZqamtevX7e3twPVQf6xsbH+/v729vaGhoba2tra2lo4qlxQUJCVlYU4pmpoaAATD6RdJSUlHBwcc+fO3bhxo5ycnLOzMyJFeXp6uri42NnZgQTm4OAAYTDt7e0RxnJ3d3d3dwfPHZ6env7+/tbW1mpqamlpaR1fBzD2woABA4ZpYmbYy9PTMy0tbWBgYKbYa2Jigkgk1tbWQjST9PT0nJwcOKT84sWL169fv3379vPnz8PDw+irQCcJ+21g2dHW1vb+/XsQ1EA5iezAwTmw2tpasCQsKCjIzs7Ozs4GT1FFRUW1tbVtbW2I4AWcl5GRcfbs2fnz5zMyMjo4OAQHB/v4+Hh5eXl5ecFxZmdnZ2dnZ0RD6ObmBtQFGby8vMBth5eXl5+fX0hIiKmpKQ6HS09P7+4dxtgLAwYMGKaJGWCvp/UEf3//W7dudXZ2IrtcP8de6M/Dw8NNTU0ZGRkJCQngVx58HkLYsIqKijdv3hCJRNAcQv6Ojo43b96AVeHw8HBfXx+BQMjLy8vMzHz06NHz589bWlo+fvzY2dn5+fPnlpaW2tra/Pz81NTUzMxMoK6cnJycnJy8vLxHjx41NjZ++fIFyoc0NDR0586do0ePrlq1SkpKKiAgICQkxM/Pz9fX9/r160BO8BckrevXr8NP169f9/Hx8f6efH19AwIC4KwYWNiXlJR86RvB2OvXQaI4MU35zUyV/H8T/8J+QJ/B/93t+meaP2WL/oWj8CvN+blGzQB7vf/YnZqaeuPGjZaWFtKvyV7oDxMTE58/f3748GFKSsq9e/fA5wX4zPXz80tJSampqXn37l17e/unT58IBMK9e/c8PT1tbGzc3NwSEhJKSkoyMjJcXV3V1dXB36CCgoKxsTEejw8ICLh+/bqrq6uTk5Orq6ufn9/du3cfPHgAe2yw2VZeXk4gEIhEIqIOBX1mRkYGOzv7qVOnrK2to6Kibt68GR4eHh4eHhISAoQUGhoKsZuB28LCwsAjsK+vr4+PD8R0DgoKCg4ODgkJ8fb21tTUdHZ2bm5u/iH2giAm6JEOziSAI4z/+Eyd5uyckXCaZFOI6gL4b2QvpHN+6Ka/KULpL/bDP1ArjL3+5fj3slcncTA/P9/d3b2yshKe9TPCXiQSaXBwsLGxsaCgAPSHEGrLxsYGfEeFhYUFBwe7ubnZ2tqqq6ufP39+165dhw4dYmFhERMTU1BQEBISOnPmDAMDw8GDB7dv375x48YtW7bs3bv34MGDx48fZ2Njk5eXv3LliqenZ2pqKrjGR0KUVVZWvn79+uvXr4hsB4lAIODxeAsLi4iICIjOHBMTExsbGxUVFRERERUVFRMTExUVFRkZGRkZeevWrdu3bwPJhYSEBAcHh4WF3bhxIywsLDQ0NDw83NXVVUlJKSgoqLOz84fYi0QitXUNgLdDQMunPsT94L8WM77kpsNV/43s9Z+96X9dlTD2+pfj38teXT1DFRUVzs7OGRkZlD5wfyWB+FVZWZmeng7BSqKjo93d3ZWUlHh4eNjY2M6ePcvAwHD8+PHjx48zMDCA6/eLFy+ysbGxsbGxs7Pz8vJKSEjIysrKy8tfunTp3LlzJ06c4ODgwOFwpqamHh4eYWFhcXFxmZmZDx48KCkpKSoqys3NhT22ly9fotkLIdQXL15kZGTcvXv37t27CQkJcXFxcXFxid9TcnJyQkJCfHx8QkJCcnIykG50dDTQWHR0dHR0NNDbrVu37O3tNTQ0kpOT+/v7J2MvxLsg+gWWRCLlPm1D5xwdn0B/g/ThZJEkgzMJHcT/P1jg5DC2qBm+QbtPREoDz4pk8TDRBVLekewW6JFFz9Rp1mRgeAwdRXOy6U71G8KHnoHhMbLInJS3IH2P4TkwPJZW1gqhO9HBYqgGBUV3AtWAn5R1I/P0Txk4FHJS9hjtMUXKpzGUSPPJ6tnWNYCEGK161QkvRpP1EhLNgLI5lKNJu1aTNZ9qS6mGVx0dn0C/t9FuO2XJlKMzZQlkoYgmGw6yQK/THxfKFlGNN0vmYnTKFUr17lRXH+2gtdNpyI82Z8q+pYoZYK/u3uGWlpagoKCoqKiOjg7SjKaBgYHnz58nJyeD7BIdHX3z5k0zMzNhYWEeHh5RUVFw5a6srGxsbOzo6AimEL6+vt7e3oGBgeHh4dHR0Tdu3PDw8DAwMBAXF1dVVfXw8Lhx4wZE9kpLS8vKyrp3715cXBwEcU5ISICIX+Xl5Z8+fUJ8SiF98uXLl8rKyszMzPT09Lt37yYnJ0N4MPgGlJx3796Fku/fv5+cnAyBoZOTkyHqyp07d2JjYyMiIkxMTExMTCorK8fHx7t7h6l6ikImDVorCMPc1jUAQ1vy4lPLpz6qLziTRZJs6xpo6xpA52zrGgCX82jX9ehlIEwRD5NqaErkjpS3IKGWHPL5h2oy2cOIhCIDSvaiGpmT8hYkEglqMjA8NjA8FpxJQF8ynU6gGvCTsvlk7EVZPRIFQ0xnTNFdSrsDKesJYXHgV+SRNFkv0WAvGoM+WWmUzafaUspsHcQheC6jH47TnDxIyT/ae5QjMtlwAJHEFjXTnnVoTNYiqlFkydhrOpOT8u5UV9+UQWun2cnTb86UfUsVM8NeRCIxKSnJ19f35cuXP0xQkyTEjLC1tTUxMdHGxsbMzMzZ2dnd3d3CwsLIyAiPx4eEhHh5edna2oKj92vXrnl7ewcHB/v7+3t7e7u7u9vb21tbWxsYGOBwOAi1ZWlpef36dSC52NjY9PT0rKysuLg4X19fsLMICgqCwJUFBQXv3r1D2xzCh/7+/sbGxgcPHuTk5GRnZ2dlZWVlZYHFR/b3BLwFX0KsS0jAZHFxcfHx8UFBQWpqavb29m/evCGRSJPJXjTYC3nidBCHcp+2TeY/njQ9f/AkVLgvsjqQ/s46VEuYTuxKEjX2+qGakIH2Lci+mSy2GWWLOohDZJHMptkJ6AmMuO2fsiY0vkSXP/0xnbIDqdZzdHwiOJMAr8bT6SXaNZ9mragWQqOlZPeCD1OOLI1Z+qO9h2Sbcjgo2Ws640K1RZSDRWM505icNPqf9tygDFo7nRU6/eZM2bdUMTPsNTY2VlZW5uHhkZOTA3G2fj0hbNHT05ORkaGlpQWS1uXLl3E4nJ6enre3d1BQkK2trba2toyMDB8fHzc3t4CAgICAgIiIiLi4OD8/PycnJzs7+4ULF/j5+dXV1SEspLW1tbOzs4+PT3h4eHx8PIQT8/Pzc3Fxcfqe/P398/LyWltbBwcH0Zt5YDff3d0NB5yRUJlgrJibm5ufn5+fn19YWFhQUJCbm5udnZ2ZmZmRkQECGfiqT0lJSUxMdHZ2VlVVjYmJIRKJ0I1UZa/JNIcwzKPjE6DjIpsiU0aSJFGbtfABHfSSLDPVeJjTvCPlGqPBXpPVhHJ5/DR7Ud4CyUmbvWh0AmmSgJ+0azJN9pr+mE7ZgVTr2fKpj/Chh/ChB/2IpNFLtGs+zVpRLYRGS6fDXjTaTlnyj/YeeunRHg5i/wilRnTKcaHaIhrxZn9octLof9pzQ5giaC3thvxoc6bsW6qYGfYikUgtLS0BAQFhYWFtbW0klJkD6ResEEnf2aKmpubKlStMTEynTp1iZGTk5ubW0NCws7ODo75cXFzHjx8/dOjQgQMHjh49euLECRYWFh4eHnZ29vPnzzMzM7Ozs4uLi6urq4PPXIS9goODb968GRMTk5iYeOvWLW9vbwcHB/CdERQUVFJS0tHRAQeikRbBeYDx8XFwljgyMkIkEuvr6/Py8rKysnJzcwsKCoqKisB2saioCNSSwFupqamgVwRFpbGxsb6+PnLKezL2oj3MoOymHOkpI0l2EIfINAbII5vwoYdS+UMjHuZkd6S8Benv20gIVUy/JrTXMO1v0P1D9Rakqdhryk6gEfATvSbRihSq1SOhnqTTjw5KWf/JOpBqPUHqApXpdHqJanOoDjqNWlFtPo2WorMR+0coFVO0205Z8o/2Hrr5tIeDUuU15bhM1iIa8WZ/aHJS3p3q6psyaO00V+j0mzNl31LFjLFXX19famqqm5sb7OKQSH87ffwrBEYikYhEYmJiIi8v7+bNm7dv387MzKyurm5paWlkZKSgoMDFxXX48OHNmzevWbNm1apVf/755+bNm3fs2LFly5ZNmzbt2bOHiYlJVFRURUXF2NjY3t4ej8d7e3v7+fmFhobevHkzKirqzp070dHRAQEB7u7ubm5uvr6+cXFxT548gXBiiJ9GaBS4s0LqBrrNhw8fwkExCKQCxvdFRUV5eXkQ4hKoKyMjA86uhYSEqKmpeXh4fPjwAenGn2Cv2KJm0vd3GfTCnjKSJGVoSvRuKtnLEQllzkC5ez/ZHSlvgY51iW7CdGoymdUGOlHWSniSBx/VW5CmYi8aQUEn61U0kC6aPnv9XHRQGkNJu55knUy7l6g2h7Jk2rWi2nwaLSUbRKoVoNF2ypJ/tPcomz/ZcBA+9EA/jI5PwPN6OuMynS6lOvRTrlCqd6e6+qYMWjtlQ360OVP2LVXMGHtNTEw8e/YMj8fHxcV9+fIFKeQX2Qu5/MOHD56engwMDJs3b2ZmZlZUVDQ2NgbxRV9fX1VVlZ+f/8iRI+vXr1+5cuWyZctWr169adOmgwcPcnFxqaqqWllZubm5eXl5+fv7A2nduHEjPDw8MjLy5s2b8K+vr6+np6e3t3dYWFh6enp9fT0SDBPZhOvq6nr//n1vby/aLUhXV9fz589LSkrAQWJJSQmYLxYWFj548ADsGO/fv5+ZmZmZmQmeqBwcHLS0tO7fvw9Wmt++ffsh9vqHQaKgBAwYMNAG6ftrJbxi/u57/R9coTPGXiQSqbOzMzo62sPDo76+Hi2p/KLm8Nt3N4YvXrwwMzM7fvw4IyOjtLS0vr6+ubm5lZWVh4eHt7e3lZWVlpaWgoKClJSUkJCQuLi4srKyqampp6dnREREYmIinHeG41lg+BcTExMZGRkcHAwnoN3c3Ozs7FxcXMLCwrKzsxsbGxFfHlATIpFYXFycn5/f0dGBVieOjIx8/fq1qamprKwMTj2XlJQUFxcXFxfD6bGCgoK8vDww6ygqKkpMTDQxMXF1dX3z5g3SOf9mXxv/N9cGBgy/AjCPJE1l9j0j+L+5QmeMvWCDqqKiwt3dPSUlpaenh/T33a9fJ7ChoaGysjJdXd2TJ0+ePXtWUlLSyMjIwcEBrAfhEFVMTEx0dHRYWBjE9IqLi0tLSwM/v4WFhbm5uWlpaSkpKbD5lJSUFBER4efnd/36dU9PT3t7e3Nzc3t7+xs3buTn5zc1NRGJRNjcAve+79+/T0pKys/P7+3tJWvdxMREf38/gUB49OgRkFZxcfGjR49KS0thAwyJ0VxcXBwREWFjY5OdnQ2eIUn/etkLAwYMGP5tmEnZi0QidXR0REdHe3p6osWvX2QvNI319/eXlpYaGxufOnXq8OHDAgICpqamISEh4Ff38ePHlZWVpaWlQFSwEQXud+/fv5+fn19QUJCTkwMuE+/duxcfHx8SEuLp6YnH411dXSG8JB6Pv3XrVmFh4atXrz59+tTZ2fnly5eRkRE4eVZcXNzS0gKHwJBQnNDGsbGx1tZW8NaBsFdZWdnjx49LSkogXFlxcXFmZqanp2d4eHhrayu6Z/7NshcGDBgw/Nswk7IXiUQaGxurrq52c3NDdr9mir0QJeTw8HBjY2NQUJC4uPiJEye4ubmvXLly8+bN7Ozs6upqAoHw/PlzJLhlfn4+7DllZGTcv38/Nzc3Ly8vPT09Pj7+1q1bwcHBHh4ejo6OEKDL0dHR2dnZz8/vzp07hYWFdXV1ENO5ra2tp6fn9evXhYWFDQ0NcCQAIoQhUVdg96u2thYYtKKioqysrKysrLKysqqqqqKiAuSw0tLS8PBwa2vrnJycwcFBdAMx9sKAAQOG6WOG2YtEIn39+jUpKQmPx9p2EjsAABJwSURBVFdVVaEjY80IgSFFwRbU1atXOTk5L168ePnyZSsrq8jIyKKiovLy8oKCgtTU1Pj4+JiYmFu3boGLJjgjHBcXFxkZ6eXlZWNjY2FhYW5ufvXqVYh97OLi4urqGhAQkJCQUFBQUF5e/uTJk5qamrq6OgKB8OzZs7q6uq6ursHBwY6Oju7u7oGBgZGRETBBBKWiv79/SkpKWVlZdXX106dPa2tra2pqnj59+uTJk+rq6pqamvz8fCcnJ29v79f/r71zj4Y6/eN4w0yGGh1TRnt2snW06qSL7YaiyzquK5uYIcNSrQ2VlSIqNbkUSYqRhqlBO6TcCZUaGm1L0VIu5dplohQmg8YY8/vj++v7+zYzMRVdfud5n9cfg+/3MTPne573+TzP5/l8Hj6UOE4A3AsAAADkZ4xXDqEbGxoaYmNjz50719HRMSZbX0j3gkcTCAQtLS2JiYnOzs4rVqxYvny5ubn59u3bodzCkJCQffv2+fj4/Pnnnz4+Pnv27IGaRvr7+/v4+GzdupVCoTg6Om7evHnbtm27d+8ODAykUqlHjhyh0+np6enQPtmNGzeKioqSkpLS09MbGhr6+vpEIlFbW1teXt7NmzfhzMPe3t7s7GxXV1dbW9tt27ZBFYShQA2KBWtqaurq6mpqapKSkqhU6tWrV6V7oY2te418yg8AAAC+dcbevcRicV9f3/Xr12k02t9//y0QCCSM51PMDL4RHqS7u7usrCw8PNza2lpbW/vHH39cvnz5qlWrVq9ebWRktGzZMuj8soGBwZo1a6ACvsbGxqampqamppaWlhs2bHB0dNy6dauvr+/BgwePHz/OZDKhfph5eXn5+fkZGRkMBiMrK6u5ufn169f9/f2NjY0FBQV37tzh8/lCobCzs5PD4ezZs2fVqlVLly7V1dVdvHjxr7/+GhwcfOnSpcrKyrq6uqamptbWVjabHRYWxmQyuVwuclMQ0qdkbUg3oQDuBQAA/r8ZF/cSi8VcLvevv/46c+ZMc3Oz9Ez9cdYl7WTDb5PpOzo68vLyvLy8zM3NFy9erKGhgcPhVFVVJ02ahMVilZWVp0yZQiAQNDU1tbS05syZs2DBgiVLlhgZGVlaWtra2rq6uvr5+UVERJw+fToxMRGqCg91QC4qKqqrq+NyuU+ePLl27VpmZmZVVVVHRwcUh3G5XAaDQSaTFy5cqKmpOXPmTKhLi6GhIYlE2rlzZ0REREZGxu3btysqKuh0+okTJ/7991/4DBnyg4xtziFwLwAA8P/NuLjX8PCwQCAoLy+PiIg4f/48sufy2LoXsgpGR0dHdnZ2WFgYlFKvrKw84a1QKJSSktK0adMgd5k1axbkMXp6emZmZmQy2cPDIygoKDo6mkaj0Wi0hISEuLi4HTt2+Pn5sdnsFy9eDAwMPHr0iE6n+/v7FxQUdHV19ff39/T05Ofnm5ub4/F4NTU1FRUVFRUVDQ2NefPm6evrr1271sLCwtbW1svLKyws7MCBAwcOHCguLubz+UjT+tB9L5mdLMTvlgmQruYA6TOcOwEAAIDPw7jse0Gm0tXVlZGRERIScvny5d7e3uG3NZbGfBsMGpPP55eUlERERAQGBjo4OBCJRAUFBQUFBSUlJTU1tRkzZsyfP19fX9/Q0NDAwGDlypXGxsaQu2zZsmX37t1HjhyBUjm8vLxCQ0PhvlzQWTEOh1NTUwMdRq6rq6uurs7Ly0tISHByciISiRoaGt9///2kSZNQKBQGg1FVVVVXV581a5a+vr6FhcX69estLS3t7OzOnDnz/Plzia8XlpzuJbOThRhR4ki6sBjMyO0GAAAA4BtiHN1LJBJB8Up4ePidO3eg5bIxdy/4xdDQ0N27d6lUqpubm5ubm4GBgaqqKg6H09TU/Omnn9auXbtu3To7Ozt7e3t7e3symbxx40YXFxcPDw8fH5+9e/eGhIQcOnSIQqH8/PPPvr6+ZWVlXC63srIyJibG1dXVxcUlOTm5o6NjaGiot7c3JSXFyspKR0cHj8crKytPnTp1ypQpaDQahUKhUCgFBQUsFksgELS1tZcsWbJ48eLVq1eHhYU1NTUhK0B+nHv9+p5OFhLlsSXKwcnTbgAAAAC+IcZr5RDS4OBgTU3NiRMnaDRaQ0ODUCiEw69PtC7p/ygWi58+fUqj0TZu3EihUNatW6elpTV9+vQFCxYYGxvb2to6OTn99ttvmzZtcnV1hdp9OTs7e3h4eHl5eXh4eHt779+//48//rC3t6dSqfn5+VVVVWw2+8SJE1u2bCGTySdPnqyurm5tbb179+6ePXumT58OLUsqKSlNnjwZg8FAS5QoFAqNRuNwOCKR+MMPPxAIhNmzZ+/atevevXvw+QGZH19+95LZyWIE95Kz3QAAAAB8Q4xX1gZsYAMDA//8809kZCSTyWxtbYXP9g6/qzFxr4GBgZKSEm9vbxKJRCKRDA0N586dq6ura2JiQiaTKRQKhUJxcHCws7PbsGEDVAuRQqFYW1uvWbOGQqGcPHkyPz//3LlzAQEBbm5u27dvDw8PLywsLC8vLy0tzczMDAsL8/Pz8/DwWLp0KRaLhewKg8FMnDhRQUEB/lFJSUlZWRmHw02ZMuW7775zcXG5efMmlHsplrVmCEl+95LuZCF+614yWxLI2W4AAAAAviHG3b3EYjGfz+dwOMeOHUtOTn78+PGwLH20b4nfTT6sr6+PiYlxd3fftGmTg4ODqanpmjVrrKysHB0dKRSKjY3N2rVrDQwMDA0NjY2Nra2tSSSSqampiYmJp6dnQkJCRUVFSUmJr6+vkZHRokWL3N3dS0tLHz9+DKWEGBsbq6ur4/F4JSUlONJCoVBwbghsZhMnTkSj0SoqKpaWlgUFBVCmxsgf9oPOe0l0shAjsjakWxKM2soBAAAAvjnGy73E7wYZPB6vuLg4MjIyIyPj+fPnyEl8TAIvaJCenp6qqqrU1NSQkBAfHx9PT08HBwcrKytra+v169dbWFgYGxtDtqSjo2Nubu7p6RkSEhIVFbV3715PT0+oID2UMR8fH3/w4MHQ0NC4uLhTp04xmUxfX18tLS1kHqO0FN4KjUbj8XhTU9OUlBS4YtbIe36g1gYAAADIzzi6l4R4PN7169djYmKys7OhGhzi0cKRkQXfCyeJdHV1QVXe09PTGQzG4cOHoT0tqPuXubk5dABr9+7ddnZ2v//+e1BQEIvFKikpOX78+Lp168zMzEgkEpVKZbPZTU1NFRUVx44d++WXX/T09AwMDGbPnq2ioiJhXQoKClDsJWFjampqtra22dnZr169Qr5J8VisHAIAAADgc7gXMjYqLi6OiYnJzc1tb28XIfQRBoZceOTz+c3NzfX19Y8ePWpqaqqtra2uri4sLExNTYVq8gYHBx86dOjixYsVFRUcDic2Nnbr1q1OTk47d+6MjIyMioqCihwGBwcfPXqUTqenpqayWCwXFxd1dXUMBoPBYGSuEyJ/Cb8gEAjOzs5XrlyBGqmI35+pgRRwLwAAAJCfzxR7IQ2Mw+EwmcxLly49ffoUajXycWn0yFDm5cuXbDb7/PnzWVlZBQUFUEfjS5cuFRUVQb0iCwsL4+Pjw8PDExIScnJyGAyGp6ens7MzVOcwLi7u5s2bDx48uHHjBpVKtbGxsbOzs7GxmTt3LrzFJWFayCVEKAJDoVCKiopEItHd3b2srAyuZIiML0f4jMC9AAAAQH4+q3vBSRxVVVUpKSmZmZkPHz4UCAQfl76BvKWvr6+xsZHNZiclJcXGxjIYjKNHj4aEhERHR0dERBw5ciQmJiY4OHjXrl3+/v4BAQGhoaEMBiM3Nzc9PT0iIuLgwYNRUVEsFis6OtrExGTatGkEAgGPx0PJhEh/el+yBmRdc+bMCQgIqKysHBgYEL+71zXqBwTuBQAAAPLzud0LGra/v7+2tvbixYupqamVlZU8Hu8jDExi06unp6e2tvbatWvXrl0rLS2l0+lUKvX06dPx8fEBAQGenp5BQUEXLly4cOEClUrdtWsXjUYrLi6+evWqv7+/oaGhnp6eiYnJihUr1NXVJUIrmV414V0pKysvXbr06NGjjY2NyHNdEu41wscB7gUAAADy8wXcCxp5cHAQajWSmJhYVFTU1tYmUY3+Q8fs7OwsLCxMSEjIz8/ncDhpaWmnTp26ePHi1atXGQzGtm3bfH1909LScnNzAwMDzc3NzczMoKocurq6WCwWi8XicDgsFguf3EJuZcHWJfECkqqqqqmpaWJiIpfLlVgFld+VgXsBAACA/IzuXqRQ9sh3dn24e8FxyYsXL0pLS8+ePZucnFxeXt7T0yNGbJKNvOYm8dfu7u60tLTNmzdv3rzZ39/fz8/P29s7ICDg8OHDvr6+ZmZmhoaGZDIZagY2depUPB4/c+ZMIpGIrOcrnZEh85fwQiIajSYSiRQKJScnRyIzHvk+R/1+gHsBAADABzG6e7mdvCnzziedfdAF3YgaenIKOcXz+fz79++zWKyoqKisrCzpIGxU9xIIBK2trZmZme7u7jo6OpqamosWLdLV1dXW1p4/f/6yZcvmzp2rpqaGw+HU1dXV1dVVVFSgU1mKiopQpDWCaUmnyMPWpaamZmRkFBQUVF5ejqwcL5FFKb97wa+/+GMBAAAAXznSs6ike/mduS3zznutXdAFvLddqeTX8Lt5hkKh8MmTJzk5ObGxscnJyaWlpe3t7VBBWzEiFJMeZHh4mMfjsdlsPz8/fX39adOmodFoqK48FotVVFTEYDDKyspwJScJN5LpT9ILgxOk8uNVVFQWLly4Y8eO3NxcLpcLZU6KZaVpyP+dwO7FHxB+8ccCAAAAvnIkrEos7V7JxU0y77z27zPogr43QvnnaAnvESNCKB6Pd//+/YyMDBqNlpqaevv27fb2driRo7QTCIXCtrY2JpNpbW1NIBAk/Ol99iMzzBoh6pK4HovFamtrOzk5JSUlNTY2vnnzRvxuKDlyvDiCXvf/92tsae/94o8FAAAAfM3sS6qSsCox7F6w3jeZHku/D10wJPqkShnIiV4kEnV2dt66dSslJYVOp7NYrFu3bkEeJnFLX19fRUXF/v37dXV1oY0rZNiEkpK0gUnEWNJXSvuWlpaWra0tjUarrq6GlwrFsva6xHIvGMISDIqgF+llbV/8yQAAAICvGTh8ku1eI4dfpFC2QCj6oAlaYnJ/nwYHB589e1ZWVsZisRISEtLS0jgcTlNTE4/Hg0yCx+MVFRW5uroSiURFRcUJiCPD0jHTCAHZ+6wL3tmChMPh5s2bZ29vHx0dXV5e3tXVJRFpfYRXjSBvevkXfzIAAADgqwUOvCQkGXuJxWKBULQt9pb0EKklLWM1ZYul8h0EAkF7e3tFRUVWVhaTyTx79mxOTk5lZeX9+/eTk5OtrKzU1NSQ9iPTveSUzFhNSUlpxowZq1at8vDwOHv27N27d7u7u0UikfgTEgtHFdTKBAAAAAAycQwvhbMNJSbed9wL/ltLe69rJEdiFFIou6W9d0xmbfF7jkYJhcJXr17V1tZevnyZxWKdP38+Pj6eRCJpaGhAUdcEOXat5DSwCRMmYDAYPB6vra29evVqV1fXyMjIK1euNDU18fl8ZLAlnVU4Ju7V1StwDC/94g8HAAAAfJ04hpf+U/8CnnglplDJ2Au+gj8gPJldJzGWN738U9YPkf9Fwr2QljA8PNzf38/lcuvr62/cuBEfH+/t7W1jYwP1nyQQCJMnT0aj0SM7k0xvQ6PRkydP1tDQmDNnzsqVK8lk8r59+5hM5vXr1x88eNDd3Q2nPsp8k+Kxsy6xWHyI9e8XfzgAAADg68TvzG34pJZMyVg5RKqy8eXhtBrkiHH5DcgLhoeHh0TDwiHROCEYFPJe97a2PSqvuF1QWESPT9i3P3Dzlt8tLH9ZrqevM38BcYbmZJyqIhqjoIiGQSkoKiiiFdEYZZVJ+KnTNH+YqTN/wXI9fXMLyy2/u+0PPBB3mp5/qaCy6i73WXtf/8D4vX+IIZFI9K7npZa0fPGHAwAAAL5CvOnlhXeejhoAyHYvmeFFS3vvvdaue61dzc9evxkckr5AOCQaFI4jAuHQgGCQ3z/Ae81/+aq740Unt72j7fGTxqaWhgeN9Q8e/o+Gh/UNDxseND5sbG5uaXv0+Cn3WUfHi86Xr7p5r/n8/oGBN4MC4dC4vlsI6RRN4ZCoteO/3yQAAAAAYKQLaoyw1vXe2GsM0+qAgICAgIA+VCPb0Cgrh6PeDwQEBAQENIaSM71gdPcCAgICAgL62gTcCwgICAjo29N/AFiMlTYqm9I1AAAAAElFTkSuQmCC" />Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-74590154117770982062012-11-02T07:06:00.002-07:002012-11-02T07:06:46.913-07:00En Resumen<br />
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/>Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com2tag:blogger.com,1999:blog-1385756392597499582.post-13420991857178036932012-11-02T07:04:00.001-07:002012-11-02T07:04:20.611-07:00Clasificacion por Categorias<img alt="" 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" />Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-22206017948076276022012-11-02T07:03:00.002-07:002012-11-02T07:03:22.003-07:00Clasificacion de Teorias de Enfermeria<img alt="" 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/>Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-56772235690174308002012-11-01T23:25:00.000-07:002012-11-01T23:25:47.417-07:00<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
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Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-74727726015412403322012-11-01T23:17:00.002-07:002012-11-01T23:17:39.486-07:00Agrupacion de los Modelos<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
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<b><span lang="ES-MX" style="font-size: 18pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 11.0pt;"><span style="font-family: Calibri;">LOS MODELOS SE HAN AGRUPADO EN TENDENCIAS<o:p></o:p></span></span></b></div>
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<span style="font-family: 'Arial','sans-serif'; font-size: 18pt; line-height: 115%; mso-bidi-font-size: 11.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">•<span style="font: 7pt 'Times New Roman';"> </span></span></span><span style="font-family: Calibri;"><b><i><u><span lang="ES-MX" style="font-size: 18pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 11.0pt;">TENDENCIA NATURISTA: </span></u></i></b><b><span style="font-size: 18pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></b></span></div>
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<b><span style="font-size: 18pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><o:p><span style="font-family: Calibri;"></span></o:p></span></b></div>
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<span style="font-family: Calibri;"><b><span style="mso-ansi-language: ES-MX;"><span style="mso-spacerun: yes;"> </span></span></b><b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">FLORENCIA NIGTHINGALE </span></b></span><b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"><o:p><span style="font-family: Calibri;"> </span></o:p></span></b><b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"><o:p><span style="font-family: Calibri;"> </span></o:p></span></b></div>
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<span style="font-family: Calibri;"><b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">La “teoría del entorno” de Florencia </span>Nightingale </b><b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">esta clasificada dentro de las teorías de tipo: </span></b></span><b><o:p><span style="font-family: Calibri;"> </span></o:p></b></div>
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<b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"><span style="font-family: Calibri;">Filosóficas: <o:p></o:p></span></span></b></div>
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<b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"><span style="font-family: Calibri;">Define el significado de los fenómenos observados por medio del análisis, el razonamiento y la argumentación.<o:p></o:p></span></span></b></div>
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<b><span style="font-family: Calibri;">El objetivo fundamental de su modelo es conservar la energía vital del paciente y, considerando la acción que ejerce la naturaleza sobre los individuos, colocarlo en las mejores condiciones posibles para que ésta actúe sobre él, su teoría se centró en el medio ambiente<o:p></o:p></span></b></div>
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<span style="font-family: Calibri;">5 PUNTOS ESENCIALES <span style="mso-spacerun: yes;"> </span>PARA ASEGURAR LA SALUBRIDAD<span style="mso-fareast-language: ES; mso-no-proof: yes;"> </span><span style="mso-spacerun: yes;"> </span>DE LAS VIVIENDAS:<o:p></o:p></span></div>
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<span style="mso-fareast-language: ES; mso-no-proof: yes;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><v:stroke joinstyle="miter"></v:stroke><v:formulas><v:f eqn="if lineDrawn pixelLineWidth 0"></v:f><v:f eqn="sum @0 1 0"></v:f><v:f eqn="sum 0 0 @1"></v:f><v:f eqn="prod @2 1 2"></v:f><v:f eqn="prod @3 21600 pixelWidth"></v:f><v:f eqn="prod @3 21600 pixelHeight"></v:f><v:f eqn="sum @0 0 1"></v:f><v:f eqn="prod @6 1 2"></v:f><v:f eqn="prod @7 21600 pixelWidth"></v:f><v:f eqn="sum @8 21600 0"></v:f><v:f eqn="prod @7 21600 pixelHeight"></v:f><v:f eqn="sum @10 21600 0"></v:f></v:formulas><v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"></v:path><o:lock aspectratio="t" v:ext="edit"></o:lock></v:shapetype></span></div>
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AIRE PURO---AGUA PURA---DESAGÜES EFICACEZ----LIMPIEZA---LUZ</div>
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<span style="font-family: Calibri;">LA PRÁCTICA DE LA ENFERMERÍA <span style="mso-spacerun: yes;"> </span><b>implica</b> el <b>uso adecuado</b> del<span style="mso-spacerun: yes;"> </span><b>aire fresco, la luz, el calor, la limpieza, la tranquilidad, la oportuna selección y administración de dietas</b>, todo ello con el menor gasto posible de la energía vital del paciente para evitar la enfermedad. <o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"><span style="font-family: Calibri;">METAPARADIGMAS<o:p></o:p></span></span></b></div>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt 'Times New Roman';"> </span></span></span><span style="font-family: Calibri;"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">PERSONA: es fundamentalmente el “paciente pasivo”. Consta de diferentes componentes que son:</span><span lang="ES-MX"> </span><span lang="ES-MX" style="mso-ansi-language: ES-MX;">físico, intelectual, </span><span lang="ES-MX"><span style="mso-spacerun: yes;"> </span></span><span lang="ES-MX" style="mso-ansi-language: ES-MX;">emocional</span>, <span lang="ES-MX" style="mso-ansi-language: ES-MX;">social</span>, <span lang="ES-MX" style="mso-ansi-language: ES-MX;">espiritual</span>. <o:p></o:p></span></div>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt 'Times New Roman';"> </span></span></span><span style="font-family: Calibri;"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">SALUD</span><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">: </span><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Ausencia de enfermedad y la capacidad de utilizar plenamente los recursos</span><span lang="ES-MX" style="mso-ansi-language: ES-TRAD;"> </span><o:p></o:p></span></div>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt 'Times New Roman';"> </span></span></span><span style="font-family: Calibri;"><b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"><span style="mso-spacerun: yes;"> </span>Enfermería de su modelo:</span></b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"> <span style="mso-spacerun: yes;"> </span>enfermería como una vocación religiosa (sólo para mujeres), sus puntos fuertes fueron la educación, la experiencia y la observación. </span><o:p></o:p></span></div>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt 'Times New Roman';"> </span></span></span><span style="font-family: Calibri;"><b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">ENFERMEDAD:</span></b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"> el camino que utiliza la naturaleza para desembarazarse de los efectos o condiciones que han interferido en la salud.</span><o:p></o:p></span></div>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt 'Times New Roman';"> </span></span></span><span style="font-family: Calibri;"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">ENTORNO</span><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">: </span><span lang="ES-MX" style="mso-ansi-language: ES-MX;">conjunto de elementos externos que afectan a la salud de las personas sanas y enfermas.</span><o:p></o:p></span></div>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt 'Times New Roman';"> </span></span></span><span style="font-family: Calibri;"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">CUIDADO</span><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">: </span><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Aportación propia de la enfermera a la atención de la salud.</span><o:p></o:p></span></div>
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<span style="font-family: Calibri;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">La importancia de la teoría en la práctica profesional de la enfermería ha motivado el tratamiento del tema. La primera teórica en enfermería, <i>Florence Nightingale</i>, supo aplicar sus conocimientos de historia y filosofía al estudio de la realidad, en particular a esa parte de la realidad que se constituyó en el centro de su vida: el cuidado de la salud de las personas. </span><o:p></o:p></span></div>
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<span style="font-family: 'Arial','sans-serif'; font-size: 20pt; line-height: 115%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">•<span style="font: 7pt 'Times New Roman';"> </span></span></span><span style="font-family: Calibri;"><b><i><u><span lang="ES-MX" style="font-size: 20pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 11.0pt;">TENDENCIA DE SUPLENCIA O </span></u></i></b><b><i><u><span lang="ES-MX" style="font-size: 22pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 11.0pt;">AYUDA</span></u></i></b><b><i><u><span lang="ES-MX" style="font-size: 20pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 11.0pt;">:</span></u></i></b><span style="font-size: 20pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></span></div>
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<span style="font-family: Calibri;"><b><span style="mso-ansi-language: ES-MX;"><span style="mso-spacerun: yes;"> </span><span lang="ES-MX">LOS MODELOS REPRESENTATIVOS DE ESTA TENDENCIA SON DE <i><u>V. HENDERSON </u></i>Y D. OREM; ESTAS AUTORAS CONCIBEN EL PAPEL DE LA ENFERMERA COMO LA REALIZACION DE LAS ACCIONES QUE EL PACIENTE NO PUEDE LLEVAR A CABO EN UN MOMENTO DE UN CICLO VITAL (ENFERMEDAD, NIÑEZ, ANCIANIDAD, ETC) FOMENTANDO AMBAS EN MAYOR O MENOR GRADO EL AUTOCUIDADO DEL PACIENTE.</span></span></b><o:p></o:p></span></div>
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<span style="font-family: 'Arial','sans-serif'; font-size: 9pt; line-height: 115%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">•<span style="font: 7pt 'Times New Roman';"> </span></span></span><span style="font-family: Calibri;"><b><i><u><span lang="ES-MX" style="font-size: 22pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 11.0pt;">TENDENCIA</span></u></i></b><b><i><u><span lang="ES-MX" style="font-size: 14pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 11.0pt;"> </span></u></i></b><b><i><u><span lang="ES-MX" style="font-size: 22pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 11.0pt;">DE INTERRELACION</span></u></i></b><b><i><u><span lang="ES-MX" style="font-size: 9pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-font-size: 11.0pt;">:</span></u></i></b><span style="font-size: 9pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></span></div>
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<b><i><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="font-family: Calibri;">ESTE GRUPO SE INCLUYEN LOS MODELOS DE PEPLAU, CALLISTA ROY, MARTHA ROGERS Y LEVINE, TODAS ESTAS ENFERMERAS USAN COMO BASE FUNDAMENTAL PARA LA ACTUACION DE ENFERMERIA EL CONCEPTO DE RELACION, BIEN SEA LAS RELACIONES INTERPERSONALES (ENFERMERA-PACIENTE) O LAS RELACIONES DEL PACIENTE CON SU ENTORNO<o:p></o:p></span></span></i></b></div>
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Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-43318934674544935822012-11-01T23:05:00.001-07:002012-11-01T23:05:21.305-07:00<div align="center" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: center;">
<b><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="font-family: Calibri;">¿QUE SE BUSCA EN UNA TEORIA?</span></span></b></div>
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<span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="font-family: Calibri;"><o:p><strong><span style="mso-special-format: bullet;">•</span><u style="text-underline: single;"><span style="color: black; font-family: Calibri; font-style: italic; font-weight: bold; language: es-MX; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea;">EXPLICACIONES: </span></u><span style="color: black; font-family: Calibri; language: es-MX; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea;"><span style="mso-spacerun: yes;"> </span>La Teoría relaciona los conceptos de tal forma que explica los fenómenos que interesan a esta disciplina, proporcionando comprensión</span><span style="color: black; font-family: Calibri; language: es; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea;"> </span></strong></o:p></span></span></div>
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<strong><span style="mso-special-format: bullet;">•</span><u style="text-underline: single;"><span style="color: black; font-family: Calibri; font-style: italic; font-weight: bold; language: es-MX; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea;">DEFINICIONES: </span></u><span style="color: black; font-family: Calibri; language: es-MX; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea;"><span style="mso-spacerun: yes;"> </span>Las Teorías están formadas por conceptos que son elementos básicos de una teoría, son abstracciones de la realidad que se pueden observar directa o </span></strong><strong><span style="color: black; font-family: Calibri; language: es-MX; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea;">indirectamente</span><span style="color: black; font-family: Calibri; language: es; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea;"> </span></strong></div>
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<strong><span style="mso-special-format: bullet;">•</span><u style="text-underline: single;"><span style="color: black; font-family: Calibri; font-style: italic; font-weight: bold; language: es-MX; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea;">PREDICCIONES: </span></u><span style="color: black; font-family: Calibri; language: es-MX; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea;"><span style="mso-spacerun: yes;"> </span>A partir de la hipótesis se afirman relaciones entre los conceptos y proposiciones.</span></strong></div>
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Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com1tag:blogger.com,1999:blog-1385756392597499582.post-23494687826103972572012-11-01T22:29:00.000-07:002012-11-01T22:29:17.053-07:00¿LA TEORIA EN LA PROFESION DE ENFERMERIA?<div align="center" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: center;">
<span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="font-family: Calibri;">¿LA TEORIA EN LA PROFESION DE ENFERMERIA?<o:p></o:p></span></span></div>
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<i><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="font-family: Calibri;">TEORIA: conjunto de conceptos, definiciones y proposiciones que nos permiten una visión sistemática de los fenómenos. La utilidad de la teoría para Enfermería radica en que le permite aumentar los conocimientos sobre su propia disciplina, al utilizar de una manera sistemática una forma de trabajo. </span></span></i><i><span lang="ES-MX" style="mso-ansi-language: ES-MX;"></span></i></div>
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<i><span lang="ES-MX" style="mso-ansi-language: ES-MX;"></span></i><span style="font-family: Calibri;"><span lang="ES-MX" style="mso-ansi-language: ES-MX;">Modelo en Enfermería</span><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"> <v:stroke joinstyle="miter"></v:stroke><v:formulas><v:f eqn="if lineDrawn pixelLineWidth 0"></v:f><v:f eqn="sum @0 1 0"></v:f><v:f eqn="sum 0 0 @1"></v:f><v:f eqn="prod @2 1 2"></v:f><v:f eqn="prod @3 21600 pixelWidth"></v:f><v:f eqn="prod @3 21600 pixelHeight"></v:f><v:f eqn="sum @0 0 1"></v:f><v:f eqn="prod @6 1 2"></v:f><v:f eqn="prod @7 21600 pixelWidth"></v:f><v:f eqn="sum @8 21600 0"></v:f><v:f eqn="prod @7 21600 pixelHeight"></v:f><v:f eqn="sum @10 21600 0"></v:f></v:formulas><v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"></v:path><o:lock aspectratio="t" v:ext="edit"></o:lock></v:shapetype></span><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="font-family: Calibri;">: <b><i>Se trata de la representación simbólica de una realidad. Los modelos se desarrollan<span style="mso-spacerun: yes;"> </span>usando conceptos relacionados que aun no han progresado hacia una Teoría. <o:p></o:p></i></b></span></span></div>
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<a href="http://www.blogger.com/" imageanchor="1" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><i><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="font-family: Calibri;">El modelo sirve como eslabón, en el desarrollo de la TEORIA.”<o:p></o:p></span></span></i></b></div>
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<b><i><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="font-family: Calibri;">MODELO = ESTRUCTURA<o:p></o:p></span></span></i></b></div>
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<b><i><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="font-family: Calibri;">TEORIA = FUNCIONAMIENTO</span></span></i></b></div>
Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0tag:blogger.com,1999:blog-1385756392597499582.post-9214263865582233702012-10-29T22:14:00.000-07:002012-10-29T22:14:42.868-07:00Antecedentes del Conocimiento EnfermeroEn 1859 Florence Nightingale identifico a la enfermería como un arte y una ciencia, poniendo enfasis en la interrelación entre el individuo y el medio ambiente. Intento darle una estructura el proceso de atención de enfermería expresandolo de esta manera:<br />
"La lección practica mas importante que se puede dar al personal de enfermería es enseñarle a observar que sintomas indican mejoría, que sintomas indican empeoramiento, cuales son de importancia, como se manifiesta una negligencia, que tipo de negligencia".<br />
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Nightingale contribuyo al nacimiento del conocimiento propio de la enfermería. Apartir de ella comenzaron a surgir teorias en relación con la actividad de enfermeria, desarrolladas a traves de un planteamiento totalmente cientifico. <br />
El conocimiento de Enfermería ha sido fuertemente influenciado por el conocimiento médico. Posteriormente se instauro la metodología cientifica y se considero la investigación como elemento indispensable para el desarrollo de la enfermería y su posteriro asentamiento como ciencia dentro del bloque de las ciencias de la salud. <br />
Anonymoushttp://www.blogger.com/profile/11228823373328325819noreply@blogger.com0